Why Is My Calculation of Carnot Engine Efficiency Incorrect?

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SUMMARY

The efficiency of a Carnot engine operating between 230°C and 120°C is calculated using the formula eff = 1 - (Tcold/Thot). The temperatures must be converted to Kelvin for accurate results. The correct calculation yields an efficiency of approximately 52.83%, not the 47.83% initially obtained due to the use of Celsius instead of Kelvin. This highlights the importance of using absolute temperature scales in thermodynamic calculations.

PREREQUISITES
  • Understanding of thermodynamic principles
  • Knowledge of temperature conversion from Celsius to Kelvin
  • Familiarity with the Carnot efficiency formula
  • Basic algebra for calculations
NEXT STEPS
  • Learn about temperature conversion techniques, specifically from Celsius to Kelvin
  • Study the principles of thermodynamics and the Carnot cycle
  • Explore other thermodynamic efficiency calculations
  • Investigate real-world applications of Carnot engines
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Students studying thermodynamics, physics educators, and anyone interested in understanding the efficiency of heat engines.

obxer22
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Homework Statement



A Carnot engine operates between 230°C and 120°C, absorbing 6.30*10^4 J per cycle at the higher temperature.

What is the efficiency of the engine?

Homework Equations



eff = 1 - (Tcold/Thot)

The Attempt at a Solution



Using this equation, I get 47.83 percent, which the system is telling me is incorrect. Can anybody offer a solution to this? Thanks.
 
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i was not using kelvin, so i got the answer
 

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