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Advanced Fluid Mechanics
HW #2 Solutions
Due Wed 9/16
Problems from Ch. 4 on The Material Derivative:
4.58 Assume the temperature of the exhaust in an exhaust pipe can be
approximated by T=T0(1+e-bx)[1+c cos(t)], where T0=100oC, =3, b=0.03m-1
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Advanced Fluid Mechanics
HW #4 Solutions
Due Wed 10/7
Problems from Ch. 6 on Conservation of Mass:
6.11 For incompressible fluids the volumetric dilatation rate must be zero; that is,
= 0. For
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Advanced Fluid Mechanics
HW #8
Due Mon 11/30
Problems on Compressible Flow:
1 Air flows adiabatically through a duct. At point 1 the velocity is 240 m/s, with
T1=320K and p1=170kPa. Speed of so
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Advanced Fluid Mechanics
HW #5 Solution
Due Wed 10/21
Problems from Ch. 6 on Basic Potential Flows:
6.53 A source of strength m is located a distance l from a vertical solid wall. The
velocity potential for this incompressible, irrotational f
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Advanced Fluid Mechanics
HW #7 Solutions
Due Mon 11/16
Problems from Ch. 9 on General External Flow Characteristics:
9.3 Assume that water flowing past a cone (made by rotating the equilateral
triangular bar about the horizontal axis through
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Advanced Fluid Mechanics
HW #3
Due Wed 9/23
Problems from Ch. 5 on Fixed, Non-deforming Control Volume Uniform
Velocity Profile or Average Velocity:
5.18 The wind blows through a 7 ft X 10ft garage door opening with a speed of 5
ft/s. Determi
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Advanced Fluid Mechanics
HW #1 Solutions
Due Wed 9/9
Problems from Ch. 1 on Viscosity:
1.81 A layer of water flows down an inclined fixed surface with the velocity profile
shown in the figure. Determine the magnitude and direction of the shea
351mm -: Qemﬁega
1.
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Advanced Fluid Mechanics
Exam 1 Review Problems
Water is to be pumped from the large tank with an exit velocity of 6 m/s. lt
was determined that the original pump [pump 1) that supplies 1kW of power
to the water did not pr
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Advanced Fluid Mechanics
Final Exam Review Problems
1. A large movable plate is located between two large fixed plates as shown.
Two Newtonian ﬂuids having viscosities indicated in the figure are contained
between the plates. Determine the ma