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You discussed the B due to the current at the center of the loop. What about the contributions to B from the rest of the wire. Isn't there a contribution that needs to be integrated over the length of the wire according to the sine of the angle formed between the loop and the distance to the point on the wire?
ОтветитьSir can make a vedio for neet physics objectives
ОтветитьPls make vedio for neet physics objectives
ОтветитьNeet physics objectives please
ОтветитьDo this for Biot-Savart please.
ОтветитьThank you sm
ОтветитьThank you!! This helped me out with E and M
ОтветитьI'm so gratetful to you <3 finally I got the ampere's law thanks to you.
Ответитьhi, can you for a (Magnetic field in an elliptical cylinder) finding?
Ответитьgreat
ОтветитьWhat will be the electric field and magnetic field inside and outside the cylinder if current is time varying and on the surface of the cylinder?
ОтветитьThank you for the comprehensive explanation!
ОтветитьThank you!
Ответить△, △△, △△△
ОтветитьSir @PhysicsNinaja, for the field inside the wire, why is permeability of a the vacuum is used if the conductor does have some higer permeability?
ОтветитьSir @PhysicsNinja, I really would like to underatand how the describtion behaves if the conductor is surrounded with a cylinder of magnetic material (like iron, for example)? The cylinder is having certain thickness and it is separated from the wire with certain distance.
ОтветитьJust for completeness:
The current density is constant if the frequency is low. If the frequency is really high the skineffect comes into play and makes the current of the conductor flow more over its surface.
Thank you very much so understandable
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ОтветитьVery nice 👍👍
ОтветитьThank you!
ОтветитьLove from India🇮🇳
ОтветитьThank you SO much for the wonderful explanation. I think I genuinely also understand Gauss' Law better now too.
Ответитьbeautiful explanation. thanks for the video
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