 | James Ferguson - 1764 - 322 pages
...veflel, is as the * fquare root of the depth or diftance of of r P° utin g the hole below the furface of the water. For, in order to make double the quantity...fluid run through one hole as through another of the fame fize, it will require four times the preflure of the other, and therefore muft be four times the... | |
 | Colin Macfarquhar, George Gleig - Encyclopedias and dictionaries - 1797 - 450 pages
...or bottom of a Viflel, is as ibffquare riot of the depth or dijlance of the bole belvw the furface of the water. For, in order to make double the quantity...fluid run through' one hole as through another of the fame (:.•..', it will require four times the preffure of the other, an J therefore mull be four times... | |
 | James Ferguson - Astronomy - 1814 - 420 pages
...exactly to the additional weight of the phial when it is again weighed in air, with the water in it. The velocity with which water spouts out at a hole...is as the square root* of the depth or distance of water. the hole below the surface of the water. For, in order to make double the quantity of a fluid... | |
 | Jeremiah Joyce - Astronomy - 1815 - 680 pages
...equal 'n size and length, the discharge of water by the pipe at 4 will be double that at I. Because the velocity with which water spouts out at a hole in the side or bottom of a vessel, is as the square-root of the distance of the whole below the surface of the water. Emma. What do you mean by... | |
 | James Smith - Industrial arts - 1815 - 942 pages
...competent to its dcvelopement : the velocity with it filch water jlows out of an aperture at the tide or bottom of a -vessel, is as the square root of the distance of the aperture from the surface of the voter* This is but saying, in other words, that the... | |
 | Hewson Clarke, John Dougall - Drawing - 1817 - 902 pages
...through a hole in the liottmn, or in the side of a vessel, are always in proportion to the tatuare root of the depth or distance of the hole below the surface of the water. The pressure of fluids against the side of a vessel is as the tpuare of the depth, of course to make... | |
 | Hewson Clarke, John Dougall - Drawing - 1817 - 928 pages
...out through a hole in the bcttom, or in the side of a vessel, are always in proportion to the smart root of the depth or distance of the hole below the surface of tne water. The pressure of fluids against the side of a vessel is as the rpuare of the depth, of course... | |
 | Alexander Jamleson - 1821 - 456 pages
...because fluids press equally in all directions. And the velocity with which water spouts out of a bole, in the side or bottom of a vessel, is as the square of the depth of the hole below the surface of the water: in order therefore to make double the quantity... | |
 | James Ferguson - Eclipses - 1823 - 406 pages
...again weighed in air, with the water in it. The velocity with which water spouts out at a ^.he veiocity hole in the side or bottom of a vessel, is as the square of spouting root4 of the depth or distance of the hole below the water. surface of the water. For,... | |
 | Jeremiah Joyce - Astronomy - 1824 - 224 pages
...the whole perpendicular height ; therefore the pressure will be equal to three times its weight. 22. The velocity with which water spouts out at a hole...or bottom of a vessel is as the square root of the distance of the whole below the surface. ing pipe increases only as the square root of the depth. 24.... | |
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The velocity with which water spouts out at a hole in the side or bottom of a vessel, is as the square root of the depth or distance of the hole below the surface of the water... 
