Treatise on Natural Philosophy, Volume 1, Part 1At the University Press, 1879 - Mechanics, Analytic |
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Page x
... Rigid Body Precessional Rotation - Model illustrating Precession of Equi- noxes Free rotation of a Body kinetically symmetrical about an axis Communication of Angular Velocity equally between Inclined SECTIONS 78-94 95-101 · 102 , 103 ...
... Rigid Body Precessional Rotation - Model illustrating Precession of Equi- noxes Free rotation of a Body kinetically symmetrical about an axis Communication of Angular Velocity equally between Inclined SECTIONS 78-94 95-101 · 102 , 103 ...
Page xi
... Body , rigid or not , one point of which is held fixed Analysis of a Strain into Distortion and Rotation Pure Strain - Composition of Pure Strains • • Displacement of a Curve - Tangential Displacement — Tan- gential Displacement of a ...
... Body , rigid or not , one point of which is held fixed Analysis of a Strain into Distortion and Rotation Pure Strain - Composition of Pure Strains • • Displacement of a Curve - Tangential Displacement — Tan- gential Displacement of a ...
Page xii
... Rigid Body - Motion of Centre of Inertia of a Rigid Body - Moment of Momentum of a Rigid Body - Conservation of Momentum , and of Moment of Momentum - The " Invariable Plane " is a Plane through the Centre of Inertia , perpendicular to ...
... Rigid Body - Motion of Centre of Inertia of a Rigid Body - Moment of Momentum of a Rigid Body - Conservation of Momentum , and of Moment of Momentum - The " Invariable Plane " is a Plane through the Centre of Inertia , perpendicular to ...
Page xiii
... Rigid Body - Radius of Gyration -Fly - wheel - Moment of Inertia about any Axis · Momental Ellipsoid - Equilibration of Centrifugal Forces— Definition of Principal Axes of Inertia - Principal Axes— Binet's Theorem - Central Ellipsoid ...
... Rigid Body - Radius of Gyration -Fly - wheel - Moment of Inertia about any Axis · Momental Ellipsoid - Equilibration of Centrifugal Forces— Definition of Principal Axes of Inertia - Principal Axes— Binet's Theorem - Central Ellipsoid ...
Page 60
... rigid body . of a rigid body or group of points whose relative positions are unalterable . The simplest case we can consider is that of the motion of a plane figure in its own plane , and this , as far as kinematics is concerned , is ...
... rigid body . of a rigid body or group of points whose relative positions are unalterable . The simplest case we can consider is that of the motion of a plane figure in its own plane , and this , as far as kinematics is concerned , is ...
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Common terms and phrases
acceleration action algebraic altered angular velocity anticlastic application axis Cambridge centre of inertia circle co-ordinates coefficients component condition configuration constant corresponding course curvature curve cycloidal cylinder denote determined differential equation direction cosines displacement distance dt dt dx dy dy dy dy dz ellipsoid elongation equal equations of motion equilibrium expression finite fixed force formula function geometrical given gyrostatic harmonic motions Hence impulse infinitely small instant integral kinetic energy length linear momentum moving negative osculating plane P₁ parallel particle perpendicular polygon position principal axes quadratic quadratic function quantity radius ratio rectangular resultant right angles rigid body rolling roots rotation round shear simple harmonic simple harmonic motions solution spherical harmonic spherical surface St John's College strain suppose tangent plane theorem tion values whole Y₁ λ² аф
Popular passages
Page 241 - Every body continues in its state of rest or of uniform motion in a straight line, except in so far as it may be compelled by impressed forces to change that state.