Electric Displacement Vector D and Magnetic Intensity Vector H in Electromagnetism?

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SUMMARY

The electric displacement vector D and the magnetic intensity vector H are crucial in electromagnetism, particularly when matter is present. They simplify Maxwell's equations by replacing the electric field vector E and the magnetic flux density vector B, respectively. The permittivity of a material indicates its polarization, while permeability reflects its magnetization. Understanding these vectors allows for a clearer representation of external fields versus real fields influenced by matter.

PREREQUISITES
  • Understanding of Maxwell's equations
  • Familiarity with electric field vector E and magnetic flux density vector B
  • Knowledge of material properties such as permittivity and permeability
  • Basic concepts of electromagnetism
NEXT STEPS
  • Study the role of electric displacement vector D in dielectric materials
  • Explore the significance of magnetic intensity vector H in magnetic materials
  • Learn about the relationship between permittivity, permeability, and material polarization
  • Investigate the implications of Maxwell's equations in different media
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Students and professionals in physics, electrical engineering, and materials science seeking to deepen their understanding of electromagnetism and the behavior of electric and magnetic fields in various materials.

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I can understand what the electric field vector E and the magnetic flux density vector B mean, but what exactly are the meanings of the two other vectors, the electric displacement vector D and the magnetic intensity vector H? What are their physical explanations?
 
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When mattter is present Maxwell's equations take on a more simple form when E is replaced by D and B replaced by H - a form similar to the vacuum equations. The premitivity represents the polarization of the material and the permeability represents the magnitization of the material.

Pete
 
To elaborate a little:
Most types of matter have a tendency to align themselves with or against magnetic and electric fields in their vicinity, thus increasing or decreasing those fields. To a good approximation, you can often use D and H to represent the "imposed" or "external" fields, and E and B to be the real fields which will include the contributions from the matter.
 
Thanks for the replies! Things you told sound sensible, and I think I'm having a bit better understanding now.
 

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