Gauss's Law for Magnetism in Integral and Differential Form

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Gauss's Law for magnetism is theoretically discussed. The integral form of Gauss's Law is converted to differential form via the Divergence Theorem. Applications to electrodynamics are discussed. Speculations on magnetic monopoles are also discussed. An intuitive understanding of Maxwell's Equations and electromagnetism is developed.

#KonstantinLakic
#GaussDivergenceTheorem
#MaxwellsEquations
  1. Elucyda
  2. Maxwell
  3. Maxwell's
  4. Magnetism
  5. Magnetic
  6. Ferromagnetic
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Комментарии
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It gets slightly blurry at the beginning while I move closer to the camera. Stay tuned for the conversion between integral and differential form.

Elucyda
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We need more videos like this.. i specifically like when you told what'll happen if we have a magnetic monopole.. and what'll the formula of divergence of B if that happen.. i liked when you helped me to think more..❤️

ayanii
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Great job. U just thought better than my professor. Thanks man. Do post more lectures on Higher physics🙏❤️.

robust
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Thanks!

Is it possible to draw such a closed surface where the net flux differs form zero? I guess I could draw such a contour in my brain but understand that there must be something I'm missing 😁

urbanspoken
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Nice video, thanks for sharing your knowledge!

newlyjason