Question

Warp drive coolant (density ρ= 1230 kg/m3 runs through a conduit. The square conduit has different cross-sectional area A at different points: At point *A, the area is A = 0.810 m2; At point *B, the area is A = 0.540 m2; At point *C, the area is A = 0.697 m2. A 1 m3 portion of fluid flowing through *A has a velocity v*A = 9.333 m/s. At point *A, the (static) pressure pushing the fluid is P*A = 241030 N/m2 (that's about 35 psi). By continuity, the volume flow rate must be the same throughout. Find the velocity at *B: v*B = 14 Correct: Your answer is correct. m/s. Find the velocity at *C: v*C = 10.846 Correct: Your answer is correct. m/s. Bernoulli Sudoku time: bernoulli sudoku1 Given: The height at *A is h*A = 6.3 m. The Pressure at *C is P*C=253594 N/m2. Find: The Pressure at *B: P*B = N/m2. The height at *C: h*C = m. Check yourself: the energy total for the fluid is: J/m3. Pressure sensor: bernoulli_rollercoaster_pitot1 A Pitot tube is inserted in the conduit at the right end. Fluid entering the center channel impacts the back end of the tube with whatever KE it had left and gets stopped dead. The back wall of the tube exerts however much pressure P*D is necessary to stop the fluid (v*D = 0 m/s). Calculate the pressure P*D exerted at the far end of the tube. P*D = N/m2.

Can you please just help me find the Pressure at *B: P*B = N/m^2

The height at *C: h*c = m

Check yourself: The energy total for the fluid is:

And

Calculate the pressure P*D exerted at the far end of the tube. P*D = N/m^2

Answer 1

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