# Magnetostatic

The magnetostatic solution describes the distribution of static magnetic fields due to permanent magnets and continuous currents.

In this chapter the available physical solutions of the MAGNETICS for NX / Simcenter Solver are presented. Choose one solution to learn more about the theoretical background, the applications and the solved results of them.

The magnetostatic solution describes the distribution of static magnetic fields due to permanent magnets and continuous currents.

The electrostatic solution describes the distribution of electric fields due to static charges and / or levels of electric potential.

The electro-kinetic solution, also called 'DC Conduction Steady State', describes the distribution of static electric current in conductors.

The Coupled Thermal solution describes the distribution of temperature fields due to losses from electromagnetic solutions or due to applied thermal loads.

The magneto-dynamic solution describes the distribution of magnetic fields and eddy currents due to time dependent

excitation loads or motion.

The electrodynamic solution describes the distribution of electric fields due to dynamically varying charges and/or levels of electric potential. This soluton allows time variations.

The Full Wave Solver takes into account all terms of Maxwell's equations. Due to this the wavelength can be smaller than the analyzed part dimensions and even very high frequencies are allowed. In the time domain results are the electric and magnetic field for every time step.

The powerful capability 'Individual Physics' allows the advanced user defining his own special physical formulations, solve for them in Magnetics and exploit all the excellent tools provided by NX / Simcenter.

The magneto-dynamic solution in frequency domain describes the distribution of magnetic fields and eddy currents due to time harmonic excitation loads.

The electrodynamic solution describes the distribution of electric fields due to dynamically varying charges and/or levels of electric potential in frequency domain.

The Full Wave Solver takes into account all terms of Maxwell's equations. Due to this the wavelength can be smaller than the analyzed part dimensions and even very high frequencies are allowed. In the frequency domain Results are the electric and magnetic field due to excitation frequencies.

The Coupled Elasticity solution computes mechanical displacements and stresses due to forces from electromagnetic solutions or due to applied mechanical loads.