Isobaric process. Find magnitude of heat transfer

AI Thread Summary
The discussion revolves around calculating the heat transfer in an isobaric process involving a cylinder filled with steam. The user initially calculates the heat transfer using the formula dQ = dU + P(V2 - V1) but arrives at an incorrect value of 575 kJ due to a miscalculation of the volume change. It is pointed out that the problem refers to the internal energy increase of 50 kJ for each cylinder, suggesting a potential misunderstanding of the setup. The user is advised to re-evaluate the volume change and the number of cylinders involved. Accurate calculations are essential for determining the correct magnitude of heat transfer in thermodynamic processes.
tigertan
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Hi there,

I'm having a great deal of trouble with this thermodynamics question.

Cylinder filled with steam at 350 kN/m2. Initial volume is 0.05 m3. Sufficient heat transfer is effected to raise the internal energy in each cylinder by 50 kJ. The piston is moved slowly to maintain the pressure constant. Piston is of area of 0.1 m2, and the piston travels 0.15 m. Find the magnitude of the heat transfer.

So my attempt at the question:

dQ = dH (for isobaric case)
therefore:
dQ = dU + P (V2-V1)

and therefore
dQ = 50kJ + 350(1.55-0.05)
=575 kJ


What am I doing wrong? What am I missing?
 
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tigertan said:
Hi there,

I'm having a great deal of trouble with this thermodynamics question.

Cylinder filled with steam at 350 kN/m2. Initial volume is 0.05 m3. Sufficient heat transfer is effected to raise the internal energy in each cylinder by 50 kJ. The piston is moved slowly to maintain the pressure constant. Piston is of area of 0.1 m2, and the piston travels 0.15 m. Find the magnitude of the heat transfer.

So my attempt at the question:

dQ = dH (for isobaric case)
therefore:
dQ = dU + P (V2-V1)

and therefore
dQ = 50kJ + 350(1.55-0.05)
=575 kJ


What am I doing wrong? What am I missing?

You miscalculated the volume change.
 
Also, there appears to be only one cylinder but the problem says that the Q increases ΔU by 50KJ for EACH cylinder.

AM
 
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