Electromagnetic Analysis

Generation, propagation, interaction with physical objects, the surrounding environment, electrically charged particles and components of electric and magnetic fields are described by Maxwell's equations:

Electromagnetics PDE equations

Together with the Lorentz force law, these equations form the foundation of electrodynamics, optics and electric circuits thus underlying modern electrical and communications technologies. Maxwell’s equations are linear under specific circumstances but for more realistic applications are non-linear and need more complex approaches to solve.

Many real-world problems such as scattering, radiation, waveguides etc., require computational techniques to conduct electromagnetic analysis that computes the E (Electric), and H (Magnetic) fields because of the irregular geometries found in devices. Thus computational analysis is important to the design of antenna, radar, satellite and general communication systems, photonic devices and high speed electronics, medical imaging, cell-phone antenna design, and many other applications that cover the frequency spectrum.

Electromagnetic frequency spectrum

The main areas of application for electromagnetic analysis are:

  1. Wave propagation: Electromagnetic waves contain an electric and magnetic component and can propagate in homogeneous materials, polarized media and negative refractive index materials; complex wave propagation may also exist at the interfaces between materials, see below:

    Electromagnetic analysis of surface plasmon resonance
    Surface Plasmon Resonance
  2. Waveguides: The design depends on the frequency band, wave power and transmission losses:  coaxial cables are used for RF components but dielectric waveguides are required for waves operating at optical or infra-red frequencies. Analysis uses the Helmholtz equations that place constraints on the modes of propagation; in coaxial lines any transverse electromagnetic wave can propagate whereas in hollow metallic waveguides only certain modes propagate.
  3. Antenna: The localized variation of the electromagnetic wave allows either transmission or reception through an arrangement of metallic conductors. Alternatively antennas can produce uniform distributions of electromagnetic fields but the oscillating fields may have unintended consequences on metallic objects placed within the field.

    electromangetic analysis of horn antenna
    Electric field distribution in horn antenna
  4. Scattering and absorption: Maxwell’s equations can provide details of the absorption, scattering, extinction, pressure cross-sections, back-scattering and radiation force exerted on the particle by an incident EM wave. EM waves may cause oscillation of particles and the energy is then scattered or they may absorb radiation and transform the incident energy into other forms.
  5. Microwave filters: Compact wireless systems with high data transmission rates integrate multiple filters that occupy minimal volume. Designs with specific passband frequencies and quality factors can be designed within required geometrical and topological constraints.

    electromagnetic Analysis of spiral resonantor
    Electric field in spiral resonator at resonant frequency
  6. EM forces: Induced Lorentz forces can be high enough to rapidly accelerate conductive material and can provide metal forming and joining operations as well as being the basis for electromagnetic rail gun launch systems.

By carefully integrating computational electromagnetic analysis into the early stage of product design AltaSim has helped its clients to achieve optimum performance in both high and low   power electromagnetic applications such as:

  1. Radio frequency
  2. EM forming/joining
  3. Photonics
  4. Optics
  5. Microwaves

In addition, AltaSim also provides a comprehensive range of training on computational electromagnetic analysis with the following courses:

  1. Electromagnetics in COMSOL Multiphysics: RF
  2. Electromagnetics in COMSOL Multiphysics: AC/DC

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