Відео

Thanks sir ❤

I really like the explanations. But UA-cam is exaggerating the amount of ads in the middle of the video. In 13 minutes of video, 4 ads appeared!!!

In my nuclear physics oral exam I was asked about this experiment, and I answered using the explanation given in this video. My teachers said that it's really difficult to explain it in a clear and concise way, but I did it. Thank you very much

Also explains in hindi for interest

Profound

the best video, ever!!!

Lot of respect from Pakistan sir

Sir solve more nad more problems from different exam and mit University of America. As we got theory from different sources but not having any book or material on problems and without the same we are felling zero

I don't see any one in this world like this teacher He is very clear and not miss any thing about the portion

Technoblabble.

Thank you sir

Thank you very much!!! It was very clear

Probably my first and only comment on any video. This video shows one of the most complex and difficult equation in such a manner that no other teacher has been able to show me till now. Really great video sir Thank you so much

😅🎉 I subscribed. I love this topic.❤ 👍

Sir can you suggest some books on nuclear physics, for the Quantum physics I am referring Arthur Beiser. I am currently in 4th semister.

after one year i tried your first projectile question the answer by gpt is right

0:28 0:31 0:31

You are so generous❤❤❤❤ sir, please help us with your valuable time with lecture. ❤❤❤😊😊

Please do more of these

@8:30 Says wave cannot be measured. He should go back to school? Seems awfully confused since we are always defining wave lengths of different photons. A "wave packet" he so loves is just a SINGLE Comlete wave. that is all.

This video is a wonderful exposition of how the neutrino problem indicates new physics. Larson's Reciprocal System postulates the three neutrino flavours as follows: The neutrino triple notation shows that the uncharged neutrino consist of both a magnetic and electric rotation and that collisions give these rotations a charge or rotational vibration. The magnetic charge is two dimensional and therefore takes 720% to complete compared to the electric vibration which is one dimensional and takes 360 degrees to complete. Larson explains that the uncharged neutrino is massless (because it has zero net displacement) and is carried by the progression as a form of radiation, but acquires mass from the magnetic charge which causes it to become trapped inside an atom whereby it imparts its magnetic charge to the atom as one unit of vibrational mass.

No particle spins on its own axis, physically. It's a misinterpretation in textbooks to distinguish between orbital angular momentum. It should have been intrinsic angular momentum. Its nice you have explained it

Even students like me can understand physics if we get teachers like you i never understand anything in physics but your way of teaching is so amazing that it feels like even i can do that❤

Thank you enjoyed solving the questions.......I applied the concepts correctly but did some calculation mistakes

I really need to appreciate your sincereness to the people who follow you. Thanks for another masterpiece!

Very nice explanations!

Helllllooo thank you so much can we have part 3 before my exam on 25th pleaseeee? 😅

Outstanding , thank you.

Sir you teach verry well but I don't understand anything 😢

Please also make some lectures on hatree-fock and density functional theory

You are the best!!!!

An example of how a great teacher teaches. Real life examples, stories, theoretical and experimental ideas and methods, taught by passion.

Well done task

Unfortunately, in general, neither symmetric nor ant-isymmetric wavefunctions can be said to be eigenfunctions of the Hamiltonian. The wave function for an electron in a hydrogen-like atom with atomic number Z in the ground state is RZ(r)=2(Z/a0)^(3/2)*exp(-Zr/a0). RZ(r) is an eigenfunction of HZ=1/(2m)*p^2-Ze^2/(4πε0r). But RZ(r) is not an eigenfunction of HZ'=1/(2m)*p^2-Z'e^2/(4πε0r), Z'≠Z. Let us consider the case where a hydrogen-type atom with atomic number Z and a hydrogen-type atom with atomic number Z' are sufficiently separated from each other. And each electron in each atom is in the ground state. The anti-symmetric wave function Ψ={RZ(r1)RZ'(r2)-RZ(r2)RZ'(r1)}/2^(1/2) is not an eigenfunction of the Hamiltonian H=1/(2m)*p1^2-Ze^2/(4πε0r1)+1/(2m)*p2^2-Z'e^2/(4πε0r2). It should be an ironclad rule of quantum mechanics that the wave function is an eigenfunction of the Hamiltonian.

Sir I am quite confident about your teaching capabilities being a regular watcher of your videos in our channel "For the love of physics" but I don't know anything about other teachers and their teaching skill therefore is there anyway to get a few of their demo classes

In 6 month how to crack this exam this is not funny😮,

Mind blowing stuff. Keep up the good work.

Thanku so much sir

wonderful explanation sir thank you

Great

Excellent!

Sir I'm from Pakistan and I want to buy your courses but unable to get this because your app is not available in my country. I will make payment to your bank account from Dubai through my friend who is living there in Dubai. How can I access your lecture please must reply

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Is this class available in English medium sir?

Fabulous sir ❤❤❤❤....

Thankyou so much sir I love the lecture . Thankyou sir 🙏