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Update README for clarity on parameter descriptions
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@@ -52,7 +52,7 @@ After cloning, add dependencies to your MATLAB path
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| `f1`, `f2` | Lower and upper frequency bounds of the passband (Hz) |
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| `theta1`, `theta2` | Desired phase shifts at `f1` and `f2` (rad) |
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| `n` | Number of unit cells (must be **odd** for passive–active–passive symmetry) |
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| `n` | Number of sub-unit cells (must be **odd** for passive–active–passive symmetry) |
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| `Z0` | Reference impedance (default: 50 Ω) |
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| `G_desired` | Target shunt conductance (set as a fraction of `G_max`) |
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@@ -104,8 +104,8 @@ which is solved exactly at `f1` and `f2`, then fit with an exponential model acr
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- `n` must be **odd** to maintain the passive–active–passive cascade symmetry
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- Loss-balanced condition (`Gsh = Rse/Z0²`) is available but commented out by default
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- The Rollett (K-Δ) stability analysis block is present in the code but commented out — uncomment to assess unconditional stability across frequency
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- Maximum achievable gain is estimated from the loss parameters and printed to the console on each run
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- The Rollett (K-Δ) stability analysis block is present in the code but commented out — uncomment to assess stability across frequency
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- Maximum achievable gain is estimated and printed to the console on each run
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---
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