Question: (a) Show that for a reversible heat pump the energy required per unit of heat delivered inside the building is given by the Carnot efficiency

(a) Show that for a reversible heat pump the energy required per unit of heat delivered inside the building is given by the Carnot efficiency (6):

W/Qh = ηc = (τh – τt)/τh

What happens if the heat pump is not reversible?

(b) Assume that the electricity consumed by a reversible heat pump must itself be generated by a Carnot engine operating between the temperatures τhh and τl. What is the ratio Qhh/Qh, of the heat consumed at τhh, to the heat delivered at τh? Give numerical values for Thh = 600K; Th = 300K; T= 270k.

(c) Draw am emergy-entropy flow diagram for the combination heat pump, similar to figures, but involving no external work at all. Only energy and entropy flows at three temperatures.

Input pи Entropy Ilest Eetrepy He New entopy Output work: Outpul work: IV 0,0/, Eнгору Ouiput Entropy Неи Не?

Input p Entropy Ilest Eetrepy He New entopy Output work: Outpul work: IV 0,0/, E Ouiput Entropy Output Output (b) (a) Entropy Heat Input work: New entropy a, = Q,/, Entropy Heat Input (c)

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