Dataset Browser

Explore comprehensive guides and code examples for solving the complex Richards equation using the finite difference method within Matlab. This numerical approach is crucial for accurately simulating unsaturated flow modeling in porous media, making it an essential Matlab PDE solver for researchers and engineers in hydrology, soil science, and environmental engineering.

Explore Fortran code implementations for solving the advection equation using the finite difference method. This resource provides insights into numerical simulation techniques, offering practical examples for computational fluid dynamics or other physics-based modeling where accurate advection schemes are crucial for simulating transport phenomena.

This document details a sophisticated numerical algorithm designed to efficiently solve the unsteady transonic small disturbance equation. It leverages a finite difference approach combined with an approximate factorization technique, providing a robust computational method for analyzing complex, time-dependent transonic flow phenomena where traditional methods face significant challenges.

Explore the practical application of the Finite Difference Method to numerically solve the Schrodinger Equation using Matlab. This resource delves into computational physics techniques, providing insights for simulating quantum mechanical systems and understanding wave function evolution through robust numerical analysis.

Explore the essential principles and applications of finite difference methods within heat transfer analysis. This second edition provides comprehensive insights into numerical heat transfer techniques, ideal for engineers and students seeking to master computational methods in thermal engineering and fluid dynamics. Discover robust approaches for solving complex thermal problems efficiently.