Elements of Natural Philosophy, Part 1 |
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Page 17
... spherical surface , diminishes according to the inverse square of the distance from the centre . Hence the rate at which a planet receives heat and light from the sun varies in simple proportion to the angular velocity of the radius ...
... spherical surface , diminishes according to the inverse square of the distance from the centre . Hence the rate at which a planet receives heat and light from the sun varies in simple proportion to the angular velocity of the radius ...
Page 36
... spherical surface within the body , with its centre at the fixed point C. All points of this sphere attached to the body will move on a sphere fixed in space . Hence the construction of § 91 may be made , only with great circles instead ...
... spherical surface within the body , with its centre at the fixed point C. All points of this sphere attached to the body will move on a sphere fixed in space . Hence the construction of § 91 may be made , only with great circles instead ...
Page 37
... spherical surface . Thus we see that if a spherical polygon turns about its angular points in succession , always keeping on the spherical surface , and if the angle through which it turns about each point is twice the supplement of the ...
... spherical surface . Thus we see that if a spherical polygon turns about its angular points in succession , always keeping on the spherical surface , and if the angle through which it turns about each point is twice the supplement of the ...
Page 38
... spherical figure on a fixed spherical surface is obtained by the rolling of a curve fixed in the figure on a curve fixed on the sphere . Hence as at each instant the line joining C and O contains a set of points of the body which are ...
... spherical figure on a fixed spherical surface is obtained by the rolling of a curve fixed in the figure on a curve fixed on the sphere . Hence as at each instant the line joining C and O contains a set of points of the body which are ...
Page 70
... spherical body , made up of concentric shells , each of uniform material and density throughout , if made to revolve about an axis , will , in spite of impressed forces , revolve with uniform angular velocity , and will main- tain its ...
... spherical body , made up of concentric shells , each of uniform material and density throughout , if made to revolve about an axis , will , in spite of impressed forces , revolve with uniform angular velocity , and will main- tain its ...
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Common terms and phrases
acceleration action amount angular velocity anticlastic applied attraction axes axis called Cambridge centre of gravity centre of inertia circle circular co-ordinates component configuration consider constant corresponding cosine couple curvature curve cylinder Demy 8vo denote density described diagram displacement distance edition elastic ellipse ellipsoid elongation equal equations equilibrium external point fixed point fluid forces acting friction geometrical given force Hence hodograph inclined infinitely small instant inversely kinetic energy length magnitude mass matter measured moment of inertia momentum moving normal P₁ P₂ parallel parallelogram particle path pendulum perpendicular portion position pressure principal axes principle produce projection proportional quantity radius radius of gyration reckoned resultant right angles rigid body rotation round shear shell simple harmonic motion solid solid angle space spherical surface spiral square straight line strain suppose tangent torsion uniform unit University of Cambridge vertical whole wire
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Page 69 - a viribus impressis cogitur statum suum mutare. 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.
Page 14 - I and 4—7 and Digest GROTIUS DE JURE BELLI ET PACIS, with the Notes of Barbeyrac and others; accompanied by an abridged Translation of the Text, by W. Whewell, DD late Master of Trinity College. 3 Vols. Demy 8vo. 12s. The translation separate, 6s. London: CJ Clay
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Page 25 - III., IV., the Text from the very ancient MS. in the Cambridge University Library, collated with six other MSS. Edited, with a life from the German of Ebert, and with Notes, &c. by JEB Mayor, MA, Professor of Latin, and JR Lumby, DD, Norrisian Professor of Divinity. Revised edition.
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