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2d magnetic field simulation

2d magnetic field simulation

This java applet is a magnetostatics demonstration which displays the magnetic field in a number of situations. You can select from a number of fields and see how particles move in the field if it is treated as either a velocity field (where the particles move along the field lines) or an actual force field (where the particles move as if they were little magnets). EMWorks 2D is a software for two-dimensional electromagnetic simulation, which enables you to test and improve your designs in record time. Having an intuitive workflow, EMWorks2D integrates seamlessly into the Solidworks environment, for a truly effortless and engaging simulation experience. 2D Magnetic Device Simulator. The Magnetic ™ module enables the Atlas device simulator to incorporate the effects of an externally applied magnetic field on the device behavior. The dynamics of the charge carrier motion are modified by the addition of the Lorentz force. This force is proportional to the vector product of the carrier velocity and the applied magnetic flux density vector.

2d magnetic field simulation

EMWorks 2D is a software for two-dimensional electromagnetic simulation, which enables you to test and improve your designs in record time. Having an intuitive workflow, EMWorks2D integrates seamlessly into the Solidworks environment, for a truly effortless and engaging simulation experience. 2D & 3D Magnetic Field Simulation Modeling State-of-the-art Risk Mitigation Technology. We provide plan-view and elevation view magnetic field simulation modeling of building electrical systems: Simulation modeling at a 50% and 75% building loads. These EMF simulation models illustrate the magnetic emissions profile as a 2D horizontal or vertical plane through the building. 3D Magnetic Device Simulator. The Magnetic 3D ™ module enables the Atlas device simulator to incorporate the effects of an externally applied magnetic field on the device behaviour. The dynamics of the charge carrier motion is modified by the addition of the Lorentz force. This force is proportional to the vector product of the carrier velocity and the applied magnetic flux density vector.

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Tesla Transformer Magnetic Field Simulation, time: 0:18
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