Second-order approximations for RLC trees

@article{Lin2004SecondorderAF,
  title={Second-order approximations for RLC trees},
  author={Ching-An Lin and Chien-Hsien Wu},
  journal={IEEE Transactions on Computer-Aided Design of Integrated Circuits and Systems},
  year={2004},
  volume={23},
  pages={1124-1128}
}
We propose two-pole one-zero second-order approximations for transfer functions in resistance-inductance-capacitance trees. The approximation matches the first three moments of the original transfer function. Formulas for computing step-response parameters such as delay time, rise time, overshoot, etc., are given. Simulation results show that adding the zero improves accuracy of the approximation. 
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