Gradient and Laplacian in Spherical Coordinates

[@MS-sv1tr]

It's like how you have to turn your whole house into a giant mess to rearrange the furniture

[@lucascruz8899]

Thanks, it was very helpful! So many people struggle to find this way of deriving them.

[@rashiekazulaytabina5367]

9:23 the gradient

[@aidalf1912]

may God bless you

[@elovoe_brevno]

U re my savior ❤❤❤❤

[@Salmanul_]

2:39 why does switching x,y,z with spherical unit vectors work? How do you change spherical coordinates to Cartesian coordinates

[@alyasker2194]

by taking the dot product between the cartesian components and the spherical components you can express each unit vector in terms of the other set of unit vectors

[@sattkrit_pathak]

dot product

[@mr.jaydeepmakwana7457]

Really helped me..thanks

[@braedenlarson9122]

Thanks, this is very helpful :)

[@keshosingh5645]

well explained thank you Sir

[@abidullah6156]

Thank you sir very helpful

[@kianahashemi8531]

thanks . it really helped

[@hudarkcreation5970]

Why there is no r^ dho/dr (theta^ 1/r dho/dhotheta ?

[@RaviKumar-eu2gs]

09:39

[@bonbonpony]

Not really a derivation, just verification when someone else gave you the right answer.

[@longshi1217]

thanks a lot! But still got a question: how do you know the initial 3 equations? I mean I am a chem student so it really puzzled me🥲