Physics 37 Gauss's Law (13 of 16) Variable Charge Distribution: Sphere

preview_player
Показать описание

In this video I will find the electric field inside and outside a sphere of variable charge distribution.
Рекомендации по теме
Комментарии
Автор

In lecture, I say to myself, "What on earth is he talking about?" When I watch your videos, I say, "Aha! That makes sense!" I wish I could send the tuition to people like you and still wind up with my diploma. Thanks again for your kind, hard and generous work. 

eighthourlunch
Автор

Oh, ok. I have only been trying to understand this for like 3 days now and then I found your vid. 7 minutes in and IT ALL SNAPPED. I can finally sleep again. YOU ARE A GOD THANK YOU

secondo
Автор

Sometimes I watch your videos and I have questions, but then when in the process of writing the question I realize my mistake. Thank you!

TinCarpter
Автор

Your channel is a life saver! Thank you so much for keep making these videos for so many years! I really appreciate and I am very grateful for your hard work. Thank you so much.

isa_
Автор

Your videos are trully excellent! Your way of explaining makes everything seem really easy and understandable. You should know you make some of the most useful content on YouTube. Thank you!

Dreamer
Автор

Thank you Michel for contributing to our grasp of these not-easy concepts. We certainly appreciate your dedicated work!

taladiv
Автор

Thank you so much! Explained way better than the lecturer did!

robertheymer
Автор

My saviour, very grateful for you my friend.

alexg
Автор

Sir, I have a question, when you multiplied the charge density function with the volume to find the quantity of charge inside the sphere:
You multiplied the volume dv as 4 pi r ^2, but isn't 4 pi r^2 the surface area of the sphere? Shouldn't we multiply with 4/3 * pi * r^3 since that's the volume of the sphere?

Thank you for making these videos. They are an absolute lifesaver and give me hope in physics and passing my classes. Thank you.

maheshwaritanwar
Автор

thankyou sir very much, god bless you, you saved me from this concept which was haunting me

jeeadvanced
Автор

Thank you so much sir.
love from India

sathvikmalgikar
Автор

Super sir, you ruined the problem
We are saving us from the fear of physics!!!!

prajwalmn
Автор

God bless you, sir, you are making my studies easier, thank you.
I have one question, why do you have to find the volume when evaluating the electric field inside the sphere?

joshuaiyinkanmi
Автор

Thank you so much for this video !
I do appreciate that !

TaeTae-bubn
Автор

I have a question about electric field being constant on the gaussian surface. In this case that the charge distribution is not uniform throughout the volume, in the gaussian surface the charge density is not constant too. And if this is the case, the more charge is on one side of the gaussian surface and less on the other, how is electric field constant for gauss’s equation? Or am i wrong?

boboganbobogan
Автор

I hate the fact that when I am watching you do it, it makes perfect sense. But if left alone I can't do it...

anangelsdiaries
Автор

We did integral to find the charge because the sphere is not Non-Uniform. If the sphere was uniform, would we do integral again?

EkOyun
Автор

How would you solve this problem using the differential form ?

leusmith
Автор

you use of the term epsilon0? is this absolutely correct inside the sphere, should it not be epsilon i.e. er x e0?

dalecooper
Автор

who else is cramming before EM Physics test?

InFAMOUSPS_