An open tank consists of 3 immiscible liquids, in which the water is at the height of 400 cm, above which a crude oil of specific gravity of 0.85 is filled up to a height of 2400 mm, above which a coconut oil of specific gravity of 0.94 is filled for about 3 m. Find (i) the intensity of pressure in kPa at the interface between coconut oil & crude oil (ii) the intensity of pressure in MPa at the interface between crude oil & water (iii) the intensity of pressure in N/cm² at the bottom of the tank. Solution: The intensity of pressure at the interface between coconut oil & crude oil (unit in kPa) = The intensity of pressure at the interface between crude oil & water (unit in MPa) ; The intensity of pressure at the bottom of the tank (Unit in N/cm?) = ( %3D

International Edition---engineering Mechanics: Statics, 4th Edition
4th Edition
ISBN:9781305501607
Author:Andrew Pytel And Jaan Kiusalaas
Publisher:Andrew Pytel And Jaan Kiusalaas
Chapter8: Centroids And Distributed Loads
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Problem 8.122P: The 12-ft wide quarter-circular gate AB is hinged at A. Determine the contact force between the gate...
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An open tank consists of 3 immiscible liquids, in
which the water is at the height of 400 cm, above
which a crude oil of specific gravity of 0.85 is filled
up to a height of 2400 mm, above which a coconut
oil of specific gravity of 0.94 is filled for about 3
m.
Find (i) the intensity of pressure in kPa at the
interface between coconut oil & crude oil
(ii) the intensity of pressure in MPa at the
interface between crude oil & water
(iii) the intensity of pressure in N/cm2 at the
bottom of the tank.
Solution:
The intensity of pressure at the interface between
coconut oil & crude oil (unit in kPa) =
The intensity of pressure at the interface between
crude oil & water (unit in MPa) :
The intensity of pressure at the bottom of the tank
(Unit in N/cm2) = (
Transcribed Image Text:An open tank consists of 3 immiscible liquids, in which the water is at the height of 400 cm, above which a crude oil of specific gravity of 0.85 is filled up to a height of 2400 mm, above which a coconut oil of specific gravity of 0.94 is filled for about 3 m. Find (i) the intensity of pressure in kPa at the interface between coconut oil & crude oil (ii) the intensity of pressure in MPa at the interface between crude oil & water (iii) the intensity of pressure in N/cm2 at the bottom of the tank. Solution: The intensity of pressure at the interface between coconut oil & crude oil (unit in kPa) = The intensity of pressure at the interface between crude oil & water (unit in MPa) : The intensity of pressure at the bottom of the tank (Unit in N/cm2) = (
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