Add support 1D nonlinear problems. Fix Dirichlet boundary condition application in Newton-Raphson iterations by setting the residual row to the required increment (value - solutionVector[node]) rather than the absolute target value

Author: nikoscham

README.md

@@ -17,7 +17,7 @@
 
 ## Features
 
-- <b>Physics models:</b> creeping (Stokes) flow, front propagation, heat conduction
+- <b>Physics models:</b> creeping (Stokes) flow, Euler-Bernoulli beam bending, front propagation, heat conduction, general form PDE (linear and nonlinear)
 - <b>Meshing:</b> simple 1D/2D mesh generation, unstructured mesh import from Gmsh (`.msh`)
 - <b>Solvers:</b> frontal, Jacobi (CPU/WebGPU) and LU, Newton–Raphson for nonlinear systems
 - <b>Performance:</b> web worker support for multi-threaded computation

dist/feascript-worker.esm.js

@@ -10,6 +10,10 @@ This directory contains Node.js examples demonstrating how to use the FEAScript
 
 This example demonstrates solving a one-dimensional advection-diffusion problem with a Gaussian source term. The problem models the transport of a substance under the effects of both diffusion and advection. For detailed information on the model setup, refer to the corresponding [tutorial](https://feascript.com/tutorials/advection-diffusion-1d.html) in the FEAScript website.
 
+#### 2. Nonlinear Reaction-Diffusion (`nonlinearReactionDiffusion1D.js`)
+
+This example demonstrates solving a one-dimensional nonlinear reaction-diffusion problem with a quadratic reaction term, using the Newton-Raphson method (`nonlinear: true`).
+
 ## Running the Node.js Examples
 
 #### 1. Create package.json with ES module support: