A Treatise on Statics: Containing the Theory of the Equilibrium of Forces; and Numerous Examples Illustrative of the General Principles of the Science |
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Page 4
... Suspend a proposed sub- stance P from the other end B , then the spring will be bent in the manner represented in fig ... suspended from B will bend the spring exactly as P does . By suspending 2 , 3 , 4 , ... of these bodies at a time ...
... Suspend a proposed sub- stance P from the other end B , then the spring will be bent in the manner represented in fig ... suspended from B will bend the spring exactly as P does . By suspending 2 , 3 , 4 , ... of these bodies at a time ...
Page 5
... suspended by a string , it is often said that the string exerts a force or pressure upon the body ; the fact however in this case is , that the string by being attached to the body , becomes a part of the body ; and the whole remains in ...
... suspended by a string , it is often said that the string exerts a force or pressure upon the body ; the fact however in this case is , that the string by being attached to the body , becomes a part of the body ; and the whole remains in ...
Page 72
... suspended from any point in it , it will not be at rest till the centre of gravity Hence the centre of gravity of two equal bodies is the middle point between them . and the point of suspension are situated in the same 72 CENTRE OF ...
... suspended from any point in it , it will not be at rest till the centre of gravity Hence the centre of gravity of two equal bodies is the middle point between them . and the point of suspension are situated in the same 72 CENTRE OF ...
Page 73
... suspended from two points in it , and the corresponding verticals be drawn upon or through the body , their common point of intersection will be the centre of gravity . 133. It follows at once , from Art . 131 , that if all the ...
... suspended from two points in it , and the corresponding verticals be drawn upon or through the body , their common point of intersection will be the centre of gravity . 133. It follows at once , from Art . 131 , that if all the ...
Page 148
... suspended two equal scales D , E by means of fine chains or strings . The fulcrum C and the points of support are in the same straight line , but the centre of gravity of the beam is a little below C. In this state the balance when ...
... suspended two equal scales D , E by means of fine chains or strings . The fulcrum C and the points of support are in the same straight line , but the centre of gravity of the beam is a little below C. In this state the balance when ...
Common terms and phrases
A₁ axes axle balance beam Cambridge catenary centre of gravity chain co-ordinates conditions of equilibrium consequently cord cos² couple cylinder density direction distance draw equal to zero equation equi F₁ F₂ find the centre find the position fixed axis fixed point forces acting forces F friction frustum fulcrum given Hence horizontal plane inclined plane length lever librium m₁ machine magnitude motion moveable osculating plane parabola parallelogram parallelopiped particle passing perpendicular position of equilibrium pressure proportional pulley pyramid radii radius represent resolved respectively rest resultant right angles rigid body screw shew smooth string suppose surface suspended T₁ Taylor's theorem tension thread three forces triangle Trinity College University of Cambridge vertex virtual velocities weight wheel Wherefore ΣΖ ΣΥ ΣΧ
Popular passages
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