1.At a particular instant in a
cool-down transient, the temperature distribution in an infinite plane wall
looks as seen in the graphic. Recall
that the left side is adiabatic, while the right side is exposed to a fluid (at
a non-dimensional temperature = 0.0). The transient started from a uniform,
non-dimensional temperature of 1.0.
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The Biot number is closest to:
2. The heat flux as a function of position for a plane wall
in steady-state and with uniform thermal conductivity is shown
in the left hand graph.
The corresponding temperature profile in the plot on the right is:
3. The computed normalized temperature
profiles along the length of
two cylindrical pin fins
are shown in the figure below (the base is to the left).
The usual assumptions for extended
surface heat transfer (uniform thermal conductivity, uniform convective
heat transfer coefficient, etc. apply).
The efficiency of the fin corresponding to the red (lower) curve in the plot is
closest to:
4. Consider the two fins whose normalized
temperature profiles are seen in Question 3.
Assume the materials and dimensions are identical.
One is cooled by natural convection only, while the
other has a fan blowing over it.
Which
of the following statements is true? 5. The normalized temperature
profiles for the two fluids in a concentric tube counterflow
heat exchanger are shown in the figure.
The ratio of the heat capacity rate (mass flow times specific heat)
of the hot (red)
fluid to that of the cold (blue) fluid is:
Chot/Ccold =
6. The normalized temperature
profiles for the two fluids in a concentric tube counterflow
heat exchanger are shown in the figure accompanying Question #5.
The
effectiveness of this exchanger is close to =
7. The internal flow (pipe) module allows
two different wall thermal boundary conditions:
constant temperature and constant heat flux.
If you were to plot the mixed mean temperature of the fluid for the parameters
for which the isotherms are plotted above, you would find it to be: