Тэги:
#angular_velocity #angular_frequency' #SHM #Unifirm_circular_motionКомментарии:
Sir HC verma is the best ❤
ОтветитьThank you so much Sir ❤❤.. Now we are friends 💖💖💖💖
ОтветитьThanks as always professor!
ОтветитьLet's stop using one-greek letter. Let's start using Words, and stop aiming for short writing. Short writing using one greek symbol sgould be things of the past.
ОтветитьThese examples made me understand 😊 thank you sir
ОтветитьThanks a lot sir...!
Ответить❤❤❤❤❤❤❤❤❤❤❤
ОтветитьThank You so much, professor.
Ответитьamazing thanks. clicked on the 2nd example.
ОтветитьHA_B "
ОтветитьThank you!!!
ОтветитьThank you sir, You are truly the GOAT. You made me fall in love with Physics.
ОтветитьThanks! So much clearer than all the answers on Quora! (They are all so misleading, even from “Masters in physics”, “teachers in physics” etc.)
ОтветитьDear professor plz specify the acceleration of uniform angular speed...although at constant speed there exist tangential acceleration and radial acceleration orthogonal to it. Hence when you said constant velocity I got the impression that it derivative is zero but I had thought otherwise....plz specify one more time how accurate I might be....I really thank you for your time as one of the greatest in the field...
ОтветитьBravo Monsieur Prof.
ОтветитьHe's exactly looking the same what I imagined a physics professor as.
ОтветитьThank you prof. Now it's crystal clear :) but my question is w (angular frequency) is constant & wt unitless , the unit of w is rad/s , why not s-¹ only ? What is the necessity of involving ' rad ' here ?
ОтветитьSir looks like Albert Einstein
Ответитьcoswt=2p/t*Ot
Ответитьbest explanation
Ответить❤️
ОтветитьIt's amazing Walter. So basically we can say that the angular velocity is used to describe the angular motion in the same way as x, y or z is used for linear motions. However, the angular frequency is just a shorthand way of measuring "timing" in cyclic processes (indeed the frequency of this periodic phenomena), and therefore in general terms they have nothing to do with each other (only if there is a completely linear dependence with a constant angular velocity).
Thank you very much, and of course I will remember for the rest of my life this lecture when I have rotational problems to solve. Thank you one more time my friend ;)!
Yeah, it sure is a million dollar video...
Thank you sir, it'll be with me for rest of my life
its all fun and games until you sell this as a 1 million dollar NFT
ОтветитьYou are wrong professor. Your video is not a million dollars but actually a million times million dollars. Thanks you .🌹🌹
ОтветитьThat is an angular tie. :)
Ответитьare you alive since Dinosour 😅
ОтветитьExcellent 🙏🙏🙏🙏🙏🙏🙏
ОтветитьThis evening my tuition students asked me the same and in my mind, I was like, man what's wrong with me, why can't I give them an answer to such a simple question.
Not my fault, though.
Just kidding I need to do more Homework on my own, before every session.
Thanks, sir! You're a Legend <3
Nice explanation
ОтветитьMay Creator make you live long to serve the students in this world.
ОтветитьThanks. From Bangladesh.
Ответитьsir the dedication and passion you have for teaching is upto different level ,i have no words to say because they are less as compared to your efforts thanx a lot ❤️
Ответитьhere in early August 2021
Havent had such a great teacher in my life ever! My English tutor comes close in terms of knowledge and enthusiasm but physics is way better.
Top docent die Lewin! Leuk boek ook!
I was having headache due to this confusion from past two days. Thanks a lot for help.
Ответитьsimple harmonic motion can be described as the projection along a diameter of uniform circular motion(U.C.M)*.As the reference point in U.C.M completes one revolution the S.H.M complete one cycle as well,so time period and frequency of both U.C.M and S.H.M points are same.Angular frequency is simply the speed of reference point in U.C.M (that is angular speed).Now this is called *angular frequency of S.H.M to signify it's connection with the U.C.M.
ОтветитьJust want to say.....
“jahapna tusi great ho”. ....LOVE YOU SIR......🙇🏻🙇🏻🙇🏻🙇🏻🙇🏻🙇🏻🙇🏻
That's priceless
ОтветитьHe reminds me of Goofy from Mickey mouse
ОтветитьI m ready
ОтветитьSir your way of teaching is so much awesome,such that I understand the concepts in one shot
Thank you very much sir
Trillion dollar 💵 sir... Thanks 🙏
ОтветитьThis is a million-dollar video. Loved it Sir
Ответитьmany thanks porofessor. greet with respect.
Ответить😚
ОтветитьSir you r world's best physicist...love from india .
ОтветитьGreat legendry teacher ❤️
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