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A greenhouse for growing decorative plants is built with a type of glass that transmits 92% of the radiant energy incident on it between wavelengths of 0.35 and 2.7 um Glass can be considered opaque for wavelengths outside this range. Considering that the sun emits as a black body at a temperature of 5800 K, determine the percentage of solar radiation that passes through the glass. If the plants inside the greenhouse have an average temperature of 300 K and emit as a black body, calculate the percentage of energy emitted by the plants that passes through the glass.

A greenhouse for growing decorative plants is built with a type of glass that transmits 92% of the radiant energy incident on it between wavelengths of 0.35 and 2.7 um Glass can be considered opaque for wavelengths outside this range. Considering that the sun emits as a black body at a temperature of 5800 K, determine the percentage of solar radiation that passes through the glass. If the plants inside the greenhouse have an average temperature of 300 K and emit as a black body, calculate the percentage of energy emitted by the plants that passes through the glass.

ENGR.ECONOMIC ANALYSIS
ENGR.ECONOMIC ANALYSIS
14th Edition
ISBN:9780190931919
Author:NEWNAN
Publisher:NEWNAN
Chapter1: Making Economics Decisions
Section: Chapter Questions
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A greenhouse for growing decorative plants is built with a type of glass that transmits 92% of the radiant energy incident on it between wavelengths of 0.35 and 2.7 um Glass can be considered opaque for wavelengths outside this range. Considering that the sun emits as a black body at a temperature of 5800 K, determine the percentage of solar radiation that passes through the glass. If the plants inside the greenhouse have an average temperature of 300 K and emit as a black body, calculate the percentage of energy emitted by the plants that passes through the glass.
Transcribed Image Text:A greenhouse for growing decorative plants is built with a type of glass that transmits 92% of the radiant energy incident on it between wavelengths of 0.35 and 2.7 um Glass can be considered opaque for wavelengths outside this range. Considering that the sun emits as a black body at a temperature of 5800 K, determine the percentage of solar radiation that passes through the glass. If the plants inside the greenhouse have an average temperature of 300 K and emit as a black body, calculate the percentage of energy emitted by the plants that passes through the glass.
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