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7:30 AM
Hi @LeakyNun ?
 
in Mathematics, 11 mins ago, by Abcd
Is it okay to write $\dfrac{dQ}{dT}= \dfrac{dU}{dT}+\dfrac{dW}{dT}$ in physics?
in Mathematics, 11 mins ago, by Abcd
because $dQ= dU+ dW$
@TheGreatDuck Are you typhon?
 
yes
and no
XD
 
@TheGreatDuck Hey :). How have you been?
 
i just wrote 2656 words
 
7:40 AM
for?
 
paper
 
i see.
 
leisure actually
i go overboard fast
 
@Abcd what motivates you to write that?
 
@LeakyNun A physics question. And I get the right answer when I use it.
 
7:42 AM
show us
 
is there a reason I was called here?
 
@TheGreatDuck you weren't.
 
4 mins ago, by Abcd
@TheGreatDuck Are you typhon?
 
@LeakyNun I pinged him when he came into the room, so he entered willingly, wasn't called.
 
7:44 AM
I only came in after he called me here. I was in the main chat.
 
Sorry @TheGreatDuck.
 
The user bar must've glitched again.
It isnt your fault.
 
The molar heat capacity of a process varies as $C= C_v + \alpha V$, where $\alpha$ is constant. Find the equation of the process in $V-T$ variable. @LeakyNun
 
@LeakyNun remember that paper I was writing?
the one I started 3 weeks ago.
 
@LeakyNun $C= \dfrac{dQ}{dT}$
 
7:46 AM
it is now 51 pages long
 
$C_v= \dfrac{dU}{dT}$
8 mins ago, by Abcd
in Mathematics, 11 mins ago, by Abcd
Is it okay to write $\dfrac{dQ}{dT}= \dfrac{dU}{dT}+\dfrac{dW}{dT}$ in physics?
 
An isochoric process, also called a constant-volume process, an isovolumetric process, or an isometric process, is a thermodynamic process during which the volume of the closed system undergoing such a process remains constant. An isochoric process is exemplified by the heating or the cooling of the contents of a sealed, inelastic container: The thermodynamic process is the addition or removal of heat; the isolation of the contents of the container establishes the closed system; and the inability of the container to deform imposes the constant-volume condition. The isochoric process here should...
 
@LeakyNun The process isn't isochoric.
 
why don't you ask in the physics room
 
No one (= very few people are) is online.
 
7:51 AM
5 mins ago, by Abcd
The molar heat capacity of a process varies as $C= C_v + \alpha V$, where $\alpha$ is constant. Find the equation of the process in $V-T$ variable. @LeakyNun
what is C? what is Cv?
 
@LeakyNun C is molar heat capacity. C_v is molar heat capacity at constant volume.
@LeakyNun Leave it if its physics...I'll ask John Rennie at night.
it's*
 
so Cv is a constant?
 
yes
and it's equal to $\dfrac{dU}{dT}$
U is internal energy.
 
could you show us your solution?
 
Okay
@LeakyNun ^
$T_o$ = initial temperature.
V_i = Initial vol
V_f = final volume
 
8:03 AM
how did you go from dW/dt = αV to PdW/dt = αV?
 
@LeakyNun it's $PdV$
$dW = PdV$
 
never mind, go ask the physics people
 
ok
 

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