Structural Optimization and Scientific Computing
optymus is a Python library for solving optimization problems in mechanical engineering and scientific computing. Built on JAX for automatic differentiation, it provides efficient gradient computation and GPU acceleration. The library is designed for structural optimization, topology optimization, and general-purpose numerical optimization.
- Topology Optimization: PolyMesher-based mesh generation with signed distance functions
- Pre-built Engineering Domains: Cook membrane, Michell truss, MBB beam, Wrench, Suspension
- Structural Analysis Support: Boundary conditions, load definitions, and FEM-ready domains
- Multiple Optimization Methods: Gradient-based (BFGS, Conjugate Gradient, Newton), adaptive (Adam, AdaGrad), and evolutionary (CMA-ES, Differential Evolution, Particle Swarm)
- Constraint Handling: Support for equality and inequality constraints via penalty methods
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Install optymus:
uv add optymus
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Basic optimization example:
from optymus import Optimizer from optymus.benchmark import Mccormick import jax.numpy as jnp f = Mccormick() initial_point = jnp.array([2.0, 2.0]) opt = Optimizer(f_obj=f, x0=initial_point, method='bfgs') opt.report()
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Topology optimization with engineering domains:
from optymus.benchmark import MbbDomain from optymus.methods import polymesher # MBB beam domain with boundary conditions domain = MbbDomain # Generate polygonal mesh result = polymesher(domain=domain, num_elements=100)
Visit the official documentation for:
- Complete API reference
- Optimization method guides
- Mechanical engineering examples
- Topology optimization tutorials
If you use optymus in your research, please cite:
@misc{optymus2024,
author = {da Costa, Kleyton and Menezes, Ivan and Lopes, Helio},
title = {Optymus: Optimization Methods in Python},
year = {2024},
note = {GitHub Repository},
url = {https://github.com/quant-sci/optymus}
}