A Manual of Applied Mechanics |
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Page x
... Velocity and Direction of Varied Motion , . . 385 360. Components of Varied Motion , 386 361. Uniformly - Varied Velocity , city , 363. Uniform Deviation , 364. Varying Deviation , Page · 387 . 387 388 388 . 388 365. Resultant Rate of ...
... Velocity and Direction of Varied Motion , . . 385 360. Components of Varied Motion , 386 361. Uniformly - Varied Velocity , city , 363. Uniform Deviation , 364. Varying Deviation , Page · 387 . 387 388 388 . 388 365. Resultant Rate of ...
Page 386
... velocity being represented by a line , such as PT , in the direction of the tangent to the path of the point which moves with that velocity , at the instant in question . For example , if the axes OX , OY , OZ , are at right angles to ...
... velocity being represented by a line , such as PT , in the direction of the tangent to the path of the point which moves with that velocity , at the instant in question . For example , if the axes OX , OY , OZ , are at right angles to ...
Page 388
... velocity A , V , may be considered as compounded of A , v and v V ,; so that v V , is the deviation of the motion dur- ing the interval at ; and because the isosceles triangles A ; V , CA , A ,, are similar : vv , = A , V · A , A , CA ...
... velocity A , V , may be considered as compounded of A , v and v V ,; so that v V , is the deviation of the motion dur- ing the interval at ; and because the isosceles triangles A ; V , CA , A ,, are similar : vv , = A , V · A , A , CA ...
Page 391
... Velocity of a turning body is the ratio of the angle of rotation , expressed in terms of radius , to the number of units of time in the interval of time occupied by the angular motion . Speed of turning is sometimes expressed also by ...
... Velocity of a turning body is the ratio of the angle of rotation , expressed in terms of radius , to the number of units of time in the interval of time occupied by the angular motion . Speed of turning is sometimes expressed also by ...
Page 393
... Velocity of a Point in a Rotating Body . - The component parallel to an axis of rotation , of the velocity of a point in a rotating body relatively to that axis , is null . That velocity may be resolved into components in the plane of ...
... Velocity of a Point in a Rotating Body . - The component parallel to an axis of rotation , of the velocity of a point in a rotating body relatively to that axis , is null . That velocity may be resolved into components in the plane of ...
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Common terms and phrases
angle angle of repose angular momentum angular velocity applied Article axes bars beam body centre of gravity centre of pressure centre of resistance co-efficient co-ordinates components conjugate pressure cord cos² couple cross section curvature curve cylinder denote depth diagonal diameter direction distance elasticity ellipse equal and opposite equation equilibrium extrados figure fixed flexure fluid formula friction girder given horizontal inclined inertia intensity joint length line of action linear arch load moment of inertia motion neutral axis normal oblique ordinate P₁ P₂ pair parallel forces parallel projection perpendicular polygon position principal stresses principles prism proportional radius radius of curvature ratio rectangular relatively represent resultant rotation shearing stress solid spandril specific gravity square stability straight line strain structure surface tangential tenacity tension THEOREM thrust tion traversing truss uniform vertical weight Λ Λ Λ
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Page 1 - ... which he finds in treatises on dynamics, and should make no allowance for the imperfection of his materials, his whole apparatus of beams, wheels, and ropes would soon come down in ruin, and, with all his geometrical skill, he Would be found a far inferior builder to those painted barbarians who, though they never heard of the parallelogram of forces, managed to pile up Stonehenge.