The formula to calculate Hydrostatic Force (F) is:
\[ F = \rho \cdot [g] \cdot z_s \cdot A \]
Hydrostatic forces are the resultant force caused by the pressure loading of a liquid acting on submerged surfaces. Density of a material shows the denseness of that material in a specific given area. This is taken as mass per unit volume of a given object. Vertical Depth from Free Surface of Centre of Area is the vertical depth of the center of the area from the surface of the water. Area is the contact area between the plate and fluid.
Let's assume the following values:
Using the formula:
\[ F = 997.3 \cdot 9.80665 \cdot 1.75 \cdot 49 \approx 838649.75285875 \]
The Hydrostatic Force is approximately 838649.75285875 Newton.
| Density (Kilogram per Cubic Meter) | Vertical Depth (Meter) | Area (Square Meter) | Hydrostatic Force (Newton) |
|---|---|---|---|
| 990 | 1.75 | 49 | 832,511.035124999936670 |
| 991 | 1.75 | 49 | 833,351.955362500040792 |
| 992 | 1.75 | 49 | 834,192.875599999912083 |
| 993 | 1.75 | 49 | 835,033.795837500016205 |
| 994 | 1.75 | 49 | 835,874.716074999887496 |
| 995 | 1.75 | 49 | 836,715.636312499875203 |
| 996 | 1.75 | 49 | 837,556.556549999979325 |
| 997 | 1.75 | 49 | 838,397.476787500083447 |
| 998 | 1.75 | 49 | 839,238.397024999954738 |
| 999 | 1.75 | 49 | 840,079.317262499942444 |
| 1000 | 1.75 | 49 | 840,920.237500000046566 |