3.16 Two kg of a two-phase, liquid-vapor mixture of carbon dioxide (CO,) exists at -40 C in a 0.05 m' tank. Determine the quality of the mixture, if the values of specific volume for saturated liquid and saturated vapor C0, at -40°C are ty = 0.896 X 10m'/kg and - 3.824 x 10 m'k respectively.
3.16 Two kg of a two-phase, liquid-vapor mixture of carbon dioxide (CO,) exists at -40 C in a 0.05 m' tank. Determine the quality of the mixture, if the values of specific volume for saturated liquid and saturated vapor C0, at -40°C are ty = 0.896 X 10m'/kg and - 3.824 x 10 m'k respectively.
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
Problem 1.1MA
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3.16 Two kg of a two-phase, liquid-vapor mixture of carbon
dioxide (CO,) exists at -40°C in a 0.05 m' tank. Determin
the quality of the mixture, if the values of specific volu
for saturated liquid and saturated vapor CO, at -40c
are ty = 0.896 x 10 m/kg and v, = 3.824 x 10 m'a.
respectively.
3.20 A two-phase liquid-vapor mixture of a substance has
pressure of 150 bar and occupies a volume of 0.2 m'. The
masses of saturated liquid and vapor present are 3.8 kg and
4.2 kg, respectively. Determine the specific volume of the
mixture, in m'/kg.
3-76 A system consisting of 2 kg of ammonia undergoes a
cycle composed of the following processes:
Process 1-2:
Constant volume from P - 10 bar, x = 0.6 to
saturated vapor.
Constant temperature
Process 2-3:
+228 kJ
Ps= Pi. Q-
to
Process 3-1:
Constant pressure.
Sketch the cycle on p-v and T-U diagrams. Neglecting
kinetie and potential energy effects, determine the net work
for the cycle and the heat transfer for each process, all in kl.
3.123 Air is confined to one side of a rigid container divided
by a partition, as shown in Fig. P3.123. The other side is in
tially evaeuated. The air is initially at P 5 bar, T- s00 K
and V,- 0.2 m. When the partition is removed, the air
expands to fill the entire chamber. Measurements show the
V - 2 V, and Pa= P/4. Assuming the air behaves as
ideal gas, determine (a) the final temperature, in K, and (b) the
heat transfer, kJ.
Finally:
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