Treatise on Natural Philosophy, Volume 1, Issue 1University Press, 1879 - Calculators |
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Page v
... naturally led to the consideration of the curvature and tortuosity of curves , the curvature of surfaces , distortions or strains , and various other purely geometrical subjects . The Laws of Motion , the Law of Gravitation and 62.
... naturally led to the consideration of the curvature and tortuosity of curves , the curvature of surfaces , distortions or strains , and various other purely geometrical subjects . The Laws of Motion , the Law of Gravitation and 62.
Page xi
... Strain - Definition of Homogeneous Strain - Properties of Ho- mogeneous Strain - Strain Ellipsoid - Change of Volume -Axes of a Strain - Elongation and Change of Direction of any Line of the Body - Change of Plane in the Body- Conical ...
... Strain - Definition of Homogeneous Strain - Properties of Ho- mogeneous Strain - Strain Ellipsoid - Change of Volume -Axes of a Strain - Elongation and Change of Direction of any Line of the Body - Change of Plane in the Body- Conical ...
Page 115
... Strain . Definition of homo- geneous strain . Properties of 8-2 150. ] 115 KINEMATICS .
... Strain . Definition of homo- geneous strain . Properties of 8-2 150. ] 115 KINEMATICS .
Page 116
... strain . Properties of homo- geneous strain . experienced by a solid or liquid mass , or by a group of points whose positions with regard to each other are subject to known conditions . Any such definite alteration of form or dimensions ...
... strain . Properties of homo- geneous strain . experienced by a solid or liquid mass , or by a group of points whose positions with regard to each other are subject to known conditions . Any such definite alteration of form or dimensions ...
Page 117
... strain . Thus n2 ફ્ + ( aa ) ( Bb ) + ( c ) ( ye ) = 1 , Properties of homo- geneous strain . Strain ellipsoid . Change 158. ] 117 KINEMATICS .
... strain . Thus n2 ફ્ + ( aa ) ( Bb ) + ( c ) ( ye ) = 1 , Properties of homo- geneous strain . Strain ellipsoid . Change 158. ] 117 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
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