Treatise on Natural Philosophy, Volume 1, Issue 1University Press, 1879 - Calculators |
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Page vii
... Units , and the chief Instruments used for the measurement of Time , Space , and Force . Thus closes the First Division of the work , which is strictly preliminary , and to which we have limited the present issue . This new edition has ...
... Units , and the chief Instruments used for the measurement of Time , Space , and Force . Thus closes the First Division of the work , which is strictly preliminary , and to which we have limited the present issue . This new edition has ...
Page xii
... Unit of Time- Third suggestion for Absolute Unit of Time - British Absolute Unit - Comparison with Gravity • Resolution of Forces - Effective Component of a Force Geometrical Theorem preliminary to Definition of Centre of Inertia ...
... Unit of Time- Third suggestion for Absolute Unit of Time - British Absolute Unit - Comparison with Gravity • Resolution of Forces - Effective Component of a Force Geometrical Theorem preliminary to Definition of Centre of Inertia ...
Page 2
... unit of length of the curve ( according to the notation below below ) is called the curvature . To exemplify this , suppose two tangents drawn to a circle , and radii to the points of contact . The angle between the tangents is the ...
... unit of length of the curve ( according to the notation below below ) is called the curvature . To exemplify this , suppose two tangents drawn to a circle , and radii to the points of contact . The angle between the tangents is the ...
Page 4
... unit length of the curve . To express the radius of curvature , the direction cosines of the osculating plane , and the tortuosity , of a curve not in one plane , in terms of Cartesian triple co - ordinates , let , as before , 89 be the ...
... unit length of the curve . To express the radius of curvature , the direction cosines of the osculating plane , and the tortuosity , of a curve not in one plane , in terms of Cartesian triple co - ordinates , let , as before , 89 be the ...
Page 7
... the curve . These lines will form a conical surface . Suppose this to be cut by a sphere of unit radius having its centre at the fixed point . The length of the Integral curvature of a curve ( compare 136 curve of 9. ] 7 KINEMATICS .
... the curve . These lines will form a conical surface . Suppose this to be cut by a sphere of unit radius having its centre at the fixed point . The length of the Integral curvature of a curve ( compare 136 curve of 9. ] 7 KINEMATICS .
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Common terms and phrases
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
Popular passages
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