The surface temperature of the sun is approximately 5,800 K. However, stars can be much hotter. WR 102 is one of the hottest known stars in the universe, with a surface temperature of approximately 200,000 K. WR 102 is also small and dense, with a radius that is approximately 0.58 that of the sun. What is the ratio between the radiated power of the sun to that of WR 102, Psun/PWR 102? Assume the emissivity, e, is the same for both stars, and that they are spherical.

Principles of Physics: A Calculus-Based Text
5th Edition
ISBN:9781133104261
Author:Raymond A. Serway, John W. Jewett
Publisher:Raymond A. Serway, John W. Jewett
Chapter31: Particle Physics
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The surface temperature of the sun is approximately 5,800 K. However, stars can be
much hotter. WR 102 is one of the hottest known stars in the universe, with a surface
temperature of approximately 200,000 K. WR 102 is also small and dense, with a
radius that is approximately 0.58 that of the sun. What is the ratio between the
radiated power of the sun to that of WR 102, Psun/PWR 102? Assume the emissivity, e,
is the same for both stars, and that they are spherical.
Transcribed Image Text:The surface temperature of the sun is approximately 5,800 K. However, stars can be much hotter. WR 102 is one of the hottest known stars in the universe, with a surface temperature of approximately 200,000 K. WR 102 is also small and dense, with a radius that is approximately 0.58 that of the sun. What is the ratio between the radiated power of the sun to that of WR 102, Psun/PWR 102? Assume the emissivity, e, is the same for both stars, and that they are spherical.
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