| Theodore Francis Van Wagenen - 1897 - 110 Seiten
...height is equal to the depth of the liquid. 3. The Pressure of Water on the sides of a Vessel is equal to the weight of a column of water whose base is equal to the area of the side, and whose height is equal to one-half the depth of the liquid. Owing to this law... | |
| Charles George Warnford Lock - 1901 - 438 Seiten
...height is equal to the depth of the liquid. 3. The Pressure of Water on the sides of a Vessel is equal to the weight of a column of water whose base is equal to the area of the side, and whose height is equal to one-half the depth of the liquid. Owing to this law,... | |
| 1904 - 962 Seiten
...of the vessel. This rule is applied in finding the downward pressure on a horizontal surface. Find the weight of a column of water whose base is equal to the given surface, and whose height is equal to the depth of the given surface below the surface of the... | |
| Gardner Dexter Hiscox - 1908 - 362 Seiten
...water on every portion of the surface of the vessel containing it and in contact with it, is equal to the weight of a column of water whose base is equal to its unit area and whose height is equal to its depth below the surface to the vertical centre of the... | |
| David Allan Low - 1909 - 568 Seiten
...in one up stroke = 62-3a//¿ = PI. Therefore P = 62'3a7t. That is, the pull on the pump-rod is equal to the weight of a column of water, whose base is equal to the area of the bucket, and whose height is the total head. Hence when friction is neglected, P is independent... | |
| Jed Z. Buchwald, I. Bernard Cohen - 2001 - 380 Seiten
...out. For the pressure of that part where it is perforated will be removed, and this pressure is equal to the weight of a column of water whose base is equal to the hole and whose height is the same as that of the total water above the hole. And therefore if the vessel... | |
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