Changes

EM.Ferma

148 bytes added, 04:41, 1 September 2016
== EM.Ferma Features at a Glance ==
=== Physical Structure Definition ===
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Dielectric objects in free space (Electrostatics)</li>
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Magnetic objects in free space (Magnetostatics)</li>
</ul>
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Voltage sources Fixed-potential PEC for maintaining equi-potential metal objects</li>
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Uniform volume chargesVolume charge sources</li> <li> Volume current sources</li>
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Wire current sources</li>
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Permanent magnets</li>
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</ul>
[[Image:STAT4 14.png|thumb|400px| Vector plot of magnetic field distribution in between two permanent magnets.]]=== 3D Electrostatic & Magnetostatic Simulation ===
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Finite difference solution of Laplace and Poisson equations for the electric scalar potential with Dirichlet and Neumann domain boundary conditions&nbsp;</li>
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3D domain solution as well as 2D Finite difference solution of a longitudinally infinite version of Laplace and Poisson equations for the structure defined on a&nbsp;2D plane&nbsp;magnetic vector potential with Dirichlet domain boundary conditions&nbsp;</li>
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Calculation of electric scalar potential and electric field</li> <li> Calculation of magnetic vector potential and magnetic field</li>
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Calculation of electric flux over user defined flux boxes and capacitance</li>
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Parametric sweep with variable object properties or source parametersCalculation of magnetic flux over user defined flux surfaces and inductance</li></ul> === 3D Magnetostatic Simulation === <ul>
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Calculation of electric and magnetic fields due to wire current sources</li> <li> Discretization of arbitrary curves into polylines/polygons</li> <li> Calculation of magnetic flux over user defined flux surfaces energies, Ohmic power loss and inductanceresistance</li>
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Parametric sweep with variable object properties or source parameters</li>
Custom output parameters defined as mathematical expressions of standard outputs</li>
</ul>
 
<table>
<tr>
<td>
[[Image:STAT4 14.png|thumb|left|480px| Vector plot of magnetic field distribution in between two permanent magnets.]]
</td>
</tr>
</table>
== A Static Simulation Primer ==
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