Flux density and Divergence of Electric field

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SUMMARY

Flux density is defined as electric flux per unit area, while divergence is defined as flux per unit volume. The discussion clarifies that flux density and the divergence of the electric field (E) are distinct concepts. Specifically, flux density relates to the electric field divided by the area vector, whereas divergence quantifies how much electric field lines spread out from a point. This distinction is crucial for understanding electromagnetic theory.

PREREQUISITES
  • Understanding of electric flux and its calculation
  • Familiarity with vector calculus concepts
  • Knowledge of electric fields and their properties
  • Basic principles of electromagnetism
NEXT STEPS
  • Study the mathematical definition of divergence in vector calculus
  • Explore the relationship between electric field and electric flux
  • Learn about Maxwell's equations and their implications for electric fields
  • Investigate applications of divergence in physics and engineering
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Students and professionals in physics, electrical engineering, and anyone studying electromagnetism who seeks a deeper understanding of electric field concepts.

Shreya
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Homework Statement
Is flux density same as divergence of electric field
Relevant Equations
Div E = (lim as V tends to zero) of (1/V) E*dS
V is volume
I think Flux density is flux/Volume.
Or is it flux/ Area
Please be kind to help
 
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Divergence is defined as flux per unit volume.
 
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Thanks a lot, Gordianus!
Gordianus said:
Divergence is defined as flux per unit volume
I think flux density is electric field / unit area vector...
So flux density and divergence of E are different,right?
 
Last edited:

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