Question: For > = 0, prove that at every point of a single-phase region of an h-s diagram, the slope of a constant-pressure (p =

For β > = 0, prove that at every point of a single-phase region of an h-s diagram, the slope of a constant-pressure (p = constant) line is greater than the slope of a constant temperature (T = constant) line, but less than the slope of a constant-volume (β = constant) line.

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Using Tds relation p c line T c line The 4 th Maxwell relation Substituting Since 0 the slope of ... View full answer

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