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pde

Adaptive P/ODE numerics with Grassmann element TensorField assembly

A C++ library focused on tools for solving Partial Differential Equations with strong-form mesh-free (meshless) methods, such as RBF-FD, GFDM, FPM, etc...

M2 Project within the subject "Wavelet & Different calculus", Université Grenoble Alpes, France.

Estándar de datos para interconexión de la Plataforma Digital Estatal del Sistema Anticorrupción con instituciones públicas del Estado de México

Minimal Phase Field codes implemented in Python: we provide here python scripts realizing minimal implementation of Phase Field models. The current repository is meant for didactic and illustrative purposes (and/or quick checks). The following models are included (list will be periodically updated).

Investigation of numerical methods for damping reflections of quantum waves on numerical boundaries for Schrödinger equation.

Просто пара примеров решения диффуров

Numerical implementation of the solution of the extended Gross-Pitaevski equation that describes two-dimensional Bose-Einstein condensate interacting with a rotating molecule. Code uses the backward Euler scheme to solve imaginary that gives the system's ground state properties. In principle, code can be expanded to solve any non-linear partial equation that follows the variational rule (like eGPEs) and to any dimensionality.

A simple solver for laplace equation in 2D usable for electrostatics

Datasets of exact solutions for numerical PDE, which are generated by 1-order methods in finest grids

Solve Boundary Value Problems for Partial Differential Equations and Systems with Finite Difference Algorithms.

Animaciones creadas con Processing