I took Dynamics about five years ago in college and did not understand this at all. This, along with your other videos on polar coordinates, are by far, the best explanation I've seen for this topic.
absolutely brilliant and super clearly explained. You're the only one I can find who even bothers to give an intuitive explanation for this acceleration, let alone do it with such a high quality. Subbed
When this question got into my mind again, I have checked thousands of videos in my liked videos list just to find this one. I must say it was worth it, should have congratulated you for this awesome explanation when I first watched it. Thank you.
this subject was giving me a hard time the break down of the intuitive derivation and actually seeing what each part of the equation describes has helped me work through some of the more tough dynamics problems. thanks.
Brianno, thank you very much for taking the time. I was very helpfull. I professor once told me "you have to study until the equations talk to you". This one has started muttering with you video. I'd like to share with fellow students in Argentina, if I supply with Spanish subtitles, would you add them?
sir u just nailed it.... excellent explanation...i have been killing myself of how this is happening...n no video till date had this clear explanation....you are awesome sir...thanq🙏🙏🙏
Great video! I was in a pinch, and needed to understand this quickly for my midterms tomorrow. And guess what? I did, thanks to your explanation, paired with great visual presentation! Btw, also love that you give us some time to think for ourselves now and then.
its a super interesting demo! the 4 extra wheels confused me a bit but I realize they are not part of the frame of reference .... the spider grid actually is part of the frame of reference, and in my opinion, the entire spider grid should be moving! But I think that would make the demo too freaky? it might help explain how something feels at rest in a moving frame and how that something feels the Euler and Coriolis forces (fictitious).....also if you want to perfect the big wheel, I would get rid of the 4 extra wheels and stick one big gear box at the center and then stick an up-down vector arrow at the center, and then we got a proper axis and axis vector.... I think with that axis vector you can show how a rotating inertial frame of reference can generate fictitious forces in an non-inertial frame ... THIS REALLY GOT ME JAZZED! Thanks!
actually moving the grid lines would make it too freaky and hard to measure movement... it's sufficient to have e-hats move on the line that is co-moving with the frame of reference as defined by the e-hats which define the moving frame....
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I took Dynamics about five years ago in college and did not understand this at all. This, along with your other videos on polar coordinates, are by far, the best explanation I've seen for this topic.
Glad it helped
absolutely brilliant and super clearly explained. You're the only one I can find who even bothers to give an intuitive explanation for this acceleration, let alone do it with such a high quality. Subbed
When this question got into my mind again, I have checked thousands of videos in my liked videos list just to find this one. I must say it was worth it, should have congratulated you for this awesome explanation when I first watched it. Thank you.
this subject was giving me a hard time the break down of the intuitive derivation and actually seeing what each part of the equation describes has helped me work through some of the more tough dynamics problems. thanks.
You're welcome.
Wonderful. This is beautiful way to understand the problem not just derive formulas alone.
Brianno, thank you very much for taking the time. I was very helpfull. I professor once told me "you have to study until the equations talk to you". This one has started muttering with you video.
I'd like to share with fellow students in Argentina, if I supply with Spanish subtitles, would you add them?
This is simply amazing. I truly felt the concept of this rather than just understanding this. Sir, you're just god-level
sir u just nailed it.... excellent explanation...i have been killing myself of how this is happening...n no video till date had this clear explanation....you are awesome sir...thanq🙏🙏🙏
Man i cant thank you enough. Bro you are awesome!!
+David Wilson Glad it helped.
This is fantastic! Really helps get a feel for what each term means. Very coherent, thank you!
This made me fall in love with the topic!
This made me smile
Great video! I was in a pinch, and needed to understand this quickly for my midterms tomorrow. And guess what? I did, thanks to your explanation, paired with great visual presentation! Btw, also love that you give us some time to think for ourselves now and then.
Excellent demonstration!
One word for u sir , u r best
This video really helps a lot. It is so intuitive and makes it a lot easier to understand polar coordinates. Thanks a lot!!!
You're welcome.
Great Video! This is how it should be taught
An indispensable video for those studying mechanics!! S2
Great !!! very helpful and easy to understand
Excellent job guys!
its a super interesting demo! the 4 extra wheels confused me a bit but I realize they are not part of the frame of reference .... the spider grid actually is part of the frame of reference, and in my opinion, the entire spider grid should be moving! But I think that would make the demo too freaky? it might help explain how something feels at rest in a moving frame and how that something feels the Euler and Coriolis forces (fictitious).....also if you want to perfect the big wheel, I would get rid of the 4 extra wheels and stick one big gear box at the center and then stick an up-down vector arrow at the center, and then we got a proper axis and axis vector.... I think with that axis vector you can show how a rotating inertial frame of reference can generate fictitious forces in an non-inertial frame ... THIS REALLY GOT ME JAZZED! Thanks!
actually moving the grid lines would make it too freaky and hard to measure movement... it's sufficient to have e-hats move on the line that is co-moving with the frame of reference as defined by the e-hats which define the moving frame....
beautifully explained, thank you
Gracias Tomás Zegard
De nada.
great video
Fantastic!
Subscribed immediately
Very helpful, thank you very much!
Good video
Great !
good
Rickmoy Op🔥
wow
I LOVE YOU
Nice.