- Jan 9, 2001
- 7,572
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Small Question:
A venturi meter has a cross section of 40.0cm^2 at its entry and exit ports and a cross section of 25.0 cm^2 in its constricted reigon. Water enters at 3.5m/s. (a) What is the speed of the water through the constricted reigon? (b) What is the difference in pressure between the two reigons?
part A was no problem, I found it to be 5.6 m/s and I was correct. Part B on the other hand...the book plugs and chugs into P2-P1=(1/2)pv1^2-(1/2)v2^2 to get 9555. Where in the heck did that formula come from? Or should I just memorize it and not fight it? Cause...P (pressure) = pgv, but i dont understand where (1/2)v^2 comes from. Any help?
Big Question:
A stream of water (initially horizontal) flows from a small hole in the side of a tank. The stream is 2.5m from the side of the tank after falling 0.70m. How far below the surface of the water in the tank is the hole?
A venturi meter has a cross section of 40.0cm^2 at its entry and exit ports and a cross section of 25.0 cm^2 in its constricted reigon. Water enters at 3.5m/s. (a) What is the speed of the water through the constricted reigon? (b) What is the difference in pressure between the two reigons?
part A was no problem, I found it to be 5.6 m/s and I was correct. Part B on the other hand...the book plugs and chugs into P2-P1=(1/2)pv1^2-(1/2)v2^2 to get 9555. Where in the heck did that formula come from? Or should I just memorize it and not fight it? Cause...P (pressure) = pgv, but i dont understand where (1/2)v^2 comes from. Any help?
Big Question:
A stream of water (initially horizontal) flows from a small hole in the side of a tank. The stream is 2.5m from the side of the tank after falling 0.70m. How far below the surface of the water in the tank is the hole?