Treatise on Natural Philosophy, Volume 1, Issue 1University Press, 1879 - Calculators |
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Page xv
... Periods - Graphic Representation— Dissipative Systems - Views of Stokes on Resistance to a Solid moving through a Liquid - Friction of Solids- Resistances varying as Velocities - Effect of Resistance varying as Velocity in a simple ...
... Periods - Graphic Representation— Dissipative Systems - Views of Stokes on Resistance to a Solid moving through a Liquid - Friction of Solids- Resistances varying as Velocities - Effect of Resistance varying as Velocity in a simple ...
Page xvi
... periods equal two and two - Orthogonalities proved between two components of one fundamental oscillation ; and equality of their Energies - Orthogonalities proved be- tween different fundamental oscillations - Case of Equal Periods ...
... periods equal two and two - Orthogonalities proved between two components of one fundamental oscillation ; and equality of their Energies - Orthogonalities proved be- tween different fundamental oscillations - Case of Equal Periods ...
Page 16
... periods of time . It is then measured by the increment of velocity , which would have been generated in a unit of time had the acceleration re- mained throughout that interval the same as at its commence- ment . The average acceleration ...
... periods of time . It is then measured by the increment of velocity , which would have been generated in a unit of time had the acceleration re- mained throughout that interval the same as at its commence- ment . The average acceleration ...
Page 38
... period of time defined as the epoch . harmonic The Period of a simple harmonic motion is the 38 [ 52 . PRELIMINARY .
... period of time defined as the epoch . harmonic The Period of a simple harmonic motion is the 38 [ 52 . PRELIMINARY .
Page 39
... period which has elapsed since the moving point last passed through its middle position in the positive direction . harmonic mechanism . 55. Those common kinds of mechanism , for producing recti- Simple lineal from circular motion , or ...
... period which has elapsed since the moving point last passed through its middle position in the positive direction . harmonic mechanism . 55. Those common kinds of mechanism , for producing recti- Simple lineal from circular motion , or ...
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acceleration action algebraic angular velocity anticlastic application arbitrary axis Cambridge centre of inertia circle co-ordinates coefficients component configuration constant corresponding course curvature curve cycloidal cylinder denote determined differential equation direction cosines displacement distance dt dt dt dy dx dy dy dy dy dz ellipsoid equal equations of motion equilibrium expression finite fixed force formula function give given gyrostatic harmonic motions Hence impulse infinitely small instant integral kinetic energy Lagrange's linear mass measured momentum moving negative P₁ parallel particle path perpendicular polygon position principal axes principle quadratic quadratic function quantity radius rectangular resultant rigid body rolling roots rotation round simple harmonic simple harmonic motions solution spherical harmonic spherical surface St John's College strain suppose tangent plane theorem tion values variable whole Y₁ αξ λ² аф
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