Sustainable Energy
2nd Edition
ISBN: 9781337551663
Author: DUNLAP, Richard A.
Publisher: Cengage,
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Determine the pressure of the gas in the bulb shown in the figure here below relative to the atmospheric pressure.
d) Calculate the change in temperature. Indicate increase or decrease in temperature.
A closed tank whose bottom is 45 cm in diameter is filled with three liquids: 30 cm of carbon tetrachloride (SG=1.59), 10 cm of water and 5 cm of syrup (SG=1.31). The air chamber in the tank is pressurized at 62 kPa. Illustrate the problem before solving.
A.) Determine the pressure at the interface of carbon tetrachloride and syrup.
B.) Determine the difference in pressure between the interface of water and syrup and the interface of carbon tetrachloride and syrup.
C.) Compute the hydrostatic pressure (in kPa) acting at the bottom of the tank.
D.) Apply the PANEL EQUATIONS to determine the magnitude, direction and location of the total hydrostatic force acting at the bottom of the tank.
(PLEASE ANSWER ASAP THANK YOU AND GODBLESS)
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- A closed tank whose bottom is 45 cm in diameter is filled with three liquids: 30 cm of carbon tetrachloride (SG=1.59), 10 cm of water and 5 cm of syrup (SG=1.31). The air chamber in the tank is pressurized at 62 kPa. Illustrate the problem before solving. A.) Determine the pressure at the interface of carbon tetrachloride and syrup. B.) Determine the difference in pressure between the interface of water and syrup and the interface of carbon tetrachloride and syrup. C.) Compute the hydrostatic pressure (in kPa) acting at the bottom of the tank. D.) Apply the PANEL EQUATIONS to determine the magnitude, direction and location of the total hydrostatic force acting at the bottom of the tank.arrow_forwardFLUID MECHANICS-WATER HAMMER: A valve at the end of a gasoline pipeline is rapidly closed (assume instantaneously). If the gasoline velocity was initially 12m/s, what will be the water hammer pressure rise? The bulk modulus of the gasoline is 715 MPa, and the density of the gasoline is 680 kg/m3.arrow_forwardWater flows steadily from a nozzle into a large tank as shown below. The water then flows from the tank as a jet of diameter d. (a) Using the piezometer tube shown, determine the flow rate through the nozzle. (b) Using the flow rate determine the value d if the water in the tank remains constant. Viscous effects are negligible.arrow_forward
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