Fundamentals of Aerodynamics
6th Edition
ISBN: 9781259129919
Author: John D. Anderson Jr.
Publisher: McGraw-Hill Education
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Textbook Question
Chapter 10, Problem 10.8P
For the flow in Problem 10.7, calculate the mass flow through the nozzle, assuming that the reservoir temperature is 288 K and the throat area is
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Chapter 10 Solutions
Fundamentals of Aerodynamics
Ch. 10 - The reservoir pressure and temperature for a...Ch. 10 - A flow is isentropically expanded to supersonic...Ch. 10 - A Pitot tube inserted at the exit of a supersonic...Ch. 10 - For the nozzle flow given in Problem 10.1, the...Ch. 10 - A closed-form expression for the mass flow through...Ch. 10 - Prob. 10.6PCh. 10 - A convergent-divergent nozzle with an...Ch. 10 - For the flow in Problem 10.7, calculate the mass...Ch. 10 - Consider a convergent-divergent nozzle with an...Ch. 10 - A 20 half-angle wedge is mounted at 0 angle of...
Ch. 10 - The nozzle of a supersonic wind tunnel has an...Ch. 10 - We wish to design a supersonic wind tunnel that...Ch. 10 - Consider a rocket engine burning hydrogen and...Ch. 10 - For supersonic and hypersonic wind tunnels, a...Ch. 10 - Return to Problem 9.18. where the average Mach...Ch. 10 - Return to Problem 9.19, where the average Mach...Ch. 10 - A horizontal flow initially at Mach I flows over a...Ch. 10 - Consider a centered expansion wave where M1=1.0...
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- 5. A wind tunnel consists of an entry contraction, a constant-area working section of area 0.5 m?, a diffuser and a fan of area 1 m?, as shown in Fig. 2. The air is pulled from the atmosphere through the contraction into the working section where its speed is 20 m/s, and from there it flows through the diffuser into the fan, which returns it to the atmosphere. Calculate the static and stagnation pressures at: a. The working section b. The inlet to the fan C. The exit from the fan, assuming no change in air speed across the fan. d. Calculate the power supplied by the fan to the air. Fan V = 20 m/s Working section Diffuser Contraction Figure 2arrow_forwardPlease attached photo. I have theoretically solved this using only equations I can’t find a way to solve without the mass flow rate or area of the inlet as a given.arrow_forwardA double-tank system in Fig. has two identical convergingnozzles of 1-in2 throat area. Tank 1 is very large,and tank 2 is small enough to be in steady-flow equilibriumwith the jet from tank 1. Nozzle flow is isentropic,but entropy changes between 1 and 3 due to jet dissipationin tank 2. Compute the mass flow.arrow_forward
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- Q5: A converging-diverging nozzle, which is shown in the figure, is supplied with air from a large tank where the pressure is Po and exhausts to the atmosphere with a pressure of Po. The area A at distance x from the throat is given by (A = At (1 + 0.75x/L)), where At is the throat cross- sectional area and Lis the total length of the diverging part of the nozzle. At a certain pressure ratio PoPb, a normal shock wave stands in the nozzle at a point where the Mach number before the shock is 1.7. Find the position of the normal shock wave from the throat, and the pressure ratio P/Po. Ans.: 0.45 L = 0.753 Р. Psarrow_forward1. At what flow angle will the flow become just sonic downstream of the nozzles of a high pressure turbine? The nozzles discharge into an annulus which has a shroud diameter of 250 mm and hub to the shroud diameter ratio is 0.80. The stagnation pressure and temperature are 1500 kPa and 1277 0 C respectively. The mass flow rate is 7 kg/s. The value of R is 286.96 J/(kg.K) and Cp/ R is 4.1arrow_forwardAir is flowing in a duct with velocity of 7.62 m/s and static pressure of 2.7 cmWG. The duct diameter is 1.22 m and the barometric pressure is 99.4 kPa and the gage fluid temperature and air temperature is 30 degC. What is the total pressure against which the fan will operate in mm of water? and What is the required motor brake power in Question no. 4 assuming a mechanical efficiency of 89%.arrow_forward
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