Who here can help me with finding the equilibrium temperature
what is the equilibrium of two masses both weigh 2 kg initial temperature of mass A was 100°C thermal equilibrium temp was 50°C Mass b initial temp 0°C and thermal equilibrium was 50°C. What is the equilibrium of the two masses does this seem reasonable
i spose it depends on their specific heat properties
\[c_1m_1\triangle t_1+c_2m_2\triangle t_2=0\] mass equal, change in tems seem to be equal but oppposite
havent been that good in physics tho so this is just what i recall from it
What do you mean by there specific heat properties?
each substance has a way in which it mitigates its transfer of heat, that value is known is its specific heat index http://www.physics.louisville.edu/cldavis/phys298/notes/heat_thermeq.html
if they are the same substance, say water 50g of 99 degree water added to 60g of 23 degree water is at equilibrium when 50(99-d) = 60(23+d) what is the temperature of the combined water?
the two masses are copper and a copper rod is used to transfer the heat from one copper mass to the other
then id assume, im no expert mind you, that the specific heat index for copper is the same for both masses
100-50 = 0 + 50, for a change in temp of 50degrees but im not sure what it is you are asking at this point
they should even out at 50 degrees
yeah this thing is confusing me that's why am asking
the questions is What is the equilibrium temperature of the two masses
and those two masses are copper cubes both weighting 2 kg
50 degrees ....
heat transfers from the hot to the cold until there is no more heat difference between them. when no heat moves between them they are at equilibrium
initial temperature of mass A was 100°C thermal equilibrium temp was 50°C Mass b initial temp 0°C and thermal equilibrium was 50°C
so the equilibrium temperature of the two masses is 5o?
100 losses degrees: 100 - d 0 adds degrees, its taking from the other one: 0 + d both of these equal when d = 50, and it just so happens that 100-50 - 50; and 0+50 = 50 so at 50 degress there is no more transfer of heat
okay understandable. My next questions does it seem reasonable
we would expect equal substances to impart equally yes
Can you also help me with something what if the initial temperature of mass b was not 0 can you show me how i would solve it with the equation you gave?
instead of 0 being the intial temp, use the stated intial temp
spose one started at 72 degrees, and the other at 41 all other htings being the same
72 - d = 41 + d what is d? and therefore what is the equilibrium?
D equals 31
ive got major lag on my end ....
72 - d = 41 + d 31 = 2d d = 31/2 this is our change in temperature so the equilibrium temp is: 72-d, or just the same 41+d
is it 31 divided by 2?
@amistre64
@amistre64
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