Modeling

Topics
	Energy equation
	It prepares and solves the Energy equation.
	Generic transport equations
	It discretizes and solves the generic transport (advection/diffusion) equation.
	Compute properties of materials
	Compute local properties of materials (density, viscosity, etc.) from geometry, equation of state and reference properties of materials.
	Navier-Stokes equations
	Prepare and solve the Navier-Stokes equations.
	Phase advection equation
	Routines relative to the phase advection equations (multiphase flows).
	Poisson equation
	It discretizes and solves the Poisson equation.
	Species transport equations
	It prepares and solves the species transport (or advection/diffusion) equations.
	Turbulence models
	Turbulence models and methods.

Namespaces
module	variables_modeling
	Declaration of variables relative to the equations and models used.
module	variables_all_equations
	Declaration of a variable module that encapsulates variable modules of each equation.

Detailed Description

A set of [models and equations] (Brief description of models and equations) can be solved by Notus. There is one subdirectory per each one of them:

• navier directory is associated to the Navier-Stokes equations
• generic_transport_equation directory is associated to the resolution of the transport (advection/diffusion) equation (used to solve the species transport equation system)
• energy directory is associated to the Energy equation
• species_transport directory is associated to the set of species transport equations
• multiphase directory is associated to the set of phase advection equations for multiphase flows of immiscible fluids
• turbulence directory is associated to turbulence models

Even if this directory is called modeling, it contains some high level numerical methods such as the time uncoupling of the equations and the velocity/pressure coupling method.

There is also a directory to compute the physical properties of the fluid depending on temperature and/or volume fraction, species concentration.

Finally it contains enumerations and scalar variables that are common to all these equations.