MEN 310 Exam 2 with Solution, Spring 2000
Notre Dame University–Louaize · Heat Transfer · 7 pages · with solution
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. Notre Dame University - Faculty of Engineering Mechanical Engineering Dep, © oe,
TEST— MEN310 Heat Transfer}
May 22, 2000
.A person is found dead at 5:00-p.m. in a room, whose temperature is 20°C. The _.
temperature of the body. is measured to- be 22°C: when found, and the heat transfer: - “iq pp:
coefficient is - estimated to be 8W/m”C. Modeling the body as 30-cm-diameter, 1.752m- * G ?
long cylinder, and using the lumped system approach, -estimate the.time of death.
Assume that the person was healthy before death and that the physical properties of the (2f" 7
body matemial are those of water at 37°C. Comment on the accuracy of the result. L
. hee .
The local atmospheric pressure at an altitude of 1500m is measured to be 85kPa(abs), An (io
experiment is conducted at that altitude to determine the heat loss from a heated plate at
constant temperature. The experiment consists ofan air stream at 20°C flowing with a
velocity of 8m/s over a square flat plate (1.5mx1.5m) whose temperature is 135°C. The -
same expciiment is conducted at sea level (p=latm) with an air stream at the same
temperat:re and velocity. Which elevation is better to maximizing the heat loss from the
Plate? Détermine the relative change in heat loss (with respect to sea level) between the
two elevations in order to show the effect of surroundings conditions in convective heat
transfer calculations.
—_
3. Dark. painted thick masonry walls called Trombe walls are commonly used on sunny side
of passive solar houses to absorb solar energy, store it during the day, and release it to
the home-during the night..The vertical :section of such a: wall (k=O7WarCa= . SHS
4,44x10° m/s) is sketched in the following figure with the required dimensions (in
Taeter). :
Outside
Sun energy
The well is initially at constant temperature of 20°C and subjected to constant
temperature (20°C) on the inner side and constant heat flux (q=800W/m’) on the outer
side. ; .
Find the minimum number of time integration steps required to reach the temperature
distribution in the wall after 1 hour using an explicit technique ead the mesh shown in
the figure. Determine the temperature distribution after 2 time steps.
Points: 1 (20%), 2 (30%) and 3 (50%).
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