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Published byAriel Johns Modified over 9 years ago
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p V Isotherm, pV = constant = Nk B T Adiabat, pV = constant v = 10:1:100; t = 100; r = 8.314; gamma = 1.67; p = r*t./v; k = (10^(gamma-1)).*r*t; pa = k./v.^gamma; plot(v,pa,v,p)
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Carnot cycle v = 10:1:100; th = 100; tl = 50; r = 8.314; gamma = 1.67; p1 = r*th./v; k1 = (30^(gamma-1)).*r*th; pa1 = k1./v.^gamma; p2 = r*tl./v; k2 = (30^(gamma-1)).*r*tl; pa2 = k2./v.^gamma; plot(v,p1,v,pa1,v,p2,v,pa2)
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Carnot cycle
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p V QhQh ThTh Isotherm 1 Adiabat 1 Adiabat 2 Isotherm 2 p A, V A, T A p B, V B, T B p C, V C, T C p D, V D, T D Carnot cycle
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p V QhQh p A, V A, T A p B, V B, T B p C, V C, T C p D, V D, T D ThTh Carnot cycle Isotherm 1 Adiabat 1 Adiabat 2 Isotherm 2
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p V QhQh p A, V A, T A p B, V B, T B p C, V C, T C p D, V D, T D TlTl QlQl Carnot cycle Isotherm 1 Adiabat 1 Adiabat 2 Isotherm 2
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p V QhQh p A, V A, T A p B, V B, T B p C, V C, T C p D, V D, T D QlQl TlTl Carnot cycle Isotherm 1 Adiabat 1 Adiabat 2 Isotherm 2
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Why such a strange engine? Will discuss in class
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p V Efficiency of a Carnot engine Isotherm 1 Adiabat 1 Adiabat 2 Isotherm 2
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Efficiency of a Carnot engine p V Isotherm 1 Adiabat 1 Adiabat 2 Isotherm 2
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Efficiency of a Carnot engine (1) From isotherm 1 (3) From isotherm 2 (2) From adiabat 1 (4) From adiabat 2 From the first law of thermodynamics:
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Efficiency of a Carnot engine (1) From isotherm 1 (3) From isotherm 2 (2) From adiabat 1 (4) From adiabat 2 From the first law of thermodynamics: From (1) and (3):
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Efficiency of a Carnot engine (1) From isotherm 1 (3) From isotherm 2 (2) From adiabat 1 (4) From adiabat 2 From (1) and (3): Efficiency is defined as:
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Efficiency of a Carnot engine (1) From isotherm 1 (3) From isotherm 2 (2) From adiabat 1 (4) From adiabat 2 (from (1) and (3)) (2)and (4)
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Efficiency of a Carnot engine
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0. There is a game Laws of thermodynamics 1.You can never win 2. You cannot break even, either 3. You cannot quit the game
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Carnot Carnot engine: Schematic representation
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Carnot Carnot engine: Schematic representation
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Carnot Carnot engine is reversible
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Carnot Carnot engine is reversible (refrigerator)
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Carnot’s theorem Of all heat engines working between two given temperatures, none is more efficient than a Carnot engine reversible
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Carnot Carnot engine is reversible (refrigerator) R
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Carnot Carnot engine is reversible (refrigerator) R
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Carnot Carnot engine is reversible (refrigerator) R If
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Carnot Is this possible? R
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The Second Law of Thermodynamics Clausius’ statement: It is impossible to construct a device that operates in a cycle and whose sole effect is to transfer heat from a cooler body to a hotter body.Clausius’ statement: It is impossible to construct a device that operates in a cycle and whose sole effect is to transfer heat from a cooler body to a hotter body.
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Carnot’s theorem Of all heat engines working between two given temperatures, none is more efficient than a Carnot engine reversible
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Carnot For reversible engines R
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Carnot’s theorem Of all heat engines working between two given temperatures, none is more efficient than a Carnot engine
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The Second Law of Thermodynamics Clausius’ statement: It is impossible to construct a device that operates in a cycle and whose sole effect is to transfer heat from a cooler body to a hotter body.Clausius’ statement: It is impossible to construct a device that operates in a cycle and whose sole effect is to transfer heat from a cooler body to a hotter body. Kelvin-Planck statement: It is impossible to construct a device that operates in a cycle and produces no other effect than the performance of work and the exchange of heat from a single reservoir.Kelvin-Planck statement: It is impossible to construct a device that operates in a cycle and produces no other effect than the performance of work and the exchange of heat from a single reservoir.
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Carnot Carnot refrigerator and Kelvin violator Kelvin violator
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Carnot Carnot engine and Claussius violator Claussius violator
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