Solving Heat Engine Problem: Power Output Calculation

AI Thread Summary
The discussion revolves around calculating the power output of a heat engine with a hot reservoir of steam at 100°C and a cold reservoir of ice at 0°C. In 1.3 seconds, 12 grams of steam condenses and 59 grams of ice melts, which are critical for determining the heat transferred (Qh and Qc). The thermal efficiency (n) is calculated using the formula n = 1 - (T_c/T_h), where temperatures are converted to Kelvin. Participants emphasize the need for clarity on the units associated with the time and mass values provided. The melting and condensing data are essential for accurately calculating the power output of the engine.
abro369
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Homework Statement



The hot reservoir of a heat engine is steam at 100 while the cold reservoir is ice at 0. In 1.3 of operation, 12 of steam condenses and 59 of ice melts.
What is the power output of the heat engine?

Homework Equations



W=Q_h - Q_c
n=W/Q_h=1 - (T_c/T_h)
Q=ML

The Attempt at a Solution



All I could think to do was solve for the thermal coefficient.
n=1-(273/373)

I'm not sure where to go from here.
 
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abro369 said:

Homework Statement



The hot reservoir of a heat engine is steam at 100 while the cold reservoir is ice at 0. In 1.3 of operation, 12 of steam condenses and 59 of ice melts.
What is the power output of the heat engine?
Please tell us what units go with these numbers!
Okay, it's fairly obvious the temperatures are in degrees Celsius, but you do need to tell us what units go with the 1.3, 12, and 59.

Hint: the condensing and melting info is useful for finding Qh and Qc.
 
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