Practical Hydraulic Systems: Operation and Troubleshooting for Engineers and Technicians

| 1.1 | Calculate the pressure due to a column of 0.5 m of |
Water
Oil of specific gravity 0.8
Mercury of specific gravity 13.6.
Solution: Height of liquid column h' = 0.5 m
S oil = 0.8
S mercury = 13.6
Density of water ( ?) = 1000 kg/m 3
Gravitational force ( g) = 9.8 m/s 2
We know according to hydrostatic law that pressure developed in a fluid due to a height h' is given by
? Pressure due to a column of 0.5 m of water = 4900 N/m 2 (SI units) [In metric units = 4900/9.8 100 100 = 0.05 kg/cm 2 (where 9.81 is to convert Newton into kgf and 100 100 is to convert m 2 into cm 2).]
Pressure due to oil column: P (oil) = ? (oil) gh We know,
Pressure due to oil column = 3920 N/m 2.
Pressure due to mercury column: P (mercury) = ? (mercury) gh
Pressure due to mercury column = 66 640 N/m 2.
| 1.2 | The intensity of pressure at a point in a fluid is 4 N/cm 2. Find the corresponding height of fluid when the fluid is |
Water
Oil of specific gravity is 0.9.
Solution: P = 4 N/cm 2 = 40 000 N/m 2
S oil = 0.9
? water = 1000 kg/m 3