Diffpack Online

Selected Applications

This list shows some problem areas where Diffpack has been used:

The Laplace, Poisson, Helmholtz, heat, and wave equations: in general 1D/2D/3D geometries
Structural analysis described by 2D/3D linear elasticity theory
Compressible and incompressible 2D/3D Newtonian fluid flow
Incompressible 2D non-Newtonian fluid flow between two plates
Hele-Shaw flow for injection molding processes
The Black-Scholes problems for option pricing in computational finance
Stefan problems in heat transfer
Squeeze-film fluid-structure interaction
Large plastic deformation in forming processes
Optimal control and optimization problems in forming processes
Electrical activity in the heart
Deformation of tissue during surgery
Shallow water waves and tsunami propagation, also with weakly: dispersive and nonlinear effects
Fully nonlinear 3D water waves
Mild slope equations in the modeling of wave power plants
Run-up of waves on beaches
Solidification during aluminum casting
Quasi 1D model for free surface flow of a non-Newtonian: polymer
Two- and three-phase flow in oil reservoirs
Compositional flow in porous chemical reactors
Poroelastic processes and earthquake analysis
Heat and fluid flow in deformable rocks
Continuous Markov processes, modeling e.g. random vibrations: of simple structures
The 1D linear advection equation with random advection velocity
Stochastic groundwater flow

View also this list of application demos.