Consider pressurized water, engine oil (unused), and NaK ( 22 % / 78 % ) flowing in a 20-mm-diameter tube. (a) Determine the mean velocity, the hydrodynamic entry length, and the thermal entry length 11r each of the fluids when the fluid temperature is 366 K and the flow rate is 0.0 1 kg / s . (b) Determine the mass flow rate, the hydrodynamic entry length, and the thermal entry length for water and engine oil at 300 and 400 K and a mean velocity of 0.0 2 m / s .
Consider pressurized water, engine oil (unused), and NaK ( 22 % / 78 % ) flowing in a 20-mm-diameter tube. (a) Determine the mean velocity, the hydrodynamic entry length, and the thermal entry length 11r each of the fluids when the fluid temperature is 366 K and the flow rate is 0.0 1 kg / s . (b) Determine the mass flow rate, the hydrodynamic entry length, and the thermal entry length for water and engine oil at 300 and 400 K and a mean velocity of 0.0 2 m / s .
Solution Summary: The author explains the mean velocity of each type of fluid, the hydrodynamic entry length, and the temperature of the fluid. The expression for Reynolds number is given as R_e
Consider pressurized water, engine oil (unused), and NaK
(
22
%
/
78
%
)
flowing in a 20-mm-diameter tube.
(a) Determine the mean velocity, the hydrodynamic entry length, and the thermal entry length 11r each of the fluids when the fluid temperature is 366 K and the flow rate is
0.0
1 kg
/
s
.
(b) Determine the mass flow rate, the hydrodynamic entry length, and the thermal entry length for water and engine oil at 300 and 400 K and a mean velocity of
0.0
2 m
/
s
.
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The barrier stopping force is measured versus the vehicle
penetration into the barrier. (Figure 1)
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Determine the distance a car having a weight of 4000 lb will penetrate the barrier if it is originally traveling at 55 ft/s when it
strikes the first barrel.
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Water is the working fluid in an ideal Rankine cycle. Saturated vapor enters the turbine at 12 MPa, and the
condenser pressure is 8 kPa. The mass flow rate of steam entering the turbine is 50 kg/s.
Determine:
(a) the net power developed, in kW.
(b) the rate of heat transfer to the steam passing through the boiler, in kW.
(c) the percent thermal efficiency.
(d) the mass flow rate of condenser cooling water, in kg/s, if the cooling water undergoes a temperature
increase of 18°C with negligible pressure change in passing through the condenser.
4. The figure below shows a bent pipe with the external loading FA
228 lb, and M₁ = M₂ = 1 kip-ft. The force Fernal loading FA = 300 lb, FB:
parallel to the y-axis, and
and yc = 60°.
= 125 lb, Fc
=
acts parallel to the x-z plane, the force FB acts
Cartesian resultan Coordinate direction angles of Fc are ac = 120°, ẞc = 45°,
a. Compute the resultant force vector of the given external loading and express it in
EST
form.
b. Compute the resultant moment vector of the given external loading about the origin, O,
and express it in Cartesian vector form. Use the vector method while computing the
moments of forces.
c. Compute the resultant moment vector of the given external loading about the line OA
and express it in Cartesian vector form.
:00 PM EST
k
ghoufran@buffaternal du
2 ft
M₁
A
40°
FA
M2
C
18 in
1 ft
Fc
25
houfran@bald.edu - Feb 19,
3 ft
FB
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