diff --git a/bw_timex/utils.py b/bw_timex/utils.py index 5eaefe7..9a6a1d9 100644 --- a/bw_timex/utils.py +++ b/bw_timex/utils.py @@ -253,10 +253,8 @@ def plot_characterized_inventory_as_waterfall( "hour": "%Y-%m-%d %H", } - # Grouping and summing data - plot_data = lca_obj.characterized_inventory.groupby( - ["date", "activity"], as_index=False - ).sum() + plot_data = lca_obj.characterized_inventory.copy() + plot_data["year"] = plot_data["date"].dt.strftime( time_res_dict[lca_obj.temporal_grouping] ) # TODO make temporal resolution flexible @@ -271,7 +269,7 @@ def plot_characterized_inventory_as_waterfall( } plot_data["activity_label"] = plot_data["activity"].map(activity_labels) - # Pivoting data for plotting + plot_data = plot_data.groupby(["year", "activity_label"], as_index=False)["amount"].sum() pivoted_data = plot_data.pivot( index="year", columns="activity_label", values="amount" ) diff --git a/notebooks/example_electric_vehicle_premise.ipynb b/notebooks/example_electric_vehicle_premise.ipynb index 8202bd1..f84499b 100644 --- a/notebooks/example_electric_vehicle_premise.ipynb +++ b/notebooks/example_electric_vehicle_premise.ipynb @@ -396,7 +396,7 @@ }, { "data": { - "image/png": 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", + "image/png": 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", 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", 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", 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", 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", "text/plain": [ "
" ] @@ -485,7 +485,7 @@ }, { "cell_type": "code", - "execution_count": 14, + "execution_count": 15, "metadata": {}, "outputs": [], "source": [ @@ -533,7 +533,7 @@ }, { "cell_type": "code", - "execution_count": 15, + "execution_count": 16, "metadata": {}, "outputs": [], "source": [ @@ -549,7 +549,7 @@ }, { "cell_type": "code", - "execution_count": 16, + "execution_count": 17, "metadata": {}, "outputs": [], "source": [ @@ -574,7 +574,7 @@ }, { "cell_type": "code", - "execution_count": 17, + "execution_count": 18, "metadata": {}, "outputs": [ { @@ -585,7 +585,7 @@ "\u001b[1;31mDocstring:\u001b[0m \n", "Class to perform time-explicit LCA calculations.\n", "\n", - "A TimexLCA contains the LCI of processes occuring at explicit points in time. It tracks the timing of processes,\n", + "A TimexLCA contains the LCI of processes occurring at explicit points in time. It tracks the timing of processes,\n", "relinks their technosphere and biosphere exchanges to match the technology landscape at that point in time,\n", "and also keeps track of the timing of the resulting emissions. As such, it combines prospective and dynamic LCA\n", "approaches.\n", @@ -595,7 +595,7 @@ "the timing of the processes, bw_timex matches the processes at the intersection between\n", "foreground and background to the best available background databases. This temporal relinking is\n", "achieved by using datapackages to add new time-specific processes. The new processes and their\n", - "exchanges to other technosphere processes or biosphere flows extent the technopshere and\n", + "exchanges to other technosphere processes or biosphere flows extent the technosphere and\n", "biosphere matrices.\n", "\n", "Temporal information of both processes and biosphere flows is retained, allowing for dynamic\n", @@ -606,7 +606,7 @@ " 2) a static time-explicit LCA score (`TimexLCA.static_score`), which links LCIs to the\n", " respective background databases, but without dynamic characterization of the time-explicit inventory\n", " 3) a dynamic time-explicit LCA score (`TimexLCA.dynamic_score`), with dynamic inventory and\n", - " dynamic charaterization. These are provided for radiative forcing and GWP but can also be\n", + " dynamic characterization. These are provided for radiative forcing and GWP but can also be\n", " user-defined.\n", "\n", "Example\n", @@ -626,7 +626,7 @@ ">>> print(tlca.static_score)\n", ">>> tlca.dynamic_lcia(metric=\"radiative_forcing\") # also available: \"GWP\"\n", ">>> print(tlca.dynamic_score)\n", - "\u001b[1;31mInit docstring:\u001b[0m\n", + "\u001b[0;31mInit docstring:\u001b[0m\n", "Instantiating a `TimexLCA` object calculates a static LCA, initializes time mapping dicts\n", "for activities and biosphere flows, and stores useful subsets of ids in the\n", "node_collections.\n", @@ -641,9 +641,9 @@ " `(\"EF v3.1\", \"climate change\", \"global warming potential (GWP100)\")`\n", "database_dates : dict, optional\n", " Dictionary mapping database names to dates.\n", - "\u001b[1;31mFile:\u001b[0m c:\\users\\mullera\\onedrive - vito\\documents\\04_coding\\tictac_lca\\bw_timex\\timex_lca.py\n", - "\u001b[1;31mType:\u001b[0m type\n", - "\u001b[1;31mSubclasses:\u001b[0m " + "\u001b[0;31mFile:\u001b[0m ~/Documents/Coding/bw_timex/bw_timex/timex_lca.py\n", + "\u001b[0;31mType:\u001b[0m type\n", + "\u001b[0;31mSubclasses:\u001b[0m " ] } ], @@ -661,9 +661,18 @@ }, { "cell_type": "code", - "execution_count": 18, + "execution_count": 19, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/timodiepers/anaconda3/envs/timex_nov22/lib/python3.11/site-packages/scikits/umfpack/umfpack.py:736: UmfpackWarning: (almost) singular matrix! (estimated cond. number: 1.21e+13)\n", + " warnings.warn(msg, UmfpackWarning)\n" + ] + } + ], "source": [ "tlca = TimexLCA({driving: 1}, method, database_dates)" ] @@ -686,14 +695,14 @@ }, { "cell_type": "code", - "execution_count": 19, + "execution_count": 20, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ - "C:\\Users\\MULLERA\\OneDrive - VITO\\Documents\\04_Coding\\tictac_lca\\bw_timex\\timex_lca.py:206: UserWarning: No edge filter function provided. Skipping all edges in background databases.\n", + "/Users/timodiepers/Documents/Coding/bw_timex/bw_timex/timex_lca.py:208: UserWarning: No edge filter function provided. Skipping all edges in background databases.\n", " warnings.warn(\n" ] }, @@ -709,9 +718,9 @@ "name": "stderr", "output_type": "stream", "text": [ - "C:\\Users\\MULLERA\\OneDrive - VITO\\Documents\\04_Coding\\tictac_lca\\bw_timex\\timeline_builder.py:523: Warning: Reference date 2040-10-01 00:00:00 is higher than all provided dates. Data will be taken from the closest lower year.\n", + "/Users/timodiepers/Documents/Coding/bw_timex/bw_timex/timeline_builder.py:537: Warning: Reference date 2040-12-01 00:00:00 is higher than all provided dates. Data will be taken from the closest lower year.\n", " warnings.warn(\n", - "C:\\Users\\MULLERA\\OneDrive - VITO\\Documents\\04_Coding\\tictac_lca\\bw_timex\\timeline_builder.py:523: Warning: Reference date 2041-01-01 00:00:00 is higher than all provided dates. Data will be taken from the closest lower year.\n", + "/Users/timodiepers/Documents/Coding/bw_timex/bw_timex/timeline_builder.py:537: Warning: Reference date 2041-03-01 00:00:00 is higher than all provided dates. Data will be taken from the closest lower year.\n", " warnings.warn(\n" ] }, @@ -747,297 +756,297 @@ " \n", " \n", " 0\n", - " 2022-07-01\n", + " 2022-09-01\n", " glider production, passenger car, without EOL\n", - " 2024-07-01\n", + " 2024-09-01\n", " production of an electric vehicle\n", " 588.0\n", " {'ei310_IMAGE_SSP2_RCP19_2020_electricity': 0....\n", " \n", " \n", " 1\n", - " 2022-08-01\n", + " 2022-10-01\n", " glider production, passenger car, without EOL\n", - " 2024-08-01\n", + " 2024-10-01\n", " production of an electric vehicle\n", " 588.0\n", " {'ei310_IMAGE_SSP2_RCP19_2020_electricity': 0....\n", " \n", " \n", " 2\n", - " 2023-07-01\n", + " 2023-09-01\n", " glider production, passenger car, without EOL\n", - " 2024-07-01\n", + " 2024-09-01\n", " production of an electric vehicle\n", " 84.0\n", " {'ei310_IMAGE_SSP2_RCP19_2020_electricity': 0....\n", " \n", " \n", " 3\n", - " 2023-07-01\n", + " 2023-09-01\n", " powertrain production, for electric passenger ...\n", - " 2024-07-01\n", + " 2024-09-01\n", " production of an electric vehicle\n", " 80.0\n", " {'ei310_IMAGE_SSP2_RCP19_2020_electricity': 0....\n", " \n", " \n", " 4\n", - " 2023-07-01\n", + " 2023-09-01\n", " battery production, Li-ion, LiMn2O4, rechargea...\n", - " 2024-07-01\n", + " 2024-09-01\n", " production of an electric vehicle\n", " 280.0\n", " {'ei310_IMAGE_SSP2_RCP19_2020_electricity': 0....\n", " \n", " \n", " 5\n", - " 2023-08-01\n", + " 2023-10-01\n", " glider production, passenger car, without EOL\n", - " 2024-08-01\n", + " 2024-10-01\n", " production of an electric vehicle\n", " 84.0\n", " {'ei310_IMAGE_SSP2_RCP19_2020_electricity': 0....\n", " \n", " \n", " 6\n", - " 2023-08-01\n", + " 2023-10-01\n", " powertrain production, for electric passenger ...\n", - " 2024-08-01\n", + " 2024-10-01\n", " production of an electric vehicle\n", " 80.0\n", " {'ei310_IMAGE_SSP2_RCP19_2020_electricity': 0....\n", " \n", " \n", " 7\n", - " 2023-08-01\n", + " 2023-10-01\n", " battery production, Li-ion, LiMn2O4, rechargea...\n", - " 2024-08-01\n", + " 2024-10-01\n", " production of an electric vehicle\n", " 280.0\n", " {'ei310_IMAGE_SSP2_RCP19_2020_electricity': 0....\n", " \n", " \n", " 8\n", - " 2024-07-01\n", + " 2024-09-01\n", " glider production, passenger car, without EOL\n", - " 2024-07-01\n", + " 2024-09-01\n", " production of an electric vehicle\n", " 168.0\n", " {'ei310_IMAGE_SSP2_RCP19_2020_electricity': 0....\n", " \n", " \n", " 9\n", - " 2024-07-01\n", + " 2024-09-01\n", " production of an electric vehicle\n", - " 2024-10-01\n", + " 2024-12-01\n", " driving an electric vehicle\n", " 0.2\n", " None\n", " \n", " \n", " 10\n", - " 2024-08-01\n", + " 2024-10-01\n", " glider production, passenger car, without EOL\n", - " 2024-08-01\n", + " 2024-10-01\n", " production of an electric vehicle\n", " 168.0\n", " {'ei310_IMAGE_SSP2_RCP19_2020_electricity': 0....\n", " \n", " \n", " 11\n", - " 2024-08-01\n", - " production of an electric vehicle\n", " 2024-10-01\n", + " production of an electric vehicle\n", + " 2024-12-01\n", " driving an electric vehicle\n", " 0.8\n", " None\n", " \n", " \n", " 12\n", - " 2024-10-01\n", + " 2024-12-01\n", " market group for electricity, low voltage\n", - " 2024-10-01\n", + " 2024-12-01\n", " driving an electric vehicle\n", " 1875.0\n", " {'ei310_IMAGE_SSP2_RCP19_2020_electricity': 0....\n", " \n", " \n", " 13\n", - " 2024-10-01\n", + " 2024-12-01\n", " driving an electric vehicle\n", - " 2024-10-01\n", + " 2024-12-01\n", " -1\n", " 1.0\n", " None\n", " \n", " \n", " 14\n", - " 2025-10-01\n", + " 2025-12-01\n", " market group for electricity, low voltage\n", - " 2024-10-01\n", + " 2024-12-01\n", " driving an electric vehicle\n", " 1875.0\n", " {'ei310_IMAGE_SSP2_RCP19_2020_electricity': 0....\n", " \n", " \n", " 15\n", - " 2026-10-01\n", + " 2026-12-01\n", " market group for electricity, low voltage\n", - " 2024-10-01\n", + " 2024-12-01\n", " driving an electric vehicle\n", " 1875.0\n", " {'ei310_IMAGE_SSP2_RCP19_2020_electricity': 0....\n", " \n", " \n", " 16\n", - " 2027-10-01\n", + " 2027-12-01\n", " market group for electricity, low voltage\n", - " 2024-10-01\n", + " 2024-12-01\n", " driving an electric vehicle\n", " 1875.0\n", " {'ei310_IMAGE_SSP2_RCP19_2020_electricity': 0....\n", " \n", " \n", " 17\n", - " 2028-10-01\n", + " 2028-12-01\n", " market group for electricity, low voltage\n", - " 2024-10-01\n", + " 2024-12-01\n", " driving an electric vehicle\n", " 1875.0\n", " {'ei310_IMAGE_SSP2_RCP19_2020_electricity': 0....\n", " \n", " \n", " 18\n", - " 2029-10-01\n", + " 2029-12-01\n", " market group for electricity, low voltage\n", - " 2024-10-01\n", + " 2024-12-01\n", " driving an electric vehicle\n", " 1875.0\n", " {'ei310_IMAGE_SSP2_RCP19_2020_electricity': 0....\n", " \n", " \n", " 19\n", - " 2030-10-01\n", + " 2030-12-01\n", " market group for electricity, low voltage\n", - " 2024-10-01\n", + " 2024-12-01\n", " driving an electric vehicle\n", " 1875.0\n", " {'ei310_IMAGE_SSP2_RCP19_2030_electricity': 0....\n", " \n", " \n", " 20\n", - " 2031-10-01\n", + " 2031-12-01\n", " market group for electricity, low voltage\n", - " 2024-10-01\n", + " 2024-12-01\n", " driving an electric vehicle\n", " 1875.0\n", " {'ei310_IMAGE_SSP2_RCP19_2030_electricity': 0....\n", " \n", " \n", " 21\n", - " 2032-10-01\n", + " 2032-12-01\n", " market group for electricity, low voltage\n", - " 2024-10-01\n", + " 2024-12-01\n", " driving an electric vehicle\n", " 1875.0\n", " {'ei310_IMAGE_SSP2_RCP19_2030_electricity': 0....\n", " \n", " \n", " 22\n", - " 2033-10-01\n", + " 2033-12-01\n", " market group for electricity, low voltage\n", - " 2024-10-01\n", + " 2024-12-01\n", " driving an electric vehicle\n", " 1875.0\n", " {'ei310_IMAGE_SSP2_RCP19_2030_electricity': 0....\n", " \n", " \n", " 23\n", - " 2034-10-01\n", + " 2034-12-01\n", " market group for electricity, low voltage\n", - " 2024-10-01\n", + " 2024-12-01\n", " driving an electric vehicle\n", " 1875.0\n", " {'ei310_IMAGE_SSP2_RCP19_2030_electricity': 0....\n", " \n", " \n", " 24\n", - " 2035-10-01\n", + " 2035-12-01\n", " market group for electricity, low voltage\n", - " 2024-10-01\n", + " 2024-12-01\n", " driving an electric vehicle\n", " 1875.0\n", " {'ei310_IMAGE_SSP2_RCP19_2030_electricity': 0....\n", " \n", " \n", " 25\n", - " 2036-10-01\n", + " 2036-12-01\n", " market group for electricity, low voltage\n", - " 2024-10-01\n", + " 2024-12-01\n", " driving an electric vehicle\n", " 1875.0\n", " {'ei310_IMAGE_SSP2_RCP19_2030_electricity': 0....\n", " \n", " \n", " 26\n", - " 2037-10-01\n", + " 2037-12-01\n", " market group for electricity, low voltage\n", - " 2024-10-01\n", + " 2024-12-01\n", " driving an electric vehicle\n", " 1875.0\n", " {'ei310_IMAGE_SSP2_RCP19_2030_electricity': 0....\n", " \n", " \n", " 27\n", - " 2038-10-01\n", + " 2038-12-01\n", " market group for electricity, low voltage\n", - " 2024-10-01\n", + " 2024-12-01\n", " driving an electric vehicle\n", " 1875.0\n", " {'ei310_IMAGE_SSP2_RCP19_2030_electricity': 0....\n", " \n", " \n", " 28\n", - " 2039-10-01\n", + " 2039-12-01\n", " market group for electricity, low voltage\n", - " 2024-10-01\n", + " 2024-12-01\n", " driving an electric vehicle\n", " 1875.0\n", " {'ei310_IMAGE_SSP2_RCP19_2030_electricity': 0....\n", " \n", " \n", " 29\n", - " 2040-10-01\n", + " 2040-12-01\n", " used electric vehicle\n", - " 2024-10-01\n", + " 2024-12-01\n", " driving an electric vehicle\n", " -1.0\n", " None\n", " \n", " \n", " 30\n", - " 2041-01-01\n", + " 2041-03-01\n", " market for used Li-ion battery\n", - " 2040-10-01\n", + " 2040-12-01\n", " used electric vehicle\n", " -280.0\n", " {'ei310_IMAGE_SSP2_RCP19_2040_electricity': 1}\n", " \n", " \n", " 31\n", - " 2041-01-01\n", + " 2041-03-01\n", " treatment of used powertrain for electric pass...\n", - " 2040-10-01\n", + " 2040-12-01\n", " used electric vehicle\n", " -80.0\n", " {'ei310_IMAGE_SSP2_RCP19_2040_electricity': 1}\n", " \n", " \n", " 32\n", - " 2041-01-01\n", + " 2041-03-01\n", " treatment of used glider, passenger car, shred...\n", - " 2040-10-01\n", + " 2040-12-01\n", " used electric vehicle\n", " -840.0\n", " {'ei310_IMAGE_SSP2_RCP19_2040_electricity': 1}\n", @@ -1048,74 +1057,74 @@ ], "text/plain": [ " date_producer producer_name \\\n", - "0 2022-07-01 glider production, passenger car, without EOL \n", - "1 2022-08-01 glider production, passenger car, without EOL \n", - "2 2023-07-01 glider production, passenger car, without EOL \n", - "3 2023-07-01 powertrain production, for electric passenger ... \n", - "4 2023-07-01 battery production, Li-ion, LiMn2O4, rechargea... \n", - "5 2023-08-01 glider production, passenger car, without EOL \n", - "6 2023-08-01 powertrain production, for electric passenger ... \n", - "7 2023-08-01 battery production, Li-ion, LiMn2O4, rechargea... \n", - "8 2024-07-01 glider production, passenger car, without EOL \n", - "9 2024-07-01 production of an electric vehicle \n", - "10 2024-08-01 glider production, passenger car, without EOL \n", - "11 2024-08-01 production of an electric vehicle \n", - "12 2024-10-01 market group for electricity, low voltage \n", - "13 2024-10-01 driving an electric vehicle \n", - "14 2025-10-01 market group for electricity, low voltage \n", - "15 2026-10-01 market group for electricity, low voltage \n", - "16 2027-10-01 market group for electricity, low voltage \n", - "17 2028-10-01 market group for electricity, low voltage \n", - "18 2029-10-01 market group for electricity, low voltage \n", - "19 2030-10-01 market group for electricity, low voltage \n", - "20 2031-10-01 market group for electricity, low voltage \n", - "21 2032-10-01 market group for electricity, low voltage \n", - "22 2033-10-01 market group for electricity, low voltage \n", - "23 2034-10-01 market group for electricity, low voltage \n", - "24 2035-10-01 market group for electricity, low voltage \n", - "25 2036-10-01 market group for electricity, low voltage \n", - "26 2037-10-01 market group for electricity, low voltage \n", - "27 2038-10-01 market group for electricity, low voltage \n", - "28 2039-10-01 market group for electricity, low voltage \n", - "29 2040-10-01 used electric vehicle \n", - "30 2041-01-01 market for used Li-ion battery \n", - "31 2041-01-01 treatment of used powertrain for electric pass... \n", - "32 2041-01-01 treatment of used glider, passenger car, shred... \n", + "0 2022-09-01 glider production, passenger car, without EOL \n", + "1 2022-10-01 glider production, passenger car, without EOL \n", + "2 2023-09-01 glider production, passenger car, without EOL \n", + "3 2023-09-01 powertrain production, for electric passenger ... \n", + "4 2023-09-01 battery production, Li-ion, LiMn2O4, rechargea... \n", + "5 2023-10-01 glider production, passenger car, without EOL \n", + "6 2023-10-01 powertrain production, for electric passenger ... \n", + "7 2023-10-01 battery production, Li-ion, LiMn2O4, rechargea... \n", + "8 2024-09-01 glider production, passenger car, without EOL \n", + "9 2024-09-01 production of an electric vehicle \n", + "10 2024-10-01 glider production, passenger car, without EOL \n", + "11 2024-10-01 production of an electric vehicle \n", + "12 2024-12-01 market group for electricity, low voltage \n", + "13 2024-12-01 driving an electric vehicle \n", + "14 2025-12-01 market group for electricity, low voltage \n", + "15 2026-12-01 market group for electricity, low voltage \n", + "16 2027-12-01 market group for electricity, low voltage \n", + "17 2028-12-01 market group for electricity, low voltage \n", + "18 2029-12-01 market group for electricity, low voltage \n", + "19 2030-12-01 market group for electricity, low voltage \n", + "20 2031-12-01 market group for electricity, low voltage \n", + "21 2032-12-01 market group for electricity, low voltage \n", + "22 2033-12-01 market group for electricity, low voltage \n", + "23 2034-12-01 market group for electricity, low voltage \n", + "24 2035-12-01 market group for electricity, low voltage \n", + "25 2036-12-01 market group for electricity, low voltage \n", + "26 2037-12-01 market group for electricity, low voltage \n", + "27 2038-12-01 market group for electricity, low voltage \n", + "28 2039-12-01 market group for electricity, low voltage \n", + "29 2040-12-01 used electric vehicle \n", + "30 2041-03-01 market for used Li-ion battery \n", + "31 2041-03-01 treatment of used powertrain for electric pass... \n", + "32 2041-03-01 treatment of used glider, passenger car, shred... \n", "\n", " date_consumer consumer_name amount \\\n", - "0 2024-07-01 production of an electric vehicle 588.0 \n", - "1 2024-08-01 production of an electric vehicle 588.0 \n", - "2 2024-07-01 production of an electric vehicle 84.0 \n", - "3 2024-07-01 production of an electric vehicle 80.0 \n", - "4 2024-07-01 production of an electric vehicle 280.0 \n", - "5 2024-08-01 production of an electric vehicle 84.0 \n", - "6 2024-08-01 production of an electric vehicle 80.0 \n", - "7 2024-08-01 production of an electric vehicle 280.0 \n", - "8 2024-07-01 production of an electric vehicle 168.0 \n", - "9 2024-10-01 driving an electric vehicle 0.2 \n", - "10 2024-08-01 production of an electric vehicle 168.0 \n", - "11 2024-10-01 driving an electric vehicle 0.8 \n", - "12 2024-10-01 driving an electric vehicle 1875.0 \n", - "13 2024-10-01 -1 1.0 \n", - "14 2024-10-01 driving an electric vehicle 1875.0 \n", - "15 2024-10-01 driving an electric vehicle 1875.0 \n", - "16 2024-10-01 driving an electric vehicle 1875.0 \n", - "17 2024-10-01 driving an electric vehicle 1875.0 \n", - "18 2024-10-01 driving an electric vehicle 1875.0 \n", - "19 2024-10-01 driving an electric vehicle 1875.0 \n", - "20 2024-10-01 driving an electric vehicle 1875.0 \n", - "21 2024-10-01 driving an electric vehicle 1875.0 \n", - "22 2024-10-01 driving an electric vehicle 1875.0 \n", - "23 2024-10-01 driving an electric vehicle 1875.0 \n", - "24 2024-10-01 driving an electric vehicle 1875.0 \n", - "25 2024-10-01 driving an electric vehicle 1875.0 \n", - "26 2024-10-01 driving an electric vehicle 1875.0 \n", - "27 2024-10-01 driving an electric vehicle 1875.0 \n", - "28 2024-10-01 driving an electric vehicle 1875.0 \n", - "29 2024-10-01 driving an electric vehicle -1.0 \n", - "30 2040-10-01 used electric vehicle -280.0 \n", - "31 2040-10-01 used electric vehicle -80.0 \n", - "32 2040-10-01 used electric vehicle -840.0 \n", + "0 2024-09-01 production of an electric vehicle 588.0 \n", + "1 2024-10-01 production of an electric vehicle 588.0 \n", + "2 2024-09-01 production of an electric vehicle 84.0 \n", + "3 2024-09-01 production of an electric vehicle 80.0 \n", + "4 2024-09-01 production of an electric vehicle 280.0 \n", + "5 2024-10-01 production of an electric vehicle 84.0 \n", + "6 2024-10-01 production of an electric vehicle 80.0 \n", + "7 2024-10-01 production of an electric vehicle 280.0 \n", + "8 2024-09-01 production of an electric vehicle 168.0 \n", + "9 2024-12-01 driving an electric vehicle 0.2 \n", + "10 2024-10-01 production of an electric vehicle 168.0 \n", + "11 2024-12-01 driving an electric vehicle 0.8 \n", + "12 2024-12-01 driving an electric vehicle 1875.0 \n", + "13 2024-12-01 -1 1.0 \n", + "14 2024-12-01 driving an electric vehicle 1875.0 \n", + "15 2024-12-01 driving an electric vehicle 1875.0 \n", + "16 2024-12-01 driving an electric vehicle 1875.0 \n", + "17 2024-12-01 driving an electric vehicle 1875.0 \n", + "18 2024-12-01 driving an electric vehicle 1875.0 \n", + "19 2024-12-01 driving an electric vehicle 1875.0 \n", + "20 2024-12-01 driving an electric vehicle 1875.0 \n", + "21 2024-12-01 driving an electric vehicle 1875.0 \n", + "22 2024-12-01 driving an electric vehicle 1875.0 \n", + "23 2024-12-01 driving an electric vehicle 1875.0 \n", + "24 2024-12-01 driving an electric vehicle 1875.0 \n", + "25 2024-12-01 driving an electric vehicle 1875.0 \n", + "26 2024-12-01 driving an electric vehicle 1875.0 \n", + "27 2024-12-01 driving an electric vehicle 1875.0 \n", + "28 2024-12-01 driving an electric vehicle 1875.0 \n", + "29 2024-12-01 driving an electric vehicle -1.0 \n", + "30 2040-12-01 used electric vehicle -280.0 \n", + "31 2040-12-01 used electric vehicle -80.0 \n", + "32 2040-12-01 used electric vehicle -840.0 \n", "\n", " interpolation_weights \n", "0 {'ei310_IMAGE_SSP2_RCP19_2020_electricity': 0.... \n", @@ -1153,7 +1162,7 @@ "32 {'ei310_IMAGE_SSP2_RCP19_2040_electricity': 1} " ] }, - "execution_count": 19, + "execution_count": 20, "metadata": {}, "output_type": "execute_result" } @@ -1179,100 +1188,39 @@ }, { "cell_type": "code", - "execution_count": 20, - "metadata": {}, - "outputs": [], - "source": [ - "tlca.lci()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Taking a look at the `dynamic_inventory` that was now created, we can see that it has more rows (emissions) than our usual biosphere3 flows. Instead of one row for each emission in the biosphere database we now get one row for each emission at each point in time." - ] - }, - { - "cell_type": "code", - "execution_count": 22, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "<61709x80718 sparse matrix of type ''\n", - "\twith 65916 stored elements in Compressed Sparse Row format>" - ] - }, - "execution_count": 22, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "tlca.dynamic_inventory" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The standard, non-dynamic inventory has far less rows because the temporal resolution is missing. Looking at the timeline again, we see that we have processes at 23 different points in time (only counting the ones that actually directly produce emissions), which exactly matches the ratio of the dimensions of our two inventories:" - ] - }, - { - "cell_type": "code", - "execution_count": 24, + "execution_count": 21, "metadata": {}, "outputs": [ { - "data": { - "text/plain": [ - "(2683, 80685)" - ] - }, - "execution_count": 24, - "metadata": {}, - "output_type": "execute_result" + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/timodiepers/anaconda3/envs/timex_nov22/lib/python3.11/site-packages/bw2calc/lca_base.py:127: SparseEfficiencyWarning: splu converted its input to CSC format\n", + " self.solver = factorized(self.technosphere_matrix)\n", + "/Users/timodiepers/anaconda3/envs/timex_nov22/lib/python3.11/site-packages/scikits/umfpack/umfpack.py:736: UmfpackWarning: (almost) singular matrix! (estimated cond. number: 5.78e+12)\n", + " warnings.warn(msg, UmfpackWarning)\n", + "/Users/timodiepers/anaconda3/envs/timex_nov22/lib/python3.11/site-packages/scikits/umfpack/umfpack.py:736: UmfpackWarning: (almost) singular matrix! (estimated cond. number: 5.78e+12)\n", + " warnings.warn(msg, UmfpackWarning)\n" + ] } ], "source": [ - "tlca.base_lca.inventory.shape # (#rows, #cols)" + "tlca.lci()" ] }, { "cell_type": "code", - "execution_count": 42, + "execution_count": 22, "metadata": {}, "outputs": [ { - "data": { - "text/plain": [ - "23.0" - ] - }, - "execution_count": 42, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "tlca.dynamic_inventory.shape[0]/tlca.base_lca.inventory.shape[0]" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "While under the hood, the dynamic inventory is calculated as a sparse matrix, there is also a more human-friendly version as a pandas DataFrame:" - ] - }, - { - "cell_type": "code", - "execution_count": 43, - "metadata": {}, - "outputs": [ + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/timodiepers/anaconda3/envs/timex/lib/python3.10/site-packages/dynamic_characterization/dynamic_characterization.py:80: UserWarning: No custom dynamic characterization functions provided. Using default dynamic characterization functions from `dynamic_characterization` meant to work with biosphere3 flows. The flows that are characterized are based on the selection of the initially chosen impact category. You can look up the mapping in the bw_timex.dynamic_characterizer.characterization_functions.\n", + " warnings.warn(\n" + ] + }, { "data": { "text/html": [ @@ -1302,39 +1250,39 @@ " \n", " \n", " \n", - " 876\n", - " 2022-05-01\n", - " 3.281494e+04\n", - " 1584\n", - " 108727\n", + " 0\n", + " 2024-01-01 05:49:12\n", + " -2.669138e-17\n", + " 3269\n", + " 108890\n", " \n", " \n", - " 824\n", - " 2022-05-01\n", - " 8.636928e+03\n", - " 1472\n", - " 108727\n", + " 1\n", + " 2024-01-01 05:49:12\n", + " -6.673071e-18\n", + " 3269\n", + " 108889\n", " \n", " \n", - " 1576\n", - " 2022-05-01\n", - " 4.231631e+03\n", - " 3193\n", - " 108727\n", + " 2\n", + " 2024-01-01 05:49:12\n", + " -2.273923e-18\n", + " 3211\n", + " 108890\n", " \n", " \n", - " 578\n", - " 2022-05-01\n", - " 4.201366e+03\n", - " 842\n", - " 108727\n", + " 3\n", + " 2024-01-01 05:49:12\n", + " -5.682663e-19\n", + " 3211\n", + " 108889\n", " \n", " \n", - " 875\n", - " 2022-05-01\n", - " 9.198843e+02\n", - " 1583\n", - " 108727\n", + " 4\n", + " 2024-01-01 05:49:12\n", + " 2.799819e-41\n", + " 1152\n", + " 108889\n", " \n", " \n", " ...\n", @@ -1344,169 +1292,368 @@ " ...\n", " \n", " \n", - " 62048\n", - " 2040-11-01\n", - " -4.535713e-08\n", - " 1819\n", - " 108757\n", + " 146564\n", + " 2124-01-02 03:03:36\n", + " 5.088448e-15\n", + " 1034\n", + " 108919\n", " \n", " \n", - " 62282\n", - " 2040-11-01\n", - " -1.478520e-07\n", - " 1922\n", - " 108757\n", + " 146565\n", + " 2124-01-02 03:03:36\n", + " 1.922846e-14\n", + " 107\n", + " 108919\n", " \n", " \n", - " 64549\n", - " 2040-11-01\n", - " -3.534886e-02\n", - " 3721\n", - " 108758\n", + " 146566\n", + " 2124-01-02 03:03:36\n", + " 2.621869e-14\n", + " 1031\n", + " 108921\n", " \n", " \n", - " 61017\n", - " 2040-11-01\n", - " -4.156468e-01\n", - " 1030\n", - " 108759\n", + " 146567\n", + " 2124-01-02 03:03:36\n", + " 3.917365e-14\n", + " 1031\n", + " 108919\n", " \n", " \n", - " 61019\n", - " 2040-11-01\n", - " -3.893688e+00\n", - " 1030\n", - " 108757\n", + " 146568\n", + " 2124-01-02 03:03:36\n", + " 2.895137e-13\n", + " 107\n", + " 108921\n", " \n", " \n", "\n", - "

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" + ], "text/plain": [ - "20858.470012031627" + " date amount flow activity\n", + "0 2024-01-01 05:49:12 -2.669138e-17 3269 108890\n", + "1 2024-01-01 05:49:12 -6.673071e-18 3269 108889\n", + "2 2024-01-01 05:49:12 -2.273923e-18 3211 108890\n", + "3 2024-01-01 05:49:12 -5.682663e-19 3211 108889\n", + "4 2024-01-01 05:49:12 2.799819e-41 1152 108889\n", + "... ... ... ... ...\n", + "146564 2124-01-02 03:03:36 5.088448e-15 1034 108919\n", + "146565 2124-01-02 03:03:36 1.922846e-14 107 108919\n", + "146566 2124-01-02 03:03:36 2.621869e-14 1031 108921\n", + "146567 2124-01-02 03:03:36 3.917365e-14 1031 108919\n", + "146568 2124-01-02 03:03:36 2.895137e-13 107 108921\n", + "\n", + "[146569 rows x 4 columns]" ] }, - "execution_count": 45, + "execution_count": 24, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "tlca.base_lca.score" + "tlca.characterized_inventory" ] }, { - "cell_type": "markdown", + "cell_type": "code", + "execution_count": 25, "metadata": {}, + "outputs": [], "source": [ - "## Dynamic Characterization\n", - "In addition to the standard static characterization, the time-explicit, dynamic inventory generated by a `TimexLCA` allows for dynamic characterization. Users can provide their own dynamic characterization functions and link them to corresponding biosphere flows (see example on [dynamic characterization](https://github.com/TimoDiepers/timex/blob/main/notebooks/example_simple_dynamic_characterization.ipynb)). \n", + "from functools import partial\n", + "import pandas as pd\n", + "from bw_timex.utils import round_datetime, resolve_temporalized_node_name\n", + "def create_plot_df(lca):\n", + " # Cache activity names\n", + " activity_name_cache = {\n", + " activity: resolve_temporalized_node_name(\n", + " lca.activity_time_mapping_dict_reversed[activity][0][1]\n", + " )\n", + " for activity in lca.characterized_inventory[\"activity\"].unique()\n", + " }\n", "\n", - "Alternatively, you can use the functions from our separate (but fully compatible) package [dynamic_characterization](https://dynamic-characterization.readthedocs.io/en/latest/). We provide two different metrics for dynamic LCIA of Climate Change: Radiative forcing [W/m2] and Global Warming Potential (GWP) [kg CO2-eq]. For both of these metrics, we have parameterized dynamic characterization functions for all GHG's that [IPCC AR6](https://www.ipcc.ch/report/ar6/wg1/chapter/chapter-7/) provides data for.\n", + " # Prepare life cycle stage mapping\n", + " life_cycle_stage_mapping = {\n", + " \"battery production, Li-ion, LiMn2O4, rechargeable, prismatic, without EOL\": \"Production\",\n", + " \"glider production, passenger car, without EOL\": \"Production\",\n", + " \"market for used Li-ion battery\": \"EOL\",\n", + " \"market group for electricity, low voltage\": \"Use\",\n", + " \"powertrain production, for electric passenger car, without EOL\": \"Production\",\n", + " \"treatment of used glider, passenger car, shredding\": \"EOL\",\n", + " \"treatment of used powertrain for electric passenger car, manual dismantling\": \"EOL\",\n", + " }\n", "\n", - "For the dynamic characterization, users can also choose the length of the considered time horizon (`time_horizon`) and whether it is a fixed time horizon (`fixed_time_horizon`). Fixed means that the time horizon for all emissions (no matter when they occur) starts counting at the time of the functional unit, resulting in shorter time horizons for emissions occuring later. If the time horizon is not fixed (this is what conventional impact assessment factors assume), it starts counting from the timing of the emission.\n" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Radiative forcing\n" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Let's characterize our dynamic inventory, regarding radiative forcing with a fixed time horizon and the default time horizon length of 100 years:" + " # Process data\n", + " plot_data = (\n", + " lca.characterized_inventory\n", + " .assign(activity_label=lambda df: df[\"activity\"].map(activity_name_cache))\n", + " .groupby([\"date\", \"activity_label\"], as_index=False)\n", + " .sum()\n", + " )\n", + "\n", + "\n", + " plot_data[\"date\"] = plot_data[\"date\"].apply(partial(round_datetime, resolution=\"year\"))\n", + " plot_data[\"life_cycle_stage\"] = plot_data[\"activity_label\"].map(life_cycle_stage_mapping)\n", + "\n", + " # Aggregate and pivot\n", + " final_data = (\n", + " plot_data.groupby([\"date\", \"life_cycle_stage\"], as_index=False)[\"amount\"]\n", + " # plot_data.groupby([\"date\", \"activity_label\"], as_index=False)[\"amount\"]\n", + " .sum()\n", + " .pivot(index=\"date\", columns=\"life_cycle_stage\", values=\"amount\")\n", + " # .pivot(index=\"date\", columns=\"activity_label\", values=\"amount\")\n", + " .reindex(columns=[\"Production\", \"Use\", \"EOL\"])\n", + " )\n", + "\n", + " # final_data[\"Sum\"] = final_data.sum(axis=1)\n", + " \n", + " return final_data / 1e-11\n" ] }, { "cell_type": "code", - "execution_count": 186, + "execution_count": 27, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ - "/Users/timodiepers/anaconda3/envs/timex/lib/python3.10/site-packages/dynamic_characterization/dynamic_characterization.py:80: UserWarning: No custom dynamic characterization functions provided. Using default dynamic characterization functions from `dynamic_characterization` meant to work with biosphere3 flows. The flows that are characterized are based on the selection of the initially chosen impact category. You can look up the mapping in the bw_timex.dynamic_characterizer.characterization_functions.\n", + "/Users/timodiepers/anaconda3/envs/timex_nov22/lib/python3.11/site-packages/scikits/umfpack/umfpack.py:736: UmfpackWarning: (almost) singular matrix! (estimated cond. number: 3.13e+13)\n", + " warnings.warn(msg, UmfpackWarning)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Starting graph traversal\n", + "Calculation count: 9\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/timodiepers/Documents/Coding/bw_timex/bw_timex/timeline_builder.py:537: Warning: Reference date 2022-09-01 00:00:00 is higher than all provided dates. Data will be taken from the closest lower year.\n", + " warnings.warn(\n", + "/Users/timodiepers/Documents/Coding/bw_timex/bw_timex/timeline_builder.py:537: Warning: Reference date 2022-10-01 00:00:00 is higher than all provided dates. Data will be taken from the closest lower year.\n", + " warnings.warn(\n", + "/Users/timodiepers/Documents/Coding/bw_timex/bw_timex/timeline_builder.py:537: Warning: Reference date 2023-09-01 00:00:00 is higher than all provided dates. Data will be taken from the closest lower year.\n", + " warnings.warn(\n", + "/Users/timodiepers/Documents/Coding/bw_timex/bw_timex/timeline_builder.py:537: Warning: Reference date 2023-10-01 00:00:00 is higher than all provided dates. Data will be taken from the closest lower year.\n", + " warnings.warn(\n", + "/Users/timodiepers/Documents/Coding/bw_timex/bw_timex/timeline_builder.py:537: Warning: Reference date 2024-09-01 00:00:00 is higher than all provided dates. Data will be taken from the closest lower year.\n", + " warnings.warn(\n", + "/Users/timodiepers/Documents/Coding/bw_timex/bw_timex/timeline_builder.py:537: Warning: Reference date 2024-10-01 00:00:00 is higher than all provided dates. Data will be taken from the closest lower year.\n", + " warnings.warn(\n", + "/Users/timodiepers/Documents/Coding/bw_timex/bw_timex/timeline_builder.py:537: Warning: Reference date 2024-12-01 00:00:00 is higher than all provided dates. Data will be taken from the closest lower year.\n", + " warnings.warn(\n", + "/Users/timodiepers/Documents/Coding/bw_timex/bw_timex/timeline_builder.py:537: Warning: Reference date 2025-12-01 00:00:00 is higher than all provided dates. Data will be taken from the closest lower year.\n", + " warnings.warn(\n", + "/Users/timodiepers/Documents/Coding/bw_timex/bw_timex/timeline_builder.py:537: Warning: Reference date 2026-12-01 00:00:00 is higher than all provided dates. Data will be taken from the closest lower year.\n", + " warnings.warn(\n", + "/Users/timodiepers/Documents/Coding/bw_timex/bw_timex/timeline_builder.py:537: Warning: Reference date 2027-12-01 00:00:00 is higher than all provided dates. Data will be taken from the closest lower year.\n", + " warnings.warn(\n", + "/Users/timodiepers/Documents/Coding/bw_timex/bw_timex/timeline_builder.py:537: Warning: Reference date 2028-12-01 00:00:00 is higher than all provided dates. Data will be taken from the closest lower year.\n", + " warnings.warn(\n", + "/Users/timodiepers/Documents/Coding/bw_timex/bw_timex/timeline_builder.py:537: Warning: Reference date 2029-12-01 00:00:00 is higher than all provided dates. Data will be taken from the closest lower year.\n", + " warnings.warn(\n", + "/Users/timodiepers/Documents/Coding/bw_timex/bw_timex/timeline_builder.py:537: Warning: Reference date 2030-12-01 00:00:00 is higher than all provided dates. Data will be taken from the closest lower year.\n", + " warnings.warn(\n", + "/Users/timodiepers/Documents/Coding/bw_timex/bw_timex/timeline_builder.py:537: Warning: Reference date 2031-12-01 00:00:00 is higher than all provided dates. Data will be taken from the closest lower year.\n", + " warnings.warn(\n", + "/Users/timodiepers/Documents/Coding/bw_timex/bw_timex/timeline_builder.py:537: Warning: Reference date 2032-12-01 00:00:00 is higher than all provided dates. Data will be taken from the closest lower year.\n", + " warnings.warn(\n", + "/Users/timodiepers/Documents/Coding/bw_timex/bw_timex/timeline_builder.py:537: Warning: Reference date 2033-12-01 00:00:00 is higher than all provided dates. Data will be taken from the closest lower year.\n", + " warnings.warn(\n", + "/Users/timodiepers/Documents/Coding/bw_timex/bw_timex/timeline_builder.py:537: Warning: Reference date 2034-12-01 00:00:00 is higher than all provided dates. Data will be taken from the closest lower year.\n", + " warnings.warn(\n", + "/Users/timodiepers/Documents/Coding/bw_timex/bw_timex/timeline_builder.py:537: Warning: Reference date 2035-12-01 00:00:00 is higher than all provided dates. Data will be taken from the closest lower year.\n", + " warnings.warn(\n", + "/Users/timodiepers/Documents/Coding/bw_timex/bw_timex/timeline_builder.py:537: Warning: Reference date 2036-12-01 00:00:00 is higher than all provided dates. Data will be taken from the closest lower year.\n", + " warnings.warn(\n", + "/Users/timodiepers/Documents/Coding/bw_timex/bw_timex/timeline_builder.py:537: Warning: Reference date 2037-12-01 00:00:00 is higher than all provided dates. Data will be taken from the closest lower year.\n", + " warnings.warn(\n", + "/Users/timodiepers/Documents/Coding/bw_timex/bw_timex/timeline_builder.py:537: Warning: Reference date 2038-12-01 00:00:00 is higher than all provided dates. Data will be taken from the closest lower year.\n", + " warnings.warn(\n", + "/Users/timodiepers/Documents/Coding/bw_timex/bw_timex/timeline_builder.py:537: Warning: Reference date 2039-12-01 00:00:00 is higher than all provided dates. Data will be taken from the closest lower year.\n", + " warnings.warn(\n", + "/Users/timodiepers/Documents/Coding/bw_timex/bw_timex/timeline_builder.py:537: Warning: Reference date 2040-12-01 00:00:00 is higher than all provided dates. Data will be taken from the closest lower year.\n", + " warnings.warn(\n", + "/Users/timodiepers/Documents/Coding/bw_timex/bw_timex/timeline_builder.py:537: Warning: Reference date 2041-03-01 00:00:00 is higher than all provided dates. Data will be taken from the closest lower year.\n", + " warnings.warn(\n", + "/Users/timodiepers/anaconda3/envs/timex_nov22/lib/python3.11/site-packages/bw2calc/lca_base.py:127: SparseEfficiencyWarning: splu converted its input to CSC format\n", + " self.solver = factorized(self.technosphere_matrix)\n", + "/Users/timodiepers/anaconda3/envs/timex_nov22/lib/python3.11/site-packages/scikits/umfpack/umfpack.py:736: UmfpackWarning: (almost) singular matrix! (estimated cond. number: 1.86e+12)\n", + " warnings.warn(msg, UmfpackWarning)\n", + "/Users/timodiepers/anaconda3/envs/timex_nov22/lib/python3.11/site-packages/scikits/umfpack/umfpack.py:736: UmfpackWarning: (almost) singular matrix! (estimated cond. number: 1.86e+12)\n", + " warnings.warn(msg, UmfpackWarning)\n", + "/Users/timodiepers/anaconda3/envs/timex_nov22/lib/python3.11/site-packages/dynamic_characterization/dynamic_characterization.py:81: UserWarning: No custom dynamic characterization functions provided. Using default dynamic characterization functions. The flows that are characterized are based on the selection of the initially chosen impact category. You can look up the mapping in the bw_timex.dynamic_characterizer.characterization_function_dict.\n", " warnings.warn(\n" ] }, @@ -1540,38 +1687,38 @@ " \n", " \n", " 0\n", - " 2023-05-01 05:49:12\n", - " 5.049646e-13\n", - " 1031\n", - " 108703\n", + " 2024-01-01 05:49:12\n", + " -2.672257e-17\n", + " 3269\n", + " 108890\n", " \n", " \n", " 1\n", - " 2023-05-01 05:49:12\n", - " 2.470251e-18\n", - " 3792\n", - " 108703\n", + " 2024-01-01 05:49:12\n", + " -6.680643e-18\n", + " 3269\n", + " 108889\n", " \n", " \n", " 2\n", - " 2023-05-01 05:49:12\n", - " 6.890517e-19\n", - " 4217\n", - " 108703\n", + " 2024-01-01 05:49:12\n", + " -2.244433e-18\n", + " 3211\n", + " 108890\n", " \n", " \n", " 3\n", - " 2023-05-01 05:49:12\n", - " 3.461317e-18\n", - " 1366\n", - " 108703\n", + " 2024-01-01 05:49:12\n", + " -5.611083e-19\n", + " 3211\n", + " 108889\n", " \n", " \n", " 4\n", - " 2023-05-01 05:49:12\n", - " 1.463020e-18\n", - " 1374\n", - " 108703\n", + " 2024-01-01 05:49:12\n", + " 2.799755e-41\n", + " 1152\n", + " 108889\n", " \n", " \n", " ...\n", @@ -1581,115 +1728,121 @@ " ...\n", " \n", " \n", - " 146565\n", - " 2123-11-02 03:03:36\n", - " 2.669520e-16\n", + " 154149\n", + " 2140-01-02 00:10:48\n", + " 1.727540e-14\n", " 1034\n", - " 108734\n", + " 108919\n", " \n", " \n", - " 146566\n", - " 2123-11-02 03:03:36\n", - " 1.487574e-21\n", - " 1369\n", - " 108733\n", + " 154150\n", + " 2140-01-02 00:10:48\n", + " 2.581032e-14\n", + " 107\n", + " 108919\n", " \n", " \n", - " 146567\n", - " 2123-11-02 03:03:36\n", - " 2.640643e-21\n", - " 226\n", - " 108733\n", + " 154151\n", + " 2140-01-02 00:10:48\n", + " 4.551497e-14\n", + " 1031\n", + " 108921\n", " \n", " \n", - " 146568\n", - " 2123-11-02 03:03:36\n", - " 7.511111e-17\n", - " 1390\n", - " 108733\n", + " 154152\n", + " 2140-01-02 00:10:48\n", + " 1.596721e-13\n", + " 1031\n", + " 108919\n", " \n", " \n", - " 146569\n", - " 2123-11-02 03:03:36\n", - " 3.126878e-48\n", - " 1152\n", - " 108734\n", + " 154153\n", + " 2140-01-02 00:10:48\n", + " 2.789117e-13\n", + " 107\n", + " 108921\n", " \n", " \n", "\n", - "

146570 rows × 4 columns

\n", + "

154154 rows × 4 columns

\n", "" ], "text/plain": [ " date amount flow activity\n", - "0 2023-05-01 05:49:12 5.049646e-13 1031 108703\n", - "1 2023-05-01 05:49:12 2.470251e-18 3792 108703\n", - "2 2023-05-01 05:49:12 6.890517e-19 4217 108703\n", - "3 2023-05-01 05:49:12 3.461317e-18 1366 108703\n", - "4 2023-05-01 05:49:12 1.463020e-18 1374 108703\n", + "0 2024-01-01 05:49:12 -2.672257e-17 3269 108890\n", + "1 2024-01-01 05:49:12 -6.680643e-18 3269 108889\n", + "2 2024-01-01 05:49:12 -2.244433e-18 3211 108890\n", + "3 2024-01-01 05:49:12 -5.611083e-19 3211 108889\n", + "4 2024-01-01 05:49:12 2.799755e-41 1152 108889\n", "... ... ... ... ...\n", - "146565 2123-11-02 03:03:36 2.669520e-16 1034 108734\n", - "146566 2123-11-02 03:03:36 1.487574e-21 1369 108733\n", - "146567 2123-11-02 03:03:36 2.640643e-21 226 108733\n", - "146568 2123-11-02 03:03:36 7.511111e-17 1390 108733\n", - "146569 2123-11-02 03:03:36 3.126878e-48 1152 108734\n", + "154149 2140-01-02 00:10:48 1.727540e-14 1034 108919\n", + "154150 2140-01-02 00:10:48 2.581032e-14 107 108919\n", + "154151 2140-01-02 00:10:48 4.551497e-14 1031 108921\n", + "154152 2140-01-02 00:10:48 1.596721e-13 1031 108919\n", + "154153 2140-01-02 00:10:48 2.789117e-13 107 108921\n", "\n", - "[146570 rows x 4 columns]" + "[154154 rows x 4 columns]" ] }, - "execution_count": 186, + "execution_count": 27, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "tlca.dynamic_lcia(metric=\"radiative_forcing\", fixed_time_horizon=True)" + "# normal dynamic lca\n", + "database_date_dict_dlca = {\n", + " db_2020.name: datetime.strptime(\"2020\", \"%Y\"),\n", + " \"foreground\": \"dynamic\", # flag databases that should be temporally distributed with \"dynamic\"\n", + "}\n", + "dlca = TimexLCA({driving: 1}, method, database_date_dict_dlca)\n", + "dlca.build_timeline(temporal_grouping=\"month\")\n", + "dlca.lci()\n", + "dlca.dynamic_lcia(metric=\"radiative_forcing\", fixed_time_horizon=False)" ] }, { - "cell_type": "markdown", + "cell_type": "code", + "execution_count": 28, "metadata": {}, + "outputs": [], "source": [ - "The method call returns a dataframe of all the individual emissions at their respective timesteps (tlca.characterized_inventory), but we can also just look at the overall score:" + "df_tlca = create_plot_df(tlca)\n", + "df_dlca = create_plot_df(dlca)" ] }, { "cell_type": "code", - "execution_count": 189, + "execution_count": 29, "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "1.0214828094580987e-09" - ] - }, - "execution_count": 189, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ - "tlca.dynamic_score #W/m2 (radiative forcing)" + "import pandas as pd\n", + "df_tlca = pd.concat([pd.DataFrame({col: [0] for col in df_tlca.columns}, index=[datetime.strptime(\"20231231\", \"%Y%m%d\")]), df_tlca])\n", + "df_dlca = pd.concat([pd.DataFrame({col: [0] for col in df_dlca.columns}, index=[datetime.strptime(\"20231231\", \"%Y%m%d\")]), df_dlca])" ] }, { - "cell_type": "markdown", + "cell_type": "code", + "execution_count": 30, "metadata": {}, + "outputs": [], "source": [ - "To visualize the results, we provide a simple plotting functions:" + "import matplotlib.style\n", + "import matplotlib as mpl\n", + "mpl.style.use('default')" ] }, { "cell_type": "code", - "execution_count": 200, + "execution_count": 31, "metadata": {}, "outputs": [ { "data": { - "image/png": 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", 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", 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" ] }, "metadata": {}, @@ -1697,35 +1850,142 @@ } ], "source": [ - "tlca.plot_dynamic_characterized_inventory() " + "import matplotlib.pyplot as plt\n", + "import matplotlib.colors as mcolors\n", + "import matplotlib.dates as mdates\n", + "from matplotlib.ticker import NullLocator\n", + "\n", + "import pandas as pd\n", + "from datetime import datetime\n", + "\n", + "fig, axes = plt.subplots(2, 2, figsize=(12, 6), sharex=True, sharey=True)\n", + "colors = ['#00549F', '#F6A800', '#57AB27', '#AAAAAA']\n", + "labels = ['Production', 'Use', 'EOL']\n", + "\n", + "# Calculate global ylim\n", + "all_data = pd.concat([df_tlca.fillna(0), df_dlca.fillna(0)])\n", + "global_ylim = (0, 3.15)\n", + "\n", + "# Plot data\n", + "df_tlca.fillna(0).plot(\n", + " ax=axes[0, 0],\n", + " linewidth=2,\n", + " xlim=(datetime(2018, 1, 1), datetime(2102, 1, 1)),\n", + " ylim=global_ylim,\n", + " color=colors,\n", + " legend=False, # Suppress individual legends\n", + ")\n", + "df_dlca.fillna(0).plot(\n", + " ax=axes[0, 1],\n", + " linewidth=2,\n", + " xlim=(datetime(2018, 1, 1), datetime(2102, 1, 1)),\n", + " ylim=global_ylim,\n", + " color=colors,\n", + " legend=False,\n", + ")\n", + "\n", + "# df_tlca.fillna(0).plot.area(\n", + "# ax=axes[1, 0],\n", + "# stacked=True,\n", + "# linewidth=0,\n", + "# xlim=(datetime(2018, 1, 1), datetime(2100, 1, 1)),\n", + "# ylim=global_ylim,\n", + "# color=colors,\n", + "# legend=False,\n", + "# )\n", + "axes[1, 0].stackplot(\n", + " df_tlca.index,\n", + " df_tlca[\"Production\"].fillna(0),\n", + " df_tlca[\"Use\"].fillna(0),\n", + " df_tlca[\"EOL\"].fillna(0),\n", + " labels=labels,\n", + " colors=colors,\n", + " edgecolor=\"white\",\n", + " linewidth=1,\n", + ")\n", + "axes[1, 1].stackplot(\n", + " df_dlca.index,\n", + " df_dlca[\"Production\"].fillna(0),\n", + " df_dlca[\"Use\"].fillna(0),\n", + " df_dlca[\"EOL\"].fillna(0),\n", + " labels=labels,\n", + " colors=colors,\n", + " edgecolor=\"white\",\n", + " linewidth=1,\n", + ")\n", + "# df_dlca.fillna(0).plot.area(\n", + "# ax=axes[1, 1],\n", + "# stacked=True,\n", + "# linewidth=0,\n", + "# xlim=(datetime(2018, 1, 1), datetime(2100, 1, 1)),\n", + "# ylim=global_ylim,\n", + "# color=colors,\n", + "# legend=False,\n", + "# )\n", + "\n", + "fig.text(0.25, 1, \"time-explicit\", ha='center', fontsize=14)\n", + "fig.text(0.75, 1, \"dynamic\", ha='center', fontsize=14)\n", + "\n", + "fig.text(-0.025, 0.7, \"individual\", ha='left', fontsize=14, rotation=90)\n", + "fig.text(-0.025, 0.225, \"cumulative\", ha='left', fontsize=14, rotation=90)\n", + "\n", + "# top left\n", + "# fig.text(0.04, 0.975, \"(a)\", ha='center')\n", + "# fig.text(0.53, 0.975, \"(b)\", ha='center')\n", + "# fig.text(0.04, 0.53, \"(c)\", ha='center')\n", + "# fig.text(0.53, 0.53, \"(d)\", ha='center')\n", + "\n", + "# # top right\n", + "fig.text(0.485, 0.935, \"(a)\", ha='center', fontsize=14, backgroundcolor='white')\n", + "fig.text(0.9625, 0.935, \"(b)\", ha='center', fontsize=14, backgroundcolor='white')\n", + "fig.text(0.485, 0.48, \"(c)\", ha='center', fontsize=14, backgroundcolor='white')\n", + "fig.text(0.9625, 0.48, \"(d)\", ha='center', fontsize=14, backgroundcolor='white')\n", + "\n", + "axes[0, 0].set_ylabel(\"radiative forcing [10$^{-11}$ W m$^{-2}$]\")\n", + "axes[1, 0].set_ylabel(\"radiative forcing [10$^{-11}$ W m$^{-2}$]\")\n", + "\n", + "axes[1, 0].set_xlabel(\"year\")\n", + "axes[1, 1].set_xlabel(\"year\")\n", + "\n", + "# Create a single legend\n", + "handles, labels = axes[1, 1].get_legend_handles_labels()\n", + "fig.legend(\n", + " handles, labels, loc=\"upper center\", ncol=len(labels), bbox_to_anchor=(0.525, 0.04), frameon=False, markerscale=2\n", + ")\n", + "\n", + "major_locator = mdates.YearLocator(10) # Major ticks every 10 years\n", + "minor_locator = mdates.YearLocator(10) # Minor ticks every year\n", + "\n", + "for ax_rows in axes:\n", + " for ax in ax_rows:\n", + " ax.xaxis.set_major_locator(major_locator)\n", + " ax.xaxis.set_minor_locator(NullLocator())\n", + " ax.grid(which='major', linestyle='--', linewidth=0.5, alpha=0.7)\n", + " ax.set_axisbelow(True)\n", + "\n", + "# for label in axes[1, 1].get_xticklabels():\n", + "# label.set_rotation(20) # Rotate the labels\n", + "# label.set_ha('right') # Set horizontal alignment to right\n", + "\n", + "\n", + " \n", + "plt.tight_layout()\n", + "plt.show()\n" ] }, { - "cell_type": "markdown", + "cell_type": "code", + "execution_count": null, "metadata": {}, - "source": [ - "This can be a bit messy, though, because all the individual impacts caused by individual emissions (e.g., CO2, CH4, N2O, ...) appear. Luckily, there is also an option to sum the emissions within each activity:" - ] + "outputs": [], + "source": [] }, { "cell_type": "code", - "execution_count": 201, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "tlca.plot_dynamic_characterized_inventory(sum_emissions_within_activity=True)" - ] + "outputs": [], + "source": [] }, { "cell_type": "markdown", @@ -2130,7 +2390,7 @@ ], "metadata": { "kernelspec": { - "display_name": "Python 3 (ipykernel)", + "display_name": "timex_nov22", "language": "python", "name": "python3" }, @@ -2144,7 +2404,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.10.14" + "version": "3.11.10" } }, "nbformat": 4, diff --git a/notebooks/paper_case_study.ipynb b/notebooks/paper_case_study.ipynb new file mode 100644 index 0000000..893bb9e --- /dev/null +++ b/notebooks/paper_case_study.ipynb @@ -0,0 +1,2023 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Time-explicit LCA of an electric vehicle\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "This notebook contains the code for the example case study of the bw_timex paper. Here, we do a time-explicit LCA of the life cycle of an electric vehicle (EV) and compare the results to the results from static and dynamic LCAs." + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "import bw2data as bd\n", + "\n", + "bd.projects.set_current(\"timex\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Prospective background databases\n", + "\n", + "In this example, we use data from [ecoinvent v3.10](https://ecoinvent.org/), and create a set of prospective databases with [`premise`](https://github.com/polca/premise). We applied projections for the future electricity sectors using the SSP2-RCP19 pathway from the IAM IMAGE. \n", + "In the [premise documentation](https://premise.readthedocs.io/en/latest/) you can find instructions for the creation of prospective background databases. \n" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "db_2020 = bd.Database(\"ei310_IMAGE_SSP2_RCP19_2020_electricity\")\n", + "db_2030 = bd.Database(\"ei310_IMAGE_SSP2_RCP19_2030_electricity\")\n", + "db_2040 = bd.Database(\"ei310_IMAGE_SSP2_RCP19_2040_electricity\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Case study setup" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "In this study, we consider the following production system for our ev. Purple boxes are foreground, cyan boxes are background (i.e., ecoinvent/premise)." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "```{mermaid}\n", + "flowchart LR\n", + " glider_production(glider production):::ei-->ev_production\n", + " powertrain_production(powertrain production):::ei-->ev_production\n", + " battery_production(battery production):::ei-->ev_production\n", + " ev_production(ev production):::fg-->driving\n", + " electricity_generation(electricity generation):::ei-->driving\n", + " driving(driving):::fg-->used_ev\n", + " used_ev(used ev):::fg-->glider_eol(glider eol):::ei\n", + " used_ev-->powertrain_eol(powertrain eol):::ei\n", + " used_ev-->battery_eol(battery eol):::ei\n", + "\n", + " classDef ei color:#222832, fill:#3fb1c5, stroke:none;\n", + " classDef fg color:#222832, fill:#9c5ffd, stroke:none;\n", + "```" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Modeling the production system\n", + "\n", + "For our ev model we make the following assumptions:" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [], + "source": [ + "ELECTRICITY_CONSUMPTION = 0.2 # kWh/km\n", + "MILEAGE = 150_000 # km\n", + "LIFETIME = 15 # years\n", + "\n", + "# Overall mass: 1200 kg\n", + "MASS_GLIDER = 840 # kg\n", + "MASS_POWERTRAIN = 80 # kg\n", + "MASS_BATTERY = 280 # kg" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "First, we create a new foreground database:" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [], + "source": [ + "if \"foreground\" in bd.databases:\n", + " del bd.databases[\"foreground\"] # to make sure we create the foreground from scratch\n", + "foreground = bd.Database(\"foreground\")\n", + "foreground.register()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Now, we create the foreground activities:\n" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [], + "source": [ + "ev_production = foreground.new_node(\"ev_production\", name=\"production of an electric vehicle\", unit=\"unit\")\n", + "ev_production['reference product'] = \"electric vehicle\"\n", + "ev_production.save()\n", + "\n", + "driving = foreground.new_node(\"driving\", name=\"driving an electric vehicle\", unit=\"transport over an ev lifetime\")\n", + "driving['reference product'] = \"transport\"\n", + "driving.save()\n", + "\n", + "used_ev = foreground.new_node(\"used_ev\", name=\"used electric vehicle\", unit=\"unit\")\n", + "used_ev['reference product'] = \"used electric vehicle\"\n", + "used_ev.save()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "We take the actual process data from ecoinvent. However, the ecoinvent processes for the ev part production contain exchanges for the end of life treatment in the production processes already, which we want to separate. We fix this first by creating new activities without the eol processes:" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [], + "source": [ + "for db in [db_2020, db_2030, db_2040]:\n", + " for code in [\"glider_production_without_eol\", \"powertrain_production_without_eol\", \"battery_production_without_eol\"]:\n", + " try:\n", + " act = db.get(code=code)\n", + " act.delete()\n", + " except:\n", + " pass\n", + " \n", + " glider_production = db.get(name=\"glider production, passenger car\")\n", + " glider_production_without_eol = glider_production.copy(code=\"glider_production_without_eol\", database=db.name)\n", + " glider_production_without_eol[\"name\"] = \"glider production, passenger car, without EOL\"\n", + " # glider_production_without_eol[\"reference product\"] = \"glider\"\n", + " glider_production_without_eol.save()\n", + " for exc in glider_production_without_eol.exchanges():\n", + " if exc.input[\"name\"] == \"market for used glider, passenger car\":\n", + " exc.delete()\n", + " \n", + " powertrain_production = db.get(name=\"powertrain production, for electric passenger car\")\n", + " powertrain_production_without_eol = powertrain_production.copy(code=\"powertrain_production_without_eol\", database=db.name)\n", + " powertrain_production_without_eol[\"name\"] = \"powertrain production, for electric passenger car, without EOL\"\n", + " # powertrain_production_without_eol[\"reference product\"] = \"powertrain\"\n", + " powertrain_production_without_eol.save()\n", + " for exc in powertrain_production_without_eol.exchanges():\n", + " if exc.input[\"name\"] == \"market for used powertrain from electric passenger car, manual dismantling\":\n", + " exc.delete()\n", + " \n", + " battery_production = db.get(name=\"battery production, Li-ion, LiMn2O4, rechargeable, prismatic\")\n", + " battery_production_without_eol = battery_production.copy(code=\"battery_production_without_eol\", database=db.name)\n", + " battery_production_without_eol[\"name\"] = \"battery production, Li-ion, LiMn2O4, rechargeable, prismatic, without EOL\"\n", + " # battery_production_without_eol[\"reference product\"] = \"battery\"\n", + " battery_production_without_eol.save()\n", + " # For the battery, some waste treatment is buried in the process \"battery cell production, Li-ion, \n", + " # LiMn2O4\" - but not for the whole mass of the battery(?). For simplicity, we just leave it in there." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Now, we create the exchanges, starting with the ev production:" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [], + "source": [ + "glider_production = db_2020.get(code=\"glider_production_without_eol\")\n", + "powertrain_production = db_2020.get(code=\"powertrain_production_without_eol\")\n", + "battery_production = db_2020.get(code=\"battery_production_without_eol\")\n", + "\n", + "ev_production.new_edge(input=ev_production, amount=1, type=\"production\").save()\n", + "\n", + "glider_to_ev = ev_production.new_edge(\n", + " input=glider_production,\n", + " amount=MASS_GLIDER, \n", + " type=\"technosphere\"\n", + ")\n", + "powertrain_to_ev = ev_production.new_edge(\n", + " input=powertrain_production, \n", + " amount=MASS_POWERTRAIN, \n", + " type=\"technosphere\"\n", + ")\n", + "battery_to_ev = ev_production.new_edge(\n", + " input=battery_production, \n", + " amount=MASS_BATTERY, \n", + " type=\"technosphere\"\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "... the end of life:" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [], + "source": [ + "glider_eol = db_2020.get(name=\"treatment of used glider, passenger car, shredding\")\n", + "powertrain_eol = db_2020.get(name=\"treatment of used powertrain for electric passenger car, manual dismantling\")\n", + "battery_eol = db_2020.get(name=\"market for used Li-ion battery\")\n", + "\n", + "used_ev.new_edge(input=used_ev, amount=-1, type=\"production\").save() # -1 as this gets rid of a used car\n", + "\n", + "used_ev_to_glider_eol = used_ev.new_edge(\n", + " input=glider_eol,\n", + " amount=-MASS_GLIDER,\n", + " type=\"technosphere\",\n", + ")\n", + "used_ev_to_powertrain_eol = used_ev.new_edge(\n", + " input=powertrain_eol,\n", + " amount=-MASS_POWERTRAIN,\n", + " type=\"technosphere\",\n", + ")\n", + "used_ev_to_battery_eol = used_ev.new_edge(\n", + " input=battery_eol,\n", + " amount=-MASS_BATTERY,\n", + " type=\"technosphere\",\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "...and, finally, driving:" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [], + "source": [ + "electricity_production = db_2020.get(name=\"market group for electricity, low voltage\", location=\"WEU\")\n", + "\n", + "driving.new_edge(input=driving, amount=1, type=\"production\").save()\n", + "\n", + "driving_to_used_ev = driving.new_edge(input=used_ev, amount=-1, type=\"technosphere\")\n", + "ev_to_driving = driving.new_edge(\n", + " input=ev_production, \n", + " amount=1, \n", + " type=\"technosphere\"\n", + ")\n", + "electricity_to_driving = driving.new_edge(\n", + " input=electricity_production,\n", + " amount=ELECTRICITY_CONSUMPTION * MILEAGE,\n", + " type=\"technosphere\",\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [], + "source": [ + "glider_to_ev.save()\n", + "powertrain_to_ev.save()\n", + "battery_to_ev.save()\n", + "ev_to_driving.save()\n", + "electricity_to_driving.save()\n", + "driving_to_used_ev.save()\n", + "used_ev_to_glider_eol.save()\n", + "used_ev_to_powertrain_eol.save()\n", + "used_ev_to_battery_eol.save()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "To allow a comparison with a static LCA later, we calculate the radiative forcing results at this point, before the temporalization of exchanges:" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/timodiepers/anaconda3/envs/timex_nov22/lib/python3.11/site-packages/scikits/umfpack/umfpack.py:736: UmfpackWarning: (almost) singular matrix! (estimated cond. number: 3.13e+13)\n", + " warnings.warn(msg, UmfpackWarning)\n", + "/Users/timodiepers/Documents/Coding/bw_timex/bw_timex/timex_lca.py:208: UserWarning: No edge filter function provided. Skipping all edges in background databases.\n", + " warnings.warn(\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Starting graph traversal\n", + "Calculation count: 9\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/timodiepers/Documents/Coding/bw_timex/bw_timex/timeline_builder.py:537: Warning: Reference date 2024-01-01 00:00:00 is higher than all provided dates. Data will be taken from the closest lower year.\n", + " warnings.warn(\n", + "/Users/timodiepers/anaconda3/envs/timex_nov22/lib/python3.11/site-packages/bw2calc/lca_base.py:127: SparseEfficiencyWarning: splu converted its input to CSC format\n", + " self.solver = factorized(self.technosphere_matrix)\n", + "/Users/timodiepers/anaconda3/envs/timex_nov22/lib/python3.11/site-packages/scikits/umfpack/umfpack.py:736: UmfpackWarning: (almost) singular matrix! (estimated cond. number: 1.86e+12)\n", + " warnings.warn(msg, UmfpackWarning)\n", + "/Users/timodiepers/anaconda3/envs/timex_nov22/lib/python3.11/site-packages/scikits/umfpack/umfpack.py:736: UmfpackWarning: (almost) singular matrix! (estimated cond. number: 1.86e+12)\n", + " warnings.warn(msg, UmfpackWarning)\n", + "/Users/timodiepers/anaconda3/envs/timex_nov22/lib/python3.11/site-packages/dynamic_characterization/dynamic_characterization.py:81: UserWarning: No custom dynamic characterization functions provided. Using default dynamic characterization functions. The flows that are characterized are based on the selection of the initially chosen impact category. You can look up the mapping in the bw_timex.dynamic_characterizer.characterization_function_dict.\n", + " warnings.warn(\n" + ] + }, + { + "data": { + "text/html": [ + "
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dateamountflowactivity
02024-12-31 05:49:12-4.771888e-173269109052
12024-12-31 05:49:12-1.887051e-173269109053
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" + ], + "text/plain": [ + " date amount flow activity\n", + "0 2024-12-31 05:49:12 -4.771888e-17 3269 109052\n", + "1 2024-12-31 05:49:12 -1.887051e-17 3269 109053\n", + "2 2024-12-31 05:49:12 -6.949656e-18 3211 109048\n", + "3 2024-12-31 05:49:12 -4.256251e-18 3269 109054\n", + "4 2024-12-31 05:49:12 -4.007917e-18 3211 109052\n", + "... ... ... ... ...\n", + "37204 2123-01-01 00:10:48 5.735388e-13 107 109048\n", + "37205 2123-01-01 00:10:48 9.472615e-13 1034 109052\n", + "37206 2123-01-01 00:10:48 1.051160e-12 1031 109054\n", + "37207 2123-01-01 00:10:48 1.773673e-12 1031 109052\n", + "37208 2123-01-01 00:10:48 6.377169e-12 1031 109048\n", + "\n", + "[37209 rows x 4 columns]" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from datetime import datetime\n", + "from bw_timex import TimexLCA\n", + "\n", + "method = ('EF v3.1', 'climate change', 'global warming potential (GWP100)')\n", + "\n", + "database_date_dict_dlca_no_tds = {\n", + " db_2020.name: datetime.strptime(\"2020\", \"%Y\"),\n", + " \"foreground\": \"dynamic\", # flag databases that should be temporally distributed with \"dynamic\"\n", + "}\n", + "dlca_no_tds = TimexLCA({driving: 1}, method, database_date_dict_dlca_no_tds)\n", + "dlca_no_tds.build_timeline(starting_datetime=\"2024-01-01\", temporal_grouping=\"month\")\n", + "dlca_no_tds.lci()\n", + "dlca_no_tds.dynamic_lcia(metric=\"radiative_forcing\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Now we create the temporal distributions:" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [], + "source": [ + "from bw_temporalis import TemporalDistribution, easy_timedelta_distribution\n", + "import numpy as np\n", + "\n", + "td_assembly_and_delivery = TemporalDistribution(\n", + " date=np.array([-3, -2], dtype=\"timedelta64[M]\"), amount=np.array([0.2, 0.8])\n", + ")\n", + "\n", + "td_glider_production = TemporalDistribution(\n", + " date=np.array([-2, -1, 0], dtype=\"timedelta64[Y]\"), amount=np.array([0.7, 0.1, 0.2])\n", + ")\n", + "\n", + "td_produce_powertrain_and_battery = TemporalDistribution(\n", + " date=np.array([-1], dtype=\"timedelta64[Y]\"), amount=np.array([1])\n", + ")\n", + "\n", + "td_use_phase = easy_timedelta_distribution(\n", + " start=0,\n", + " end=LIFETIME,\n", + " resolution=\"Y\",\n", + " steps=(LIFETIME + 1),\n", + " kind=\"uniform\", # you can also do \"normal\" or \"triangular\" distributions\n", + ")\n", + "\n", + "td_disassemble_used_ev = TemporalDistribution(\n", + " date=np.array([LIFETIME + 1], dtype=\"timedelta64[Y]\"), amount=np.array([1])\n", + ")\n", + "\n", + "td_treating_waste = TemporalDistribution(\n", + " date=np.array([3], dtype=\"timedelta64[M]\"), amount=np.array([1])\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "We now add the temporal information to the exchanges of our EV.\n" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [], + "source": [ + "glider_to_ev[\"temporal_distribution\"] = td_glider_production\n", + "glider_to_ev.save()\n", + "\n", + "powertrain_to_ev[\"temporal_distribution\"] = td_produce_powertrain_and_battery\n", + "powertrain_to_ev.save()\n", + "\n", + "battery_to_ev[\"temporal_distribution\"] = td_produce_powertrain_and_battery\n", + "battery_to_ev.save()\n", + "\n", + "ev_to_driving[\"temporal_distribution\"] = td_assembly_and_delivery\n", + "ev_to_driving.save()\n", + "\n", + "electricity_to_driving[\"temporal_distribution\"] = td_use_phase\n", + "electricity_to_driving.save()\n", + "\n", + "driving_to_used_ev[\"temporal_distribution\"] = td_disassemble_used_ev\n", + "driving_to_used_ev.save()\n", + "\n", + "used_ev_to_glider_eol[\"temporal_distribution\"] = td_treating_waste\n", + "used_ev_to_glider_eol.save()\n", + "\n", + "used_ev_to_powertrain_eol[\"temporal_distribution\"] = td_treating_waste\n", + "used_ev_to_powertrain_eol.save()\n", + "\n", + "used_ev_to_battery_eol[\"temporal_distribution\"] = td_treating_waste\n", + "used_ev_to_battery_eol.save()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Calculations\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Time-explicit LCA:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/timodiepers/anaconda3/envs/timex_nov22/lib/python3.11/site-packages/scikits/umfpack/umfpack.py:736: UmfpackWarning: (almost) singular matrix! (estimated cond. number: 1.21e+13)\n", + " warnings.warn(msg, UmfpackWarning)\n", + "/Users/timodiepers/Documents/Coding/bw_timex/bw_timex/timex_lca.py:208: UserWarning: No edge filter function provided. Skipping all edges in background databases.\n", + " warnings.warn(\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Starting graph traversal\n", + "Calculation count: 9\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/timodiepers/Documents/Coding/bw_timex/bw_timex/timeline_builder.py:537: Warning: Reference date 2040-04-01 00:00:00 is higher than all provided dates. Data will be taken from the closest lower year.\n", + " warnings.warn(\n", + "/Users/timodiepers/anaconda3/envs/timex_nov22/lib/python3.11/site-packages/bw2calc/lca_base.py:127: SparseEfficiencyWarning: splu converted its input to CSC format\n", + " self.solver = factorized(self.technosphere_matrix)\n", + "/Users/timodiepers/anaconda3/envs/timex_nov22/lib/python3.11/site-packages/scikits/umfpack/umfpack.py:736: UmfpackWarning: (almost) singular matrix! (estimated cond. number: 5.78e+12)\n", + " warnings.warn(msg, UmfpackWarning)\n", + "/Users/timodiepers/anaconda3/envs/timex_nov22/lib/python3.11/site-packages/scikits/umfpack/umfpack.py:736: UmfpackWarning: (almost) singular matrix! (estimated cond. number: 5.78e+12)\n", + " warnings.warn(msg, UmfpackWarning)\n", + "/Users/timodiepers/anaconda3/envs/timex_nov22/lib/python3.11/site-packages/dynamic_characterization/dynamic_characterization.py:81: UserWarning: No custom dynamic characterization functions provided. Using default dynamic characterization functions. The flows that are characterized are based on the selection of the initially chosen impact category. You can look up the mapping in the bw_timex.dynamic_characterizer.characterization_function_dict.\n", + " warnings.warn(\n" + ] + }, + { + "data": { + "text/html": [ + "
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dateamountflowactivity
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" + ], + "text/plain": [ + " date amount flow activity\n", + "0 2023-01-01 05:49:12 -2.670181e-17 3269 109046\n", + "1 2023-01-01 05:49:12 -6.675680e-18 3269 109045\n", + "2 2023-01-01 05:49:12 -2.264057e-18 3211 109046\n", + "3 2023-01-01 05:49:12 -5.657999e-19 3211 109045\n", + "4 2023-01-01 05:49:12 2.799797e-41 1152 109045\n", + "... ... ... ... ...\n", + "154149 2139-01-01 00:10:48 4.878320e-15 1034 109075\n", + "154150 2139-01-01 00:10:48 1.843442e-14 107 109075\n", + "154151 2139-01-01 00:10:48 2.513599e-14 1031 109077\n", + "154152 2139-01-01 00:10:48 3.755597e-14 1031 109075\n", + "154153 2139-01-01 00:10:48 2.775582e-13 107 109077\n", + "\n", + "[154154 rows x 4 columns]" + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "database_date_dict = {\n", + " db_2020.name: datetime.strptime(\"2020\", \"%Y\"),\n", + " db_2030.name: datetime.strptime(\"2030\", \"%Y\"),\n", + " db_2040.name: datetime.strptime(\"2040\", \"%Y\"),\n", + " \"foreground\": \"dynamic\", # flag databases that should be temporally distributed with \"dynamic\"\n", + "}\n", + "\n", + "tlca = TimexLCA({driving: 1}, method, database_date_dict)\n", + "tlca.build_timeline(starting_datetime=\"2024-01-01\", temporal_grouping=\"year\")\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "tlca.lci()\n", + "tlca.dynamic_lcia(metric=\"radiative_forcing\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Dynamic LCA (including temporal distributions):" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/timodiepers/anaconda3/envs/timex_nov22/lib/python3.11/site-packages/scikits/umfpack/umfpack.py:736: UmfpackWarning: (almost) singular matrix! (estimated cond. number: 3.13e+13)\n", + " warnings.warn(msg, UmfpackWarning)\n", + "/Users/timodiepers/Documents/Coding/bw_timex/bw_timex/timex_lca.py:208: UserWarning: No edge filter function provided. Skipping all edges in background databases.\n", + " warnings.warn(\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Starting graph traversal\n", + "Calculation count: 9\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/timodiepers/Documents/Coding/bw_timex/bw_timex/timeline_builder.py:537: Warning: Reference date 2022-10-01 00:00:00 is higher than all provided dates. Data will be taken from the closest lower year.\n", + " warnings.warn(\n", + "/Users/timodiepers/Documents/Coding/bw_timex/bw_timex/timeline_builder.py:537: Warning: Reference date 2022-11-01 00:00:00 is higher than all provided dates. Data will be taken from the closest lower year.\n", + " warnings.warn(\n", + "/Users/timodiepers/Documents/Coding/bw_timex/bw_timex/timeline_builder.py:537: Warning: Reference date 2023-10-01 00:00:00 is higher than all provided dates. Data will be taken from the closest lower year.\n", + " warnings.warn(\n", + "/Users/timodiepers/Documents/Coding/bw_timex/bw_timex/timeline_builder.py:537: Warning: Reference date 2023-11-01 00:00:00 is higher than all provided dates. Data will be taken from the closest lower year.\n", + " warnings.warn(\n", + "/Users/timodiepers/Documents/Coding/bw_timex/bw_timex/timeline_builder.py:537: Warning: Reference date 2024-10-01 00:00:00 is higher than all provided dates. Data will be taken from the closest lower year.\n", + " warnings.warn(\n", + "/Users/timodiepers/Documents/Coding/bw_timex/bw_timex/timeline_builder.py:537: Warning: Reference date 2024-11-01 00:00:00 is higher than all provided dates. Data will be taken from the closest lower year.\n", + " warnings.warn(\n", + "/Users/timodiepers/Documents/Coding/bw_timex/bw_timex/timeline_builder.py:537: Warning: Reference date 2025-01-01 00:00:00 is higher than all provided dates. Data will be taken from the closest lower year.\n", + " warnings.warn(\n", + "/Users/timodiepers/Documents/Coding/bw_timex/bw_timex/timeline_builder.py:537: Warning: Reference date 2026-01-01 00:00:00 is higher than all provided dates. Data will be taken from the closest lower year.\n", + " warnings.warn(\n", + "/Users/timodiepers/Documents/Coding/bw_timex/bw_timex/timeline_builder.py:537: Warning: Reference date 2027-01-01 00:00:00 is higher than all provided dates. Data will be taken from the closest lower year.\n", + " warnings.warn(\n", + "/Users/timodiepers/Documents/Coding/bw_timex/bw_timex/timeline_builder.py:537: Warning: Reference date 2028-01-01 00:00:00 is higher than all provided dates. Data will be taken from the closest lower year.\n", + " warnings.warn(\n", + "/Users/timodiepers/Documents/Coding/bw_timex/bw_timex/timeline_builder.py:537: Warning: Reference date 2029-01-01 00:00:00 is higher than all provided dates. Data will be taken from the closest lower year.\n", + " warnings.warn(\n", + "/Users/timodiepers/Documents/Coding/bw_timex/bw_timex/timeline_builder.py:537: Warning: Reference date 2030-01-01 00:00:00 is higher than all provided dates. Data will be taken from the closest lower year.\n", + " warnings.warn(\n", + "/Users/timodiepers/Documents/Coding/bw_timex/bw_timex/timeline_builder.py:537: Warning: Reference date 2031-01-01 00:00:00 is higher than all provided dates. Data will be taken from the closest lower year.\n", + " warnings.warn(\n", + "/Users/timodiepers/Documents/Coding/bw_timex/bw_timex/timeline_builder.py:537: Warning: Reference date 2032-01-01 00:00:00 is higher than all provided dates. Data will be taken from the closest lower year.\n", + " warnings.warn(\n", + "/Users/timodiepers/Documents/Coding/bw_timex/bw_timex/timeline_builder.py:537: Warning: Reference date 2033-01-01 00:00:00 is higher than all provided dates. Data will be taken from the closest lower year.\n", + " warnings.warn(\n", + "/Users/timodiepers/Documents/Coding/bw_timex/bw_timex/timeline_builder.py:537: Warning: Reference date 2034-01-01 00:00:00 is higher than all provided dates. Data will be taken from the closest lower year.\n", + " warnings.warn(\n", + "/Users/timodiepers/Documents/Coding/bw_timex/bw_timex/timeline_builder.py:537: Warning: Reference date 2035-01-01 00:00:00 is higher than all provided dates. Data will be taken from the closest lower year.\n", + " warnings.warn(\n", + "/Users/timodiepers/Documents/Coding/bw_timex/bw_timex/timeline_builder.py:537: Warning: Reference date 2036-01-01 00:00:00 is higher than all provided dates. Data will be taken from the closest lower year.\n", + " warnings.warn(\n", + "/Users/timodiepers/Documents/Coding/bw_timex/bw_timex/timeline_builder.py:537: Warning: Reference date 2037-01-01 00:00:00 is higher than all provided dates. Data will be taken from the closest lower year.\n", + " warnings.warn(\n", + "/Users/timodiepers/Documents/Coding/bw_timex/bw_timex/timeline_builder.py:537: Warning: Reference date 2038-01-01 00:00:00 is higher than all provided dates. Data will be taken from the closest lower year.\n", + " warnings.warn(\n", + "/Users/timodiepers/Documents/Coding/bw_timex/bw_timex/timeline_builder.py:537: Warning: Reference date 2039-01-01 00:00:00 is higher than all provided dates. Data will be taken from the closest lower year.\n", + " warnings.warn(\n", + "/Users/timodiepers/Documents/Coding/bw_timex/bw_timex/timeline_builder.py:537: Warning: Reference date 2040-01-01 00:00:00 is higher than all provided dates. Data will be taken from the closest lower year.\n", + " warnings.warn(\n", + "/Users/timodiepers/Documents/Coding/bw_timex/bw_timex/timeline_builder.py:537: Warning: Reference date 2041-01-01 00:00:00 is higher than all provided dates. Data will be taken from the closest lower year.\n", + " warnings.warn(\n", + "/Users/timodiepers/Documents/Coding/bw_timex/bw_timex/timeline_builder.py:537: Warning: Reference date 2041-04-01 00:00:00 is higher than all provided dates. Data will be taken from the closest lower year.\n", + " warnings.warn(\n", + "/Users/timodiepers/anaconda3/envs/timex_nov22/lib/python3.11/site-packages/bw2calc/lca_base.py:127: SparseEfficiencyWarning: splu converted its input to CSC format\n", + " self.solver = factorized(self.technosphere_matrix)\n", + "/Users/timodiepers/anaconda3/envs/timex_nov22/lib/python3.11/site-packages/scikits/umfpack/umfpack.py:736: UmfpackWarning: (almost) singular matrix! (estimated cond. number: 1.86e+12)\n", + " warnings.warn(msg, UmfpackWarning)\n", + "/Users/timodiepers/anaconda3/envs/timex_nov22/lib/python3.11/site-packages/scikits/umfpack/umfpack.py:736: UmfpackWarning: (almost) singular matrix! (estimated cond. number: 1.86e+12)\n", + " warnings.warn(msg, UmfpackWarning)\n", + "/Users/timodiepers/anaconda3/envs/timex_nov22/lib/python3.11/site-packages/dynamic_characterization/dynamic_characterization.py:81: UserWarning: No custom dynamic characterization functions provided. Using default dynamic characterization functions. The flows that are characterized are based on the selection of the initially chosen impact category. You can look up the mapping in the bw_timex.dynamic_characterizer.characterization_function_dict.\n", + " warnings.warn(\n" + ] + }, + { + "data": { + "text/html": [ + "
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" + ], + "text/plain": [ + " date amount flow activity\n", + "0 2024-01-01 05:49:12 -2.672257e-17 3269 109046\n", + "1 2024-01-01 05:49:12 -6.680643e-18 3269 109045\n", + "2 2024-01-01 05:49:12 -2.244433e-18 3211 109046\n", + "3 2024-01-01 05:49:12 -5.611083e-19 3211 109045\n", + "4 2024-01-01 05:49:12 2.799755e-41 1152 109045\n", + "... ... ... ... ...\n", + "154149 2140-01-02 00:10:48 1.727540e-14 1034 109075\n", + "154150 2140-01-02 00:10:48 2.581032e-14 107 109075\n", + "154151 2140-01-02 00:10:48 4.551497e-14 1031 109077\n", + "154152 2140-01-02 00:10:48 1.596721e-13 1031 109075\n", + "154153 2140-01-02 00:10:48 2.789117e-13 107 109077\n", + "\n", + "[154154 rows x 4 columns]" + ] + }, + "execution_count": 15, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "database_date_dict_dlca = {\n", + " db_2020.name: datetime.strptime(\"2020\", \"%Y\"),\n", + " \"foreground\": \"dynamic\", # flag databases that should be temporally distributed with \"dynamic\"\n", + "}\n", + "dlca = TimexLCA({driving: 1}, method, database_date_dict_dlca)\n", + "dlca.build_timeline(temporal_grouping=\"month\")\n", + "dlca.lci()\n", + "dlca.dynamic_lcia(metric=\"radiative_forcing\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Plots" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Radiative forcing" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Preparing data for radiative forcing plots:" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": {}, + "outputs": [], + "source": [ + "from functools import partial\n", + "import pandas as pd\n", + "from bw_timex.utils import round_datetime, resolve_temporalized_node_name\n", + "\n", + "def create_plot_df(lca):\n", + " # Cache activity names\n", + " activity_name_cache = {\n", + " activity: resolve_temporalized_node_name(\n", + " lca.activity_time_mapping_dict_reversed[activity][0][1]\n", + " )\n", + " for activity in lca.characterized_inventory[\"activity\"].unique()\n", + " }\n", + "\n", + " # Prepare life cycle stage mapping\n", + " life_cycle_stage_mapping = {\n", + " \"battery production, Li-ion, LiMn2O4, rechargeable, prismatic, without EOL\": \"Production\",\n", + " \"glider production, passenger car, without EOL\": \"Production\",\n", + " \"market for used Li-ion battery\": \"EOL\",\n", + " \"market group for electricity, low voltage\": \"Use\",\n", + " \"powertrain production, for electric passenger car, without EOL\": \"Production\",\n", + " \"treatment of used glider, passenger car, shredding\": \"EOL\",\n", + " \"treatment of used powertrain for electric passenger car, manual dismantling\": \"EOL\",\n", + " }\n", + "\n", + " # Process data\n", + " plot_data = (\n", + " lca.characterized_inventory\n", + " .assign(activity_label=lambda df: df[\"activity\"].map(activity_name_cache))\n", + " .groupby([\"date\", \"activity_label\"], as_index=False)\n", + " .sum()\n", + " )\n", + "\n", + "\n", + " plot_data[\"date\"] = plot_data[\"date\"].apply(partial(round_datetime, resolution=\"year\"))\n", + " plot_data[\"life_cycle_stage\"] = plot_data[\"activity_label\"].map(life_cycle_stage_mapping)\n", + "\n", + " # Aggregate and pivot\n", + " final_data = (\n", + " plot_data.groupby([\"date\", \"life_cycle_stage\"], as_index=False)[\"amount\"]\n", + " # plot_data.groupby([\"date\", \"activity_label\"], as_index=False)[\"amount\"]\n", + " .sum()\n", + " .pivot(index=\"date\", columns=\"life_cycle_stage\", values=\"amount\")\n", + " # .pivot(index=\"date\", columns=\"activity_label\", values=\"amount\")\n", + " .reindex(columns=[\"Production\", \"Use\", \"EOL\"])\n", + " )\n", + "\n", + " return final_data / 1e-11" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": {}, + "outputs": [], + "source": [ + "df_tlca = create_plot_df(tlca)\n", + "df_dlca = create_plot_df(dlca)\n", + "df_dlca_no_tds = create_plot_df(dlca_no_tds)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Providing initial zero value for cumulative plots" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": {}, + "outputs": [], + "source": [ + "df_tlca = pd.concat([pd.DataFrame({col: [0] for col in df_tlca.columns}, index=[min(df_tlca.index)]), df_tlca])\n", + "df_dlca = pd.concat([pd.DataFrame({col: [0] for col in df_dlca.columns}, index=[min(df_dlca.index)]), df_dlca])\n", + "df_dlca_no_tds = pd.concat([pd.DataFrame({col: [0] for col in df_dlca_no_tds.columns}, index=[min(df_dlca_no_tds.index)]), df_dlca_no_tds])" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Plotting:" + ] + }, + { + "cell_type": "code", + "execution_count": 214, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "import matplotlib.colors as mcolors\n", + "import matplotlib.dates as mdates\n", + "from matplotlib.ticker import NullLocator\n", + "\n", + "import pandas as pd\n", + "from datetime import datetime\n", + "\n", + "plt.rcParams['text.usetex'] = False\n", + "plt.rcParams['font.family'] = 'Arial'\n", + "\n", + "# fig, axes = plt.subplots(2, 2, figsize=(12, 6), sharex=True, sharey=True)\n", + "fig, axes = plt.subplots(3, 3, figsize=(7, 6.5), sharex=True)\n", + "colors = ['#00549F', '#F6A800', '#57AB27', '#AAAAAA']\n", + "labels = ['Production', 'Use', 'EOL', 'Cum. sum']\n", + "\n", + "# Calculate global ylim\n", + "all_data = pd.concat([df_tlca.fillna(0), df_dlca.fillna(0)])\n", + "global_ylim = (0, 4.3)\n", + "\n", + "# Plot data\n", + "df_tlca.fillna(0).plot(\n", + " ax=axes[0, 2],\n", + " linewidth=1,\n", + " xlim=(datetime(2018, 1, 1), datetime(2102, 1, 1)),\n", + " ylim=(0, 2.5),\n", + " color=colors,\n", + " legend=False, # Suppress individual legends\n", + ")\n", + "df_dlca.fillna(0).plot(\n", + " ax=axes[0, 1],\n", + " linewidth=1,\n", + " xlim=(datetime(2018, 1, 1), datetime(2102, 1, 1)),\n", + " ylim=(0, 2.5),\n", + " color=colors,\n", + " legend=False,\n", + ")\n", + "df_dlca_no_tds.fillna(0).plot(\n", + " ax=axes[0, 0],\n", + " linewidth=1,\n", + " xlim=(datetime(2018, 1, 1), datetime(2102, 1, 1)),\n", + " ylim=(0, 2.5),\n", + " color=colors,\n", + " legend=False,\n", + ")\n", + "\n", + "axes[1, 2].stackplot(\n", + " df_tlca.index,\n", + " df_tlca[\"Production\"].fillna(0),\n", + " df_tlca[\"Use\"].fillna(0),\n", + " df_tlca[\"EOL\"].fillna(0),\n", + " labels=labels,\n", + " colors=colors,\n", + " edgecolor=\"white\",\n", + " linewidth=0.5,\n", + ")\n", + "\n", + "axes[1, 1].stackplot(\n", + " df_dlca.index,\n", + " df_dlca[\"Production\"].fillna(0),\n", + " df_dlca[\"Use\"].fillna(0),\n", + " df_dlca[\"EOL\"].fillna(0),\n", + " labels=labels,\n", + " colors=colors,\n", + " edgecolor=\"white\",\n", + " linewidth=0.5,\n", + ")\n", + "axes[1, 0].stackplot(\n", + " df_dlca_no_tds.index,\n", + " df_dlca_no_tds[\"Production\"].fillna(0),\n", + " df_dlca_no_tds[\"Use\"].fillna(0),\n", + " df_dlca_no_tds[\"EOL\"].fillna(0),\n", + " labels=labels,\n", + " colors=colors,\n", + " edgecolor=\"white\",\n", + " linewidth=0.5,\n", + ")\n", + "\n", + "axes[2, 2].stackplot(\n", + " df_tlca.index,\n", + " df_tlca[\"Production\"].fillna(0).cumsum(),\n", + " df_tlca[\"Use\"].fillna(0).cumsum(),\n", + " df_tlca[\"EOL\"].fillna(0).cumsum(),\n", + " labels=labels,\n", + " colors=colors,\n", + " edgecolor=\"white\",\n", + " linewidth=0.5,\n", + ")\n", + "\n", + "axes[2, 1].stackplot(\n", + " df_dlca.index,\n", + " df_dlca[\"Production\"].fillna(0).cumsum(),\n", + " df_dlca[\"Use\"].fillna(0).cumsum(),\n", + " df_dlca[\"EOL\"].fillna(0).cumsum(),\n", + "# ylim=(0, 175),\n", + " labels=labels,\n", + " colors=colors,\n", + " edgecolor=\"white\",\n", + " linewidth=0.5,\n", + ")\n", + "axes[2, 0].stackplot(\n", + " df_dlca_no_tds.index,\n", + " df_dlca_no_tds[\"Production\"].fillna(0).cumsum(),\n", + " df_dlca_no_tds[\"Use\"].fillna(0).cumsum(),\n", + " df_dlca_no_tds[\"EOL\"].fillna(0).cumsum(),\n", + " labels=labels,\n", + " colors=colors,\n", + " edgecolor=\"white\",\n", + " linewidth=0.5,\n", + ")\n", + "\n", + "axes[2,2].set_ylim((0, 175))\n", + "axes[2,1].set_ylim((0, 175))\n", + "axes[2,0].set_ylim((0, 175))\n", + "\n", + "fig.text(0.265, 0.99, \"Static\", ha='center')\n", + "fig.text(0.555, 0.99, \"Dynamic\", ha='center')\n", + "fig.text(0.85, 0.99, \"Time-explicit\", ha='center')\n", + "\n", + "fig.text(0.381, 0.955, \"(a)\", ha='center', backgroundcolor='white', bbox=dict(boxstyle='square,pad=0.1', fc=\"white\", ec=\"none\"))\n", + "fig.text(0.669, 0.955, \"(b)\", ha='center', backgroundcolor='white', bbox=dict(boxstyle='square,pad=0.1', fc=\"white\", ec=\"none\"))\n", + "fig.text(0.96, 0.955, \"(c)\", ha='center', backgroundcolor='white', bbox=dict(boxstyle='square,pad=0.1', fc=\"white\", ec=\"none\"))\n", + "\n", + "fig.text(0.381, 0.644, \"(d)\", ha='center', backgroundcolor='white', bbox=dict(boxstyle='square,pad=0.1', fc=\"white\", ec=\"none\"))\n", + "fig.text(0.669, 0.644, \"(e)\", ha='center', backgroundcolor='white', bbox=dict(boxstyle='square,pad=0.1', fc=\"white\", ec=\"none\"))\n", + "fig.text(0.96, 0.644, \"(f)\", ha='center', backgroundcolor='white', bbox=dict(boxstyle='square,pad=0.1', fc=\"white\", ec=\"none\"))\n", + "\n", + "fig.text(0.381, 0.336, \"(g)\", ha='center', backgroundcolor='white', bbox=dict(boxstyle='square,pad=0.1', fc=\"white\", ec=\"none\"))\n", + "fig.text(0.669, 0.336, \"(h)\", ha='center', backgroundcolor='white', bbox=dict(boxstyle='square,pad=0.1', fc=\"white\", ec=\"none\"))\n", + "fig.text(0.96, 0.336, \"(i)\", ha='center', backgroundcolor='white', bbox=dict(boxstyle='square,pad=0.1', fc=\"white\", ec=\"none\"))\n", + "\n", + "axes[0, 0].set_ylabel(\"Instantaneous radiative forcing \\n (individual life cycle stages) \\n [10$^{-11}$ W m$^{-2}$]\")\n", + "axes[1, 0].set_ylabel(\"Instantaneous radiative forcing \\n (stacked life cycle stages) \\n [10$^{-11}$ W m$^{-2}$]\")\n", + "axes[2, 0].set_ylabel(\"Cumulative radiative forcing \\n [10$^{-11}$ W m$^{-2}$]\")\n", + "\n", + "# Create a single legend\n", + "handles, labels = axes[1, 1].get_legend_handles_labels()\n", + "fig.legend(\n", + " handles, labels, loc=\"upper center\", ncol=len(labels), bbox_to_anchor=(0.525, 0.025), frameon=False, markerscale=2\n", + ")\n", + "\n", + "major_locator = mdates.YearLocator(10) \n", + "minor_locator = mdates.YearLocator(10)\n", + "\n", + "for ax_rows in axes:\n", + " for ax in ax_rows:\n", + " ax.xaxis.set_major_locator(major_locator)\n", + " ax.xaxis.set_minor_locator(NullLocator())\n", + " ax.grid(which='major', linestyle='-', linewidth=0, alpha=0.7)\n", + " ax.set_axisbelow(True)\n", + " # ax.set_yticks(np.arange(0, 5, 0.5))\n", + " \n", + " for label in ax.get_xticklabels():\n", + " label.set_rotation(45) # Rotate the labels\n", + " label.set_ha('right') # Set horizontal alignment to right\n", + " \n", + "for ax in axes[0]: # Iterating over the first row\n", + " ax.set_ylim((0, 2.5))\n", + "\n", + "for ax in axes[1]: # Iterating over the second row\n", + " ax.set_ylim((0, 4.5))\n", + "\n", + "from matplotlib.ticker import FuncFormatter\n", + "\n", + "# Define a formatter function\n", + "def format_func(value, _):\n", + " return f\"{value:.1f}\"\n", + "\n", + "# Create the formatter\n", + "formatter = FuncFormatter(format_func)\n", + "for ax in axes[1]: # Accessing the second row\n", + " ax.yaxis.set_major_formatter(formatter)\n", + "\n", + "# Remove y-axis tick labels for the first two plots in the first row\n", + "axes[0, 1].set_yticklabels([])\n", + "axes[0, 2].set_yticklabels([])\n", + "axes[1, 1].set_yticklabels([])\n", + "axes[1, 2].set_yticklabels([])\n", + "axes[2, 1].set_yticklabels([])\n", + "axes[2, 2].set_yticklabels([])\n", + "\n", + "plt.tight_layout(w_pad=-0.4)\n", + "plt.savefig(\"radiative_forcing.svg\", bbox_inches='tight')\n", + "plt.show()\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### GWP" + ] + }, + { + "cell_type": "code", + "execution_count": 115, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/timodiepers/anaconda3/envs/timex_nov22/lib/python3.11/site-packages/dynamic_characterization/dynamic_characterization.py:81: UserWarning: No custom dynamic characterization functions provided. Using default dynamic characterization functions. The flows that are characterized are based on the selection of the initially chosen impact category. You can look up the mapping in the bw_timex.dynamic_characterizer.characterization_function_dict.\n", + " warnings.warn(\n" + ] + }, + { + "data": { + "text/html": [ + "
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dateamountflowactivity
02022-01-01-1.621040e-023269109046
12022-01-01-4.052738e-033269109045
22022-01-01-1.374486e-033211109046
32022-01-01-3.434914e-043211109045
42022-01-011.394444e-261152109045
...............
22862040-01-011.465837e+011390109077
22872040-01-012.631662e+01107109075
22882040-01-013.588365e+011031109077
22892040-01-015.361418e+011031109075
22902040-01-013.962367e+02107109077
\n", + "

2291 rows × 4 columns

\n", + "
" + ], + "text/plain": [ + " date amount flow activity\n", + "0 2022-01-01 -1.621040e-02 3269 109046\n", + "1 2022-01-01 -4.052738e-03 3269 109045\n", + "2 2022-01-01 -1.374486e-03 3211 109046\n", + "3 2022-01-01 -3.434914e-04 3211 109045\n", + "4 2022-01-01 1.394444e-26 1152 109045\n", + "... ... ... ... ...\n", + "2286 2040-01-01 1.465837e+01 1390 109077\n", + "2287 2040-01-01 2.631662e+01 107 109075\n", + "2288 2040-01-01 3.588365e+01 1031 109077\n", + "2289 2040-01-01 5.361418e+01 1031 109075\n", + "2290 2040-01-01 3.962367e+02 107 109077\n", + "\n", + "[2291 rows x 4 columns]" + ] + }, + "execution_count": 115, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "tlca.dynamic_lcia(metric=\"GWP\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "To compare the time-explicit results to prospective LCA results, we do additional calculations for cases where the entire supply chain comes from the years 2020, 2030 and 2040." + ] + }, + { + "cell_type": "code", + "execution_count": 67, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/timodiepers/anaconda3/envs/timex_nov22/lib/python3.11/site-packages/scikits/umfpack/umfpack.py:736: UmfpackWarning: (almost) singular matrix! (estimated cond. number: 3.13e+13)\n", + " warnings.warn(msg, UmfpackWarning)\n" + ] + } + ], + "source": [ + "import bw2calc as bc\n", + "\n", + "try:\n", + " prospective_driving = driving.copy(code=\"prospective_driving_2020\", name=\"driving an electric vehicle in 2020\")\n", + "except:\n", + " foreground.get(code=\"prospective_driving_2020\").delete()\n", + " prospective_driving = driving.copy(code=\"prospective_driving_2020\", name=\"driving an electric vehicle in 2020\")\n", + " \n", + "\n", + "for exc in prospective_driving.technosphere():\n", + " if exc.input == ev_production:\n", + " prospective_ev_production = ev_production.copy(name=\"production of an electric vehicle in 2020\")\n", + " exc.input = prospective_ev_production\n", + " exc.save()\n", + " for subexc in prospective_ev_production.technosphere():\n", + " subexc.input = bd.get_node(\n", + " database=db_2020.name,\n", + " name=subexc.input[\"name\"],\n", + " product=subexc.input[\"reference product\"],\n", + " location=subexc.input[\"location\"],\n", + " )\n", + " subexc.save()\n", + " elif exc.input == used_ev:\n", + " prospective_used_ev = used_ev.copy(name=\"used electric vehicle in 2020\")\n", + " exc.input = prospective_used_ev\n", + " exc.save()\n", + " for subexc in prospective_used_ev.technosphere():\n", + " subexc.input = bd.get_node(\n", + " database=db_2020.name,\n", + " name=subexc.input[\"name\"],\n", + " product=subexc.input[\"reference product\"],\n", + " location=subexc.input[\"location\"],\n", + " )\n", + " subexc.save()\n", + " else:\n", + " exc.input = bd.get_node(\n", + " database=db_2020.name,\n", + " name=exc.input[\"name\"],\n", + " product=exc.input[\"reference product\"],\n", + " location=exc.input[\"location\"],\n", + " )\n", + " exc.save()\n", + "\n", + "prospective_scores_2020 = {}\n", + "lca = bc.LCA({prospective_driving.key: 1}, method)\n", + "lca.lci()\n", + "for exc in prospective_driving.technosphere():\n", + " if exc.input[\"name\"] in (prospective_ev_production[\"name\"], prospective_used_ev[\"name\"]):\n", + " for subexc in exc.input.technosphere():\n", + " lca.lcia(demand={subexc.input.id: exc.amount * subexc.amount * subexc.input.rp_exchange().amount})\n", + " prospective_scores_2020[subexc.input[\"name\"]] = lca.score\n", + " else:\n", + " lca.lcia(demand={exc.input.id: exc.amount})\n", + " prospective_scores_2020[exc.input[\"name\"]] = lca.score" + ] + }, + { + "cell_type": "code", + "execution_count": 68, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/timodiepers/anaconda3/envs/timex_nov22/lib/python3.11/site-packages/scikits/umfpack/umfpack.py:736: UmfpackWarning: (almost) singular matrix! (estimated cond. number: 1.21e+13)\n", + " warnings.warn(msg, UmfpackWarning)\n" + ] + } + ], + "source": [ + "try:\n", + " prospective_driving = driving.copy(code=\"prospective_driving_2030\", name=\"driving an electric vehicle in 2030\")\n", + "except:\n", + " foreground.get(code=\"prospective_driving_2030\").delete()\n", + " prospective_driving = driving.copy(code=\"prospective_driving_2030\", name=\"driving an electric vehicle in 2030\")\n", + " \n", + "\n", + "for exc in prospective_driving.technosphere():\n", + " if exc.input == ev_production:\n", + " prospective_ev_production = ev_production.copy(name=\"production of an electric vehicle in 2030\")\n", + " exc.input = prospective_ev_production\n", + " exc.save()\n", + " for subexc in prospective_ev_production.technosphere():\n", + " subexc.input = bd.get_node(\n", + " database=db_2030.name,\n", + " name=subexc.input[\"name\"],\n", + " product=subexc.input[\"reference product\"],\n", + " location=subexc.input[\"location\"],\n", + " )\n", + " subexc.save()\n", + " elif exc.input == used_ev:\n", + " prospective_used_ev = used_ev.copy(name=\"used electric vehicle in 2030\")\n", + " exc.input = prospective_used_ev\n", + " exc.save()\n", + " for subexc in prospective_used_ev.technosphere():\n", + " subexc.input = bd.get_node(\n", + " database=db_2030.name,\n", + " name=subexc.input[\"name\"],\n", + " product=subexc.input[\"reference product\"],\n", + " location=subexc.input[\"location\"],\n", + " )\n", + " subexc.save()\n", + " else:\n", + " exc.input = bd.get_node(\n", + " database=db_2030.name,\n", + " name=exc.input[\"name\"],\n", + " product=exc.input[\"reference product\"],\n", + " location=exc.input[\"location\"],\n", + " )\n", + " exc.save()\n", + "\n", + "prospective_scores_2030 = {}\n", + "lca = bc.LCA({prospective_driving.key: 1}, method)\n", + "lca.lci()\n", + "for exc in prospective_driving.technosphere():\n", + " if exc.input[\"name\"] in (prospective_ev_production[\"name\"], prospective_used_ev[\"name\"]):\n", + " for subexc in exc.input.technosphere():\n", + " lca.lcia(demand={subexc.input.id: exc.amount * subexc.amount * subexc.input.rp_exchange().amount})\n", + " prospective_scores_2030[subexc.input[\"name\"]] = lca.score\n", + " else:\n", + " lca.lcia(demand={exc.input.id: exc.amount})\n", + " prospective_scores_2030[exc.input[\"name\"]] = lca.score" + ] + }, + { + "cell_type": "code", + "execution_count": 69, + "metadata": {}, + "outputs": [], + "source": [ + "\n", + "try:\n", + " prospective_driving = driving.copy(code=\"prospective_driving_2040\", name=\"driving an electric vehicle in 2040\")\n", + "except:\n", + " foreground.get(code=\"prospective_driving_2040\").delete()\n", + " prospective_driving = driving.copy(code=\"prospective_driving_2040\", name=\"driving an electric vehicle in 2040\")\n", + " \n", + "\n", + "for exc in prospective_driving.technosphere():\n", + " if exc.input == ev_production:\n", + " prospective_ev_production = ev_production.copy(name=\"production of an electric vehicle in 2040\")\n", + " exc.input = prospective_ev_production\n", + " exc.save()\n", + " for subexc in prospective_ev_production.technosphere():\n", + " subexc.input = bd.get_node(\n", + " database=db_2040.name,\n", + " name=subexc.input[\"name\"],\n", + " product=subexc.input[\"reference product\"],\n", + " location=subexc.input[\"location\"],\n", + " )\n", + " subexc.save()\n", + " elif exc.input == used_ev:\n", + " prospective_used_ev = used_ev.copy(name=\"used electric vehicle in 2040\")\n", + " exc.input = prospective_used_ev\n", + " exc.save()\n", + " for subexc in prospective_used_ev.technosphere():\n", + " subexc.input = bd.get_node(\n", + " database=db_2040.name,\n", + " name=subexc.input[\"name\"],\n", + " product=subexc.input[\"reference product\"],\n", + " location=subexc.input[\"location\"],\n", + " )\n", + " subexc.save()\n", + " else:\n", + " exc.input = bd.get_node(\n", + " database=db_2040.name,\n", + " name=exc.input[\"name\"],\n", + " product=exc.input[\"reference product\"],\n", + " location=exc.input[\"location\"],\n", + " )\n", + " exc.save()\n", + "\n", + "prospective_scores_2040 = {}\n", + "lca = bc.LCA({prospective_driving.key: 1}, method)\n", + "lca.lci()\n", + "for exc in prospective_driving.technosphere():\n", + " if exc.input[\"name\"] in (prospective_ev_production[\"name\"], prospective_used_ev[\"name\"]):\n", + " for subexc in exc.input.technosphere():\n", + " lca.lcia(demand={subexc.input.id: exc.amount * subexc.amount * subexc.input.rp_exchange().amount})\n", + " prospective_scores_2040[subexc.input[\"name\"]] = lca.score\n", + " else:\n", + " lca.lcia(demand={exc.input.id: exc.amount})\n", + " prospective_scores_2040[exc.input[\"name\"]] = lca.score" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Comparing the overall scores:" + ] + }, + { + "cell_type": "code", + "execution_count": 70, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Score 2030 20858.470012031674\n", + "Score 2030: 9137.99912057819\n", + "Score 2040: 6522.389036408176\n", + "Time-explicit score: 12076.393848996588\n" + ] + } + ], + "source": [ + "print(\"Score 2020\", sum(prospective_scores_2020.values()))\n", + "print(\"Score 2030: \", sum(prospective_scores_2030.values()))\n", + "print(\"Score 2040: \", sum(prospective_scores_2040.values()))\n", + "print(\"Time-explicit score: \", tlca.dynamic_score)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Plotting this as a waterfall chart, comparing the different approaches:" + ] + }, + { + "cell_type": "code", + "execution_count": 203, + "metadata": {}, + "outputs": [], + "source": [ + "colors = ['#00549F', '#F6A800', '#57AB27', \"#CC071E\", \"#7A6FAC\",\"#0098A1\", \"#BDCD00\",\"#006165\",]\n", + "\n", + "def plot_characterized_inventory_as_waterfall(\n", + " lca_obj,\n", + " prospective_scores=None,\n", + " order_stacked_activities=None,\n", + "):\n", + " time_res_dict = {\n", + " \"year\": \"%Y\",\n", + " \"month\": \"%Y-%m\",\n", + " \"day\": \"%Y-%m-%d\",\n", + " \"hour\": \"%Y-%m-%d %H\",\n", + " }\n", + " plot_data = lca_obj.characterized_inventory.copy()\n", + "\n", + " plot_data[\"year\"] = plot_data[\"date\"].dt.strftime(\n", + " time_res_dict[\"year\"]\n", + " ) \n", + "\n", + " # Optimized activity label fetching\n", + " unique_activities = plot_data[\"activity\"].unique()\n", + " activity_labels = {\n", + " idx: resolve_temporalized_node_name(\n", + " lca_obj.activity_time_mapping_dict_reversed[idx][0][1]\n", + " )\n", + " for idx in unique_activities\n", + " }\n", + " plot_data[\"activity_label\"] = plot_data[\"activity\"].map(activity_labels)\n", + "\n", + " plot_data = plot_data.groupby([\"year\", \"activity_label\"], as_index=False)[\"amount\"].sum()\n", + " pivoted_data = plot_data.pivot(\n", + " index=\"year\", columns=\"activity_label\", values=\"amount\"\n", + " )\n", + "\n", + " combined_data = []\n", + " combined_data.append(pivoted_data) # making sure the order is correct\n", + "\n", + " # Adding exchange_scores as a prospective column\n", + " aggregated_row = pd.DataFrame(\n", + " {col: [pivoted_data[col].sum()] for col in pivoted_data.columns}, \n", + " index=[\"Sum\"]\n", + " )\n", + " combined_data.append(aggregated_row)\n", + "\n", + " total_timex_score = aggregated_row.T.sum() / 1e3\n", + " \n", + " spacer_row = pd.DataFrame(\n", + " {col: [np.nan] for col in combined_data[-1].columns}, index=[\" \"]\n", + " ) # Create a spacer row with NaN values\n", + " combined_data.append(spacer_row) # Add the spacer row before prospective data\n", + "\n", + " for scores, yr in zip(prospective_scores, [2020, 2030, 2040]):\n", + " prospective_data = pd.DataFrame(\n", + " scores.items(), columns=[\"activity_label\", \"amount\"]\n", + " )\n", + " prospective_data[\"year\"] = f\"Static ({yr})\"\n", + " pivoted_prospective_data = prospective_data.pivot(\n", + " index=\"year\", columns=\"activity_label\", values=\"amount\"\n", + " )\n", + " combined_data.append(pivoted_prospective_data)\n", + "\n", + " combined_df = pd.concat(combined_data, axis=0)\n", + "\n", + " if order_stacked_activities:\n", + " combined_df = combined_df[\n", + " order_stacked_activities\n", + " ] # change order of activities in the stacked bars of the waterfall\n", + "\n", + " # Calculate the bottom for only the dynamic data\n", + " dynamic_bottom = pivoted_data.sum(axis=1).cumsum().shift(1).fillna(0)\n", + "\n", + " # Add the spacer row to dynamic_bottom\n", + " dynamic_bottom = pd.concat([dynamic_bottom, pd.Series([np.nan], index=[\" \"])])\n", + "\n", + " bottom = pd.concat([dynamic_bottom, pd.Series([0]),pd.Series([0]), pd.Series([0]), pd.Series([0])])\n", + "\n", + " # Reset NaN values in the spacer row to 0 for the bottom array\n", + " bottom = bottom.fillna(0) \n", + " \n", + " bottom=bottom/1e3\n", + "\n", + " activity_labels_simplified = {\n", + " \"treatment of used powertrain for electric passenger car, manual dismantling\": \"Powertrain EOL\",\n", + " \"market for used Li-ion battery\": \"Battery EOL\",\n", + " \"treatment of used glider, passenger car, shredding\": \"Glider EOL\",\n", + " \"market group for electricity, low voltage\": \"Electricity Generation\",\n", + " \"powertrain production, for electric passenger car, without EOL\": \"Powertrain Production\",\n", + " \"battery production, Li-ion, LiMn2O4, rechargeable, prismatic, without EOL\": \"Battery Production\",\n", + " \"glider production, passenger car, without EOL\": \"Glider Production\",\n", + " }\n", + " combined_df.columns = combined_df.columns.map(activity_labels_simplified)\n", + "\n", + " combined_df = combined_df / 1e3\n", + " \n", + " # Plotting\n", + " ax = combined_df.plot(\n", + " kind=\"bar\",\n", + " stacked=True,\n", + " bottom=bottom,\n", + " figsize=(7, 5),\n", + " edgecolor=\"black\",\n", + " linewidth=0.5,\n", + " color=colors,\n", + " width=0.65,\n", + " )\n", + " ax.set_ylim((0, 23))\n", + " ax.set_ylabel(\"Global Warming Impact \\n (fixed 100 year time horizon) \\n [10$^{3}$ kg CO$_2$-eq]\")\n", + " ax.set_xlabel(\"\")\n", + " plt.xticks(rotation=45, ha=\"right\")\n", + "\n", + " # Add horizontal lines for waterfall structure\n", + " cumulative_totals = combined_df.sum(axis=1).cumsum()\n", + " for i in range(len(cumulative_totals) - 5):\n", + " ax.hlines(\n", + " y=cumulative_totals.iloc[i],\n", + " xmin=i,\n", + " xmax=i + 1,\n", + " colors=\"gray\",\n", + " # linestyles=\"dashed\",\n", + " linewidth=1,\n", + " zorder=0,\n", + " )\n", + "\n", + " # vertical line separating static results\n", + " vertical_line_x = len(combined_df) - 4\n", + " ax.axvline(x=vertical_line_x, color=\"white\", lw=2)\n", + " ax.axvline(x=vertical_line_x, color=\"black\", linestyle=\"--\", lw=1)\n", + "\n", + " ax.axhline(y=float(total_timex_score), color=\"black\", linestyle=\"dotted\", lw=1, zorder=0)\n", + " ax.text(-0.25, total_timex_score*1.02, \"Time-explicit score\", va=\"bottom\", style=\"italic\", backgroundcolor='white', bbox=dict(boxstyle='square,pad=0.1', fc=\"white\", ec=\"none\"))\n", + " \n", + " ax.text(\n", + " 9,\n", + " -3000/1e3,\n", + " \"Time-explicit\",\n", + " ha=\"center\",\n", + " va=\"center\",\n", + " )\n", + " \n", + " total_2020 = sum(prospective_scores[0].values()) / 1e3\n", + " ax.annotate('', xy=(len(combined_df)-2, total_timex_score), xytext=(len(combined_df)-2, total_2020), \n", + " arrowprops=dict(arrowstyle=\"->\", color='black'))\n", + " ax.text(x=len(combined_df)-2, y=(total_2020-total_timex_score)/2+total_timex_score, s=f\"$\\\\times${round(float(total_timex_score)/total_2020, ndigits=1)}\", ha=\"center\", va=\"center\", rotation=90, bbox=dict(boxstyle='square,pad=0.1', fc=\"white\", ec=\"none\"))\n", + " \n", + " total_2030 = sum(prospective_scores[1].values()) / 1e3\n", + " ax.annotate('', xy=(len(combined_df)-2, total_timex_score), xytext=(len(combined_df)-2, total_2030), \n", + " arrowprops=dict(arrowstyle=\"->\", color='black'))\n", + " ax.text(x=len(combined_df)-2, y=((total_2030-total_timex_score)/2+total_timex_score)*0.99, s=f\"$\\\\times${round(float(total_timex_score)/total_2030, ndigits=1)}\", ha=\"center\", va=\"center\", rotation=90, bbox=dict(boxstyle='square,pad=0.1', fc=\"white\", ec=\"none\"))\n", + " \n", + " total_2040 = sum(prospective_scores[2].values()) / 1e3\n", + " ax.annotate('', xy=(len(combined_df)-1, total_timex_score), xytext=(len(combined_df)-1, total_2040), \n", + " arrowprops=dict(arrowstyle=\"->\", color='black'))\n", + " ax.text(x=len(combined_df)-1, y=((total_2040-total_timex_score)/2+total_timex_score), s=f\"$\\\\times${round(float(total_timex_score)/total_2040, ndigits=1)}\", ha=\"center\", va=\"center\", rotation=90, bbox=dict(boxstyle='square,pad=0.1', fc=\"white\", ec=\"none\"))\n", + "\n", + " ax.hlines(y=total_2020, xmin=len(combined_df)-3, xmax=len(combined_df)-2, colors='black', linestyles='dotted', linewidth=1, zorder=0)\n", + " \n", + " handles, labels = ax.get_legend_handles_labels()\n", + " ax.legend(\n", + " handles[::-1], labels[::-1], loc=\"upper left\"\n", + " ) # Reversing the order for the legend\n", + "\n", + " # remove tick at vertical line\n", + " ticks, labels = ax.get_xticks(), ax.get_xticklabels()\n", + " filtered_ticks_labels = [(tick, label.get_text()) for tick, label in zip(ticks, labels) if label.get_text() != \" \"]\n", + " filtered_ticks, filtered_labels = zip(*filtered_ticks_labels)\n", + " ax.set_xticks(filtered_ticks)\n", + " ax.set_xticklabels(filtered_labels)\n", + " ax.set_yticks(np.arange(0, 23, 2.5))\n", + " \n", + " ax.set_axisbelow(True)\n", + " \n", + " ax.grid(which='major', linestyle='-', linewidth=0.5, alpha=0.7)\n", + "\n", + " plt.tight_layout()\n", + " plt.savefig(\"waterfall.svg\")\n", + " plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 204, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/var/folders/l1/k90rhb0j0ns58y35ymznsd700000gn/T/ipykernel_84641/1733192982.py:129: FutureWarning: Calling float on a single element Series is deprecated and will raise a TypeError in the future. Use float(ser.iloc[0]) instead\n", + " ax.axhline(y=float(total_timex_score), color=\"black\", linestyle=\"dotted\", lw=1, zorder=0)\n", + "/var/folders/l1/k90rhb0j0ns58y35ymznsd700000gn/T/ipykernel_84641/1733192982.py:159: FutureWarning: Calling float on a single element Series is deprecated and will raise a TypeError in the future. Use float(ser.iloc[0]) instead\n", + " ax.text(x=len(combined_df)-2, y=(total_2020-total_timex_score)/2+total_timex_score, s=f\"$\\\\times${round(float(total_timex_score)/total_2020, ndigits=1)}\", ha=\"center\", va=\"center\", rotation=90, bbox=dict(boxstyle='square,pad=0.1', fc=\"white\", ec=\"none\"))\n", + "/var/folders/l1/k90rhb0j0ns58y35ymznsd700000gn/T/ipykernel_84641/1733192982.py:164: FutureWarning: Calling float on a single element Series is deprecated and will raise a TypeError in the future. Use float(ser.iloc[0]) instead\n", + " ax.text(x=len(combined_df)-2, y=((total_2030-total_timex_score)/2+total_timex_score)*0.99, s=f\"$\\\\times${round(float(total_timex_score)/total_2030, ndigits=1)}\", ha=\"center\", va=\"center\", rotation=90, bbox=dict(boxstyle='square,pad=0.1', fc=\"white\", ec=\"none\"))\n", + "/var/folders/l1/k90rhb0j0ns58y35ymznsd700000gn/T/ipykernel_84641/1733192982.py:169: FutureWarning: Calling float on a single element Series is deprecated and will raise a TypeError in the future. Use float(ser.iloc[0]) instead\n", + " ax.text(x=len(combined_df)-1, y=((total_2040-total_timex_score)/2+total_timex_score), s=f\"$\\\\times${round(float(total_timex_score)/total_2040, ndigits=1)}\", ha=\"center\", va=\"center\", rotation=90, bbox=dict(boxstyle='square,pad=0.1', fc=\"white\", ec=\"none\"))\n", + "/Users/timodiepers/anaconda3/envs/timex_nov22/lib/python3.11/site-packages/matplotlib/text.py:898: FutureWarning: Calling float on a single element Series is deprecated and will raise a TypeError in the future. Use float(ser.iloc[0]) instead\n", + " y = float(self.convert_yunits(self._y))\n", + "/Users/timodiepers/anaconda3/envs/timex_nov22/lib/python3.11/site-packages/matplotlib/text.py:1467: FutureWarning: Calling float on a single element Series is deprecated and will raise a TypeError in the future. Use float(ser.iloc[0]) instead\n", + " y = float(self.convert_yunits(y))\n", + "/Users/timodiepers/anaconda3/envs/timex_nov22/lib/python3.11/site-packages/matplotlib/text.py:757: FutureWarning: Calling float on a single element Series is deprecated and will raise a TypeError in the future. Use float(ser.iloc[0]) instead\n", + " posy = float(self.convert_yunits(self._y))\n", + "/Users/timodiepers/anaconda3/envs/timex_nov22/lib/python3.11/site-packages/matplotlib/text.py:567: FutureWarning: Calling float on a single element Series is deprecated and will raise a TypeError in the future. Use float(ser.iloc[0]) instead\n", + " posy = float(self.convert_yunits(self._y))\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "order_stacked_activities = (\n", + " [ \n", + " glider_production_without_eol[\"name\"],\n", + " battery_production_without_eol[\"name\"],\n", + " powertrain_production_without_eol[\"name\"],\n", + " electricity_production[\"name\"],\n", + " glider_eol[\"name\"],\n", + " battery_eol[\"name\"],\n", + " powertrain_eol[\"name\"],\n", + " ]\n", + ")\n", + "\n", + "plot_characterized_inventory_as_waterfall(\n", + " tlca,\n", + " prospective_scores=[prospective_scores_2020, prospective_scores_2030, prospective_scores_2040],\n", + " order_stacked_activities=order_stacked_activities,\n", + ")" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "timex_nov22", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.10" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +}