Комментарии:
Technically speaking he's talking about an isolated system. In a closed system energy could still transfer and because of entropy you could technically supercool the surrounding gasses into liquid and then at some point make them reach absolute zero, but in an isolated system energy could not be transfered through the system, and this would exist perpetually.
Ответитьhaha that was so simple but brought me so much joy, i don't know why 🤣
ОтветитьThat’s just a metronome
ОтветитьWherw is the Professor Walter Lewin!!!
Ответитьi need more of this in my algorithm
ОтветитьBut surely it wouldn't have the same speed because of energy loss
ОтветитьWhat would happen if you took all of them tho?
ОтветитьThe noise is so satisfying
ОтветитьVia G-d's Hand (The external force) of faith.
ОтветитьWhy does he look like doc ock?
Ответить"...We take the mass of three balls." as if the balls stayed in place, but their mass was stripped off😂
ОтветитьKeep this in my algorithm
Ответитьplaying with balls never gets old
Ответитьso we just learned the more complicated way of this😭
ОтветитьFirst electroboom
Now this
I am truly grateful
Wow physics is amazing
ОтветитьNot same speed, speed is lost
ОтветитьI like balls
ОтветитьHow would momentum be different if these balls were in a vacuum
Ответитьopens comment
relieved
doesn’t 1 ball move more than 1 ball? It looked like it moved the 2nd ball a bit
ОтветитьBalls😂
ОтветитьI like how the blue ball gets eyes and mouth because of the lights
ОтветитьBro said “sometimes called a newton’s cradle” 😂
ОтветитьOkay but something I still dont get: p=mv so it seems in this case the velocity, v, of the balls is variable but the mass, m, is invariant, meaning N balls in, N balls out, but why couldn't you have 1 < N ball come out at at higher velocity or M > N balls come out at lower velocity? This would still conserve momentum.
I assume this has something to do with conservation of energy (e.g. 0.5mv_0^2=0.5mv_1^2) but can someone help me out here?
I love this. This is how my brother-in-law taught me english, for billiards. It’s all physics, after all
ОтветитьWhat if all the balls had different weights? 🤔
Ответитьhears balls ō_Ô bombastic side eye
ОтветитьYou can also see here that there is rarely if ever. Perfect transfer of energy from one object to another or from one state of matter to another
Ответить"If i take three balls''🤨💀
ОтветитьScience, man, love it
ОтветитьI'm 41, I already knew this because I've been in a few offices in the 80's and early 90's.
ОтветитьBro could’ve explained that with the small table version of the balls but decided to go full out
ОтветитьThis is really cool! I’m so glad Newton invented momentum
ОтветитьThe fun part is what does it mean to be a closed system. Science is so cool but can sure get confusing.
ОтветитьMomentum only stays the same in a perfect world. In the real world there are losses in energy so there is loss in momentum
Ответитьis this a jojo reference?
ОтветитьWith a newtons cradle you can forget the fundamental difference between three balls and two balls on your chin.
ОтветитьI love those things dude. They remind me of my grandpa
ОтветитьWhy are they watching me 😢
ОтветитьWhat did I learn? Nothing
Ответитьthis is so awesome
ОтветитьWhy can’t I do that with my “two balls”??smh sad that’ll be fun 😂
ОтветитьIf my physics class was like this, I don’t think I would have hated my teacher 😢
ОтветитьThank you for making these videos, big hug to you all
ОтветитьNice demo but the energy going into the opposite ball is not exactly the same
ОтветитьDude has a he him. Yes he knows what momentum feels like
ОтветитьThe last one sounded like popcorn lol
ОтветитьAlso you can take 1 ball from one side and 2 from the other side and let them go at the same time and it will also stay conserved
ОтветитьI have something the same as this but small and made for it
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