Differentiable Flexible Mechanical Metamaterials
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Updated
Sep 22, 2026 - Jupyter Notebook
Differentiable Flexible Mechanical Metamaterials
Jupyter-based computational lecturebook for ME 69700 – Nonlinear Wave Mechanics
Evaluation of an analytical Volterra series solution to the Burgers equation
Python code to simulate a nonlinear fractional wave equation
Interactive WebGL lab for the 1+1D sine-Gordon breather (v1.0, 18 Aug 2026). Dual Follow/Lab views of a locally Lorentz-invariant energy lump: γ(n,V), length contraction, carrier/clock split, and de Broglie phase fronts at v_dB = c²/v. From the 14 Aug 2026 paper on geodesic motion in an effective metric from substrate flow.
Code associated with the paper "The impact of a wind switch on the stability of traveling fronts in a reaction-diffusion model of fire propagation."
MATLAB experiments measuring slow phase drift and stability of nonlinear traveling waves in the FPUT lattice
Numerical algorithms to study spectral properties of numerically exact stationary and moving polarobreathers
Compute the wavelength, free-surface geometry, kinematics, and integral invariants of nonlinear waves in finite depth.
Serial C++ pseudospectral code for solving the 1D Schrödinger-Helmholtz/nonlinear Schrödinger equation
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