p09_ps12_spring04

p09_ps12_spring04 - triangle.) b) For the three cases drawn...

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Unified Engineering Spring Term 2004 Problem P9. (Propulsion) (L.O. G) Consider the turbine rotor shown below. The velocity (V 1 ) and absolute frame flow angle ( β 1 ) entering the rotor are fixed. The flow angle leaving the rotor in the relative frame ( β 2 ’) is also fixed. Further, β 1 = β 2 ’. The rotor speed (r ω ) can be changed by varying the load on the shaft. Assume the axial velocity (w) entering and exiting the blade row is the same. a) Draw velocity triangles in the relative and absolute frames for the different blade speeds shown below for both the inlet and exit to the rotor. (Note the inlet velocity components form a 3-4-5
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Unformatted text preview: triangle.) b) For the three cases drawn in part a), which extracts the most power from the flow and why? c) If you were asked to design for maximum power extraction and could choose any blade speed between 0 and r ω = 2w, what speed would you choose? You can argue this either graphically or with reference to the Euler Turbine Equation: d) For what rotational speed does the "turbine" in this example, begin to act like a compressor? What might you expect the aerodynamic performance to be for the blades in such a situation -good or bad, and why?...
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This note was uploaded on 01/28/2012 for the course AERO 16.01 taught by Professor Markdrela during the Fall '05 term at MIT.

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p09_ps12_spring04 - triangle.) b) For the three cases drawn...

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