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Chapter
8 - Entropy Accounting |
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Updated
--- 8 November 2015 |
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Hint |
Answer |
Update Date |
8.1 |
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8.2 |
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8.3 |
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8.4 |
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8.5 |
About
as basic as it gets. |
0.0291
W/K |
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8.6 |
This is a long one! |
a) intermediate torque: 261.25 ftlb, output torque: 310.23 ft-lb b) Box 1: 1.837 Btu/(hr R), Box 2: 1.745 Btu/(hr R), total = 3.583 Btu(hr R) |
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8.7 |
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8.8 |
Standard
COE and EA question here, nothing tricky. If you do not remember what a reversible
process is, look it up; it has something to do with entropy generation. |
a)
COP = 4 b)
6.36 Btu/(hr R) |
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8.9 |
Standard COE and EA. |
a) 13.1 HP, 66,667 Btu/hr, 51.9 Btu/(hr R) b) 12.67, 7895 Btu/hr |
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8.10 |
For
part b) and c), use EA rate form and integrate over the cycle to get the
finite form. Since this is a cycle, the entropy at the initial state and
final state must be the same; what does that imply will happen to the
left-hand side of the equation? |
a) 500 kJ, 1 kJ/K b) 1100 kJ, -1 kJ/K, 0.55 c) 800 kJ, 0.4 |
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8.11 |
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8.12 |
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8.13 |
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8.14 |
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8.15 |
Plenty
of hints in the problem statement. |
a)
s2-s1=0, 30kW b)
0.07 kJ/K, 50.9 kW |
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8.16 |
Prove
to yourself the nozzle operates isentropically; use
this result along with a substance model to find a relationship between
pressure and temperature. |
a)
475 oC, 686 m/s b)
0.2 kW/K, 606 m/s |
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8.17 |
For
Part b) first consider the resistor alone as the system: how does the
electrical work relate to the heat transfer out of the resistor? Then
consider the water alone as the system: the heat transfer into this system is
solely from the resistor across the boundary with an average temperature of
97oC. |
a)
17,500 kJ b)
8.88 kJ/K c)
56.2 kJ/K |
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8.18 |
How
can you compute the air density if you know the inlet temperature and
pressure? You can use EA to solve for the outlet temperature if you use the
hint provided in the problem statement. |
279
kW |
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8.19 |
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8.20 |
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8.21 |
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8.22 |
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8.23 |
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