Mod-01 Lec-17 Addition of Angular Momenta - I

[@easyway122]

I read in book but didn't understand properly but now I understand clearly after watching this lecture thank you very much mam explain very well

[@paulcravero5447]

This is the best explanation of angular momentum addition that I have ever seen. Prof Bala's derivation in clear and logical steps is remarkable and should be studied by all other lecturers on this subject.

[@mathforphysics]

This is an excellent lecture. I'm reviewing this because I'm interested in Lie Algebra. There is a lot out there , but I've never seen this material covered this methodically.

[@raymondreddington6317]

I really thank you so much, I am coming from a very education system and trapped in some higher studies, but you have helped me out of this dilemma, thank you very much professor.

[@vaibhavpratap1041]

I'm a MSc student at IIT Indore . These lectures are really simple to understand. Thank you for this lecture series ✨

[@chiragsharma5624]

which book you use i think its undergraduate qm i need to study qm for q computing is this series enough and good iam from electronics

[@vaibhavpratap1041]

@@chiragsharma5624 In undergrd. we were following QM by D J Griffith and in Masters Morden QM by J J Sakurai . Zetllie is also good .There are the basic lectures with some applications. You will have to follow more stuff for quantum computing . You are from electronics , I think you are in undergrad. You should go for MSc physics or i-phd . You will have to go in a good institute where quantum computing is being thought .
And you should try for different research areas also , some students become blind behind the hipe of some advanced topics .

[@mimbekhouche4664]

U 're a perfect prof❤❤❤❤❤❤❤

[@tayyabahaider3872]

Ma'am thank you so much.. such a marvelous understanding and experience of quantum mechanics

[@rgbulusu]

excellent. outstanding. Really interesting.

[@itsme.damini]

Thank you so much ma'am for making this video.....its clear me hw to calculate cg coefficients....

[@abhijithkannan643]

very clearly taught and extremely helpful. Thank you ma'am

[@dipikamondal6544]

Thank you ma'am. Everything about CG coefficients, are clear.

[@iyadindia862]

51:32
why there is no + or - 1 1/[root(2)] for I 1,0> like the way we considered for I 0,0>
CAN ANYONE EXplain

[@bsstudy760]

Thanks mam, this video show how much indian are intelligent. Proud to be an indian

[@ArdeshirBanerjee]

I don't know why this is going over my head. Until now, it was all right.

[@verygoodhindimehotarai9628]

please hindi me padhao

[@MuhammadAsif-nt7zv]

What do you ment by vectors under rotation?

[@jatinderbirsingh3721]

Amazing !

[@cricketparadise2614]

Thanks a lot Ma'am 🙏

[@rohitpandey9391]

Thankyou mam 🙏🙏 I got what I couldn't get

[@ranabasaran]

thank you so much professor

[@GauravSingh-yo7hz]

Nice lecture 👌👌👌👌👌

[@physics706]

fatima4275, the coefficients are called clebsch Gordon coefficients..

[@teweteeh2090]

Thank you

[@mushtaq07sayyad]

excellent lecture

[@yogishreearabindapanda2293]

Wow!!! amazing

[@alishaanjum1108]

Why m not gettin it😶

[@ashkaralam845]

Thanks you Ma'am

[@rizwanasindhi6633]

why do we make set of those which commute with each other????

[@shrinkhalasharma7058]

because commuting observables share the same eigenket

[@giridharvemula8283]

at 24min of this video am not able to understand bcz m1 is j1-1 and m2 is j2-1 but why she added j1-1 with j2 why not j1-1 with j2-1

[@krishnanandrai442]

Nice lecture

[@mmajid09]

thanks ...

[@sagarrawal8332]

I was looking for Winger Eckart theorem...Anyone up for help??

[@fikrebekele7418]

Conti.ou best

[@MuhammadAsif-nt7zv]

What do you ment by vectors under rotation?

[@jyotirmayeepani7939]

Thank you so much professor