lambda_n.md

To find the value of $\lambda_n$, we use the lambda_n.spice file. Here we check the influence of W and L on $\lambda$.

Let's fix L = 1u and see what happens when W increases.

For W = 1u

For W = 10u

For W = 100u

For W = 1000u

As expected, W doesn't affect the channel modulation parameter. Now, let's fix W = 100u and vary L to see what happens.

For L = 1u

For L = 10u

For L = 100u

For L = 1000u

Although not so big, changes in L affect $\lambda$ in an inversely proportional way.

Since we are going to fix L = 1u in the project, we'll use $\lambda_n = 3.8052 \cdot 10^{⁻2}$.