Basic Physics & Mathematics Interfaces
- Taught by Emilio Ruiz Reina
- This course is part of the following academic programs:
- Master Degree in COMSOL Multiphysics Modeling: Electromagnetism & Optics
- Master Degree in COMSOL Multiphysics Modeling: Chemical Engineering & Electrochemistry
- Master Degree in COMSOL Multiphysics Modeling: Structural Mechanics & Acoustics
- Master Degree in COMSOL Multiphysics Modeling: Fluid Mechanics & Heat Transfer
- Also available to be included in a Custom Program
We will cover multiphysics modeling using the basic physics and mathematics interfaces of COMSOL Multiphysics, including a brief review of their theoretical foundations.
The content of this course covers, first of all, the basic physics interfaces and their physical foundations. It includes sections on electric and magnetic field theory, acoustics, transport of diluted species, laminar fluid flow, heat transfer and structural deformation of solids. It also describes in detail the associated physics interfaces that implement these theoretical equations in the simulation model.
Second, we will discuss the use of mathematics interfaces for equation-based modeling. With these interfaces, we can solve various types of partial differential equations (PDEs) using different formulations. In addition, they allow us to solve ordinary differential equations (ODEs) and distributed and global algebraic equations, as well as to generate curvilinear coordinate systems, manage events and define a wall distance field.
All these basic physics and mathematics interfaces are available on the main COMSOL Multiphysics platform. They allow us to solve basic problems in electromagnetics, acoustics, fluid flow, heat transfer, chemical species transport and structural deformation. The basic mathematics interfaces provide great flexibility, and with them we can solve virtually any problem stated in the form of partial differential equations.
- Theoretical Foundations and Physics Interfaces
- Electric and magnetic fields.
- Transport of diluted species.
- Laminar fluid flow.
- Heat transfer.
- Structural deformation of solids.
- Acoustics.
- Associated physics interfaces.
- Mathematics Interfaces
- Equation-based modeling.
- Partial Differential Equations (PDEs).
- Ordinary Differential Equations (ODEs).
- Global and distributed algebraic equations.
- Curvilinear coordinates.
- Events.
- Distance to the wall.