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-- for you physics nerds out there
for you physics nerds out there
doed anyone know how to do this:
problem: a 1350 kg car is moving at 23m/s. the driver brakes to a stop. the brakes cool off to the temperature of the surrounding air, which is nearly constant at 15 celsius, what is the total entropy change?
Hmm, we havnt learned that yet in my physic class:
But I do know that Fres=ma
m: 1230kg
a: negative, because it stops? ~ -23m/s
= 31050 N =31kN thats how much it needs to stop..
Thos might be very wrong, and not even what youre looking for..
If anyone told med physics would be this hard, I wouldn't have take it !
Funny...
what does thermodynamics have to do with kinematics?
Whatever shit you've provided is completely un-related and an answer cannot be provided from the info given.
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| Originally posted by Lil-H Hmm, we havnt learned that yet in my physic class: But I do know that Fres=ma m: 1230kg a: negative, because it stops? ~ -23m/s = 31050 N =31kN thats how much it needs to stop.. Thos might be very wrong, and not even what youre looking for.. If anyone told med physics would be this hard, I wouldn't have take it ! |
| quote: |
| Originally posted by varun Funny... what does thermodynamics have to do with kinematics? Whatever shit you've provided is completely un-related and an answer cannot be provided from the info given. |
entropy is a quantitative measure of disorder.
The entropy change is defined as the entropy change of the hot body minus the entropy change of the cold body.
Stot = Shot - Scold
I can't see right now how this makes any sense with the stated question...
23m/s is V0(start speed) right? V (end speed)
however, good luck..
| quote: |
| Originally posted by M1cro5lave I can't see right now how this makes any sense with the stated question... |
| quote: |
| Originally posted by Lil-H If anyone told med physics would be this hard, I wouldn't have take it ! |
(sorry, no offence etc
)
I'll have another look at this tomorrow if I get the chance. I have 50 problem sets to correct, a lab report to do, and two of my own problem sets to do for Tuesday.
A (very) quick look at this problem gives ->
dE=1/2 mdv^2 <-Energy of the car at the start, assume end energy is 0.
dS= (-1/T1 + 1/T2)dE <- Change in entropy = That relation between temperatures at 1 and 2, multiplied by the energy change.
T2 is given, but T1 is not. Either I need another linking equation or I'm barking up the wrong tree.
Unfortunatly, all I've done through college along these lines is statistical thermodynamics, which is difficult to tie in with real world scenarios like this.
Hrm, I'm in AP Physics and we haven't touched Entropy. We might in the future perhaps... Seems like an easy problem though, just get a basic understanding or equation on how to figure out what entropy is and plug in / convert your numbers. 
| quote: |
| Originally posted by Ek0nomik Hrm, I'm in AP Physics and we haven't touched Entropy. We might in the future perhaps... Seems like an easy problem though, just get a basic understanding or equation on how to figure out what entropy is and plug in / convert your numbers. |
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