Treatise on Natural Philosophy, Volume 1, Issue 1University Press, 1879 - Calculators |
From inside the book
Results 1-5 of 81
Page xi
... Components of Strain - Heterogeneous Strain -Homogeneous Strain - Infinitely small Strain - Most general Motion of Matter - Change of Position of a Rigid Body - Non - rotational Strain - Displacement Function " Equation of Continuity ...
... Components of Strain - Heterogeneous Strain -Homogeneous Strain - Infinitely small Strain - Most general Motion of Matter - Change of Position of a Rigid Body - Non - rotational Strain - Displacement Function " Equation of Continuity ...
Page xii
... Component of a Force Geometrical Theorem preliminary to Definition of Centre of Inertia - Centre of Inertia . SECTIONS 205-216 217-220 • 221-226 227 , 228 • 229 , 230 Moment - Moment of a Force about a Point - Moment of a Force about an ...
... Component of a Force Geometrical Theorem preliminary to Definition of Centre of Inertia - Centre of Inertia . SECTIONS 205-216 217-220 • 221-226 227 , 228 • 229 , 230 Moment - Moment of a Force about a Point - Moment of a Force about an ...
Page 13
... components parallel to any three assumed directions at right angles to each other . Thus , for a train moving up an incline in a NE direc- tion , we may have given the whole velocity and the steepness of the incline , or we may express ...
... components parallel to any three assumed directions at right angles to each other . Thus , for a train moving up an incline in a NE direc- tion , we may have given the whole velocity and the steepness of the incline , or we may express ...
Page 14
... component being formed by multiplying the whole velocity by the cosine of the angle between its direction and that of the component . It is useful to remark that if the axes of x , y , z are not rect- dx dy dz angular , dt dt dt will ...
... component being formed by multiplying the whole velocity by the cosine of the angle between its direction and that of the component . It is useful to remark that if the axes of x , y , z are not rect- dx dy dz angular , dt dt dt will ...
Page 15
... components ( in that direction ) of the three rectangular com- velocities . ponents of the whole velocity . And , if we consider motion in one plane , this is still true , only we have but two rectangular components . These propositions ...
... components ( in that direction ) of the three rectangular com- velocities . ponents of the whole velocity . And , if we consider motion in one plane , this is still true , only we have but two rectangular components . These propositions ...
Contents
251 | |
264 | |
271 | |
282 | |
307 | |
338 | |
340 | |
354 | |
98 | |
104 | |
114 | |
128 | |
148 | |
154 | |
160 | |
167 | |
219 | |
233 | |
250 | |
361 | |
366 | |
384 | |
428 | |
440 | |
444 | |
454 | |
479 | |
490 | |
498 | |
Other editions - View all
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
Page 510 - The Missing Fragment of the Latin Translation of the Fourth Book of Ezra, discovered, and edited with an Introduction and Notes, and a facsimile of the MS., by ROBERT L. BENSLY, MA, Sub-Librarian of the University Library, and Reader in Hebrew, Gonville and Caius College, Cambridge.
Page 509 - The Pointed Prayer Book, being the Book of Common Prayer with the Psalter or Psalms of David, pointed as they are to be sung or said in Churches.