Stationary dynamics in DNA:a nonlinear Klein-Gordon approach

Stationary solutions of the Klein-Gordon equation are time-independent states, analyzed via MATLAB to model system equilibria.

The MATLAB code solves the non-linear Klein-Gordon equation numerically for stationary solutions using the Newton-Raphson method, parameterized by κ and β. It sets up a system of differential equations representing the lattice dynamics, solves them with fsolve, and plots the equilibrium states for different parameter sets.