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by | Jun 24, 2023 | Posted Assignments

1. Shown below is a type of turbine, which generates shaft work from a pressurized source of water. Waterflows steadily downward and radially outward until it is turned by an angle of «p by the vanes. This is the general form of the Reynolds Transport Theorem: DB 6 —» _, \$25 IwbpdV+Icspr-ndA a. Start by writing the conservation of mass equation, based on the general form of the Reynolds TransportTheorem. What is B in this case {in words]? What is b? b. New write the conservation of angular momentum equation, based on the general form of the ReynoldsTransport Theorem. What is B in this case (in words]? What is b? Draw a control volume in both views below, indicating? for both. E&quot; d. Use the conservation of mass equation in Part a. to come up with an expression for Q. Verify that the units for Q in your expression are correct. 1:. Use the conservation of angular momentum equation in Part b. to come up with an expression for M (themoment about the shaft) and verify that the units for M in your expression are correct. f. Graph Q and M as functions of {in A hand—drawn graph is fine for this problem. Label each curve. Explain inwords why they look the way they do. llnlet o 0&amp;1»: hl Blades T ‘9-N 0° ¢ = 45° ¢ = 90°

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