%% This file is used to demonstrate that SINDy-PI could be used to discover the implicit PDE. ux(kk,:)=CalDerivative(real(usol(:,kk)),dx,1); uxx(kk,:)=CalDerivative ...
Compiler that converts an input PDE with sufficient boundary conditions to an iterated ODE model. This model should then serve as an input to an analog-digital hybrid computer. The generated ODE is an ...
Partial differential equations (PDEs) are workhorses of science and engineering. They describe a vast range of phenomena, from flow around a ship’s hull, to acoustics in a concert hall, to heat ...
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