A Treatise on Hydromechanics, Part 1 |
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... containing Applications of the Principles and Processes of Modern Pure Geometry . By J. McDowell , M.A. , F.R.A.S. , Pembroke College , Cambridge , and Trinity College , Dublin . 3rd edition , revised . 6s . ELEMENTARY TRIGONOMETRY . By ...
... containing Applications of the Principles and Processes of Modern Pure Geometry . By J. McDowell , M.A. , F.R.A.S. , Pembroke College , Cambridge , and Trinity College , Dublin . 3rd edition , revised . 6s . ELEMENTARY TRIGONOMETRY . By ...
Page 7
... contain- ing vessel separately . For doubling the quantity of gas in the vessel would double the pressure , and a similar propor- tionate change of pressure would take place for any other change of quantity . Hence if p be the density ...
... contain- ing vessel separately . For doubling the quantity of gas in the vessel would double the pressure , and a similar propor- tionate change of pressure would take place for any other change of quantity . Hence if p be the density ...
Page 9
... containing it , and dn an element of the normal to ds drawn inwards . Then the work done in a small compression = pΣdsdn = pdv , - and the work done in compressing from V to V - [ pdv = - [ Cdv , if pv = C , = - V V = = C log V ' = pv ...
... containing it , and dn an element of the normal to ds drawn inwards . Then the work done in a small compression = pΣdsdn = pdv , - and the work done in compressing from V to V - [ pdv = - [ Cdv , if pv = C , = - V V = = C log V ' = pv ...
Page 10
... contain 25 oz . , determine the unit of force . 4. In the equation , W = gp V , the number of seconds in the unit of time is equal to the number of feet in the unit of length , the unit of force is 750 lbs . weight , and a cubic foot of ...
... contain 25 oz . , determine the unit of force . 4. In the equation , W = gp V , the number of seconds in the unit of time is equal to the number of feet in the unit of length , the unit of force is 750 lbs . weight , and a cubic foot of ...
Page 11
... containing the point ; and of direc- tions in the tangent plane to this surface , the tangents to its principal sections are those in which the rate of variation of density is greatest and least . CHAPTER II . THE CONDITIONS OF THE ...
... containing the point ; and of direc- tions in the tangent plane to this surface , the tangents to its principal sections are those in which the rate of variation of density is greatest and least . CHAPTER II . THE CONDITIONS OF THE ...
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Common terms and phrases
2nd edition 3rd edition 4th edition Aeneid angular velocity axis vertical body Books Camb Cambridge catenary catenoid centre of gravity centre of pressure cone constant cos² Crown 8vo curvature cylinder Demy 8vo density depth distance dx dy dy dx elastic English equal pressure equation equilibrium equilibrium is stable F. A. PALEY Fcap floats fluid pressure force free surface given horizontal immersed J. H. FREESE John's College lamina latus rectum LL.D mass mercury metacentre obtain paraboloid particle perpendicular plane of floatation position of equilibrium prove quantity radius resultant pressure revised revolution rotation sewed shew Small post 8vo solid solid of revolution spherical spheroid surface of revolution surfaces of equal tangent temperature Texts Translated Trinity College vertex vessel vols volume weight whole pressure
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