Proof: Volume ratios in a carnot cycle | Thermodynamics | Physics | Khan Academy
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Proof of the volume ratios in a Carnot cycle. Created by Sal Khan.
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Пікірлер: 20
Thank's to your videos, I have managed to get my bachelor of physics! Thank you!
None of my teachers taught us Carnot Cycle better than this ....always something was left and Carnot Cycle has always been a source of Headache to me ........i wish had a teacher like u in my college/university........Thanks Sir
@jacobvandijk6525
Жыл бұрын
Your first teacher laid the foundation and Sal just build on that. Sal had an advantage, because you already met the concepts. So calm down, please!
I am wondering if you could possibly explain Rankine and Engine cycles (Otto, gas and diesel). Also, for a Mechanics of Materials class: Mohr's Circle. Thanks for all that you do...you're the best. I owe my Linear Algebra grade to you. Kind Regards, Mechanical Engineering Student
Wow thank you I really needed that part relating tempreture and volume in adiabatic process. Thanks for perfect way of explaining.
This is amazing. Thanks so much! Very greatful!!!
very helpful thanks a lot
Gracias.
Thanks
awesome
Vb/Va=Vc/Vd *Drops the mic.*
Wow
8:15 starting velocity?? I think he means volume
@vaidik177
3 жыл бұрын
Human error
Your a good teacher
@phillwithskill1364
4 жыл бұрын
You're*
Did anyone else find this proof oddly satifying
George Takei, is that you??
8:24 Didn't understand.HELP!!
@shayanmoosavi9139
4 жыл бұрын
It's an elementary integral. The integral of 1/x dx is ln(x) and since it's a definite Integral (it has upper bound and lower bound) it's evaluated at those points. If you still don't know what I'm talking about you should look up definite Integrals.