Transactions of the Cambridge Philosophical Society, المجلد 22University Press, 1923 |
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النتائج 1-5 من 58
الصفحة 43
... ratio of M to M ' for different values of c is as follows : C = 0 M / M ' = 1 • 1 1.03 · 4 1.51 .6 2.69 .9 13.8 Now this difference between M and M ' is of very considerable importance , and so far as I am aware has not been previously ...
... ratio of M to M ' for different values of c is as follows : C = 0 M / M ' = 1 • 1 1.03 · 4 1.51 .6 2.69 .9 13.8 Now this difference between M and M ' is of very considerable importance , and so far as I am aware has not been previously ...
الصفحة 62
... ratios of one axis to the two others . If we take a standard order a > b > c and write x = c / a , y = c / b , then with < 1 , y≤1 , x < y Xx * Proceedings Royal Society , 1886 , pp . 319-336 . Until after the communication of this ...
... ratios of one axis to the two others . If we take a standard order a > b > c and write x = c / a , y = c / b , then with < 1 , y≤1 , x < y Xx * Proceedings Royal Society , 1886 , pp . 319-336 . Until after the communication of this ...
الصفحة 63
... ratio y : x = a : b finite so that elliptical disks are represented , with a circular disk for y = x . The line OP and its neighbourhood represent the series of cases in which with c always small , the ratio ba has degrees of smallness ...
... ratio y : x = a : b finite so that elliptical disks are represented , with a circular disk for y = x . The line OP and its neighbourhood represent the series of cases in which with c always small , the ratio ba has degrees of smallness ...
الصفحة 67
... ratios of amplitudes da : db : de may be written { a2Eɑa — n2 ( a2 + c2 ) } - db da + ( abEab — n2c2 ) - = a b db da - { b2Ebb — n2 ( b2 + c2 ) } b + ( ab Eat - n2c2 ) = 0 a ( 1 ) , giving a quadratic in n2 when the ratios are ...
... ratios of amplitudes da : db : de may be written { a2Eɑa — n2 ( a2 + c2 ) } - db da + ( abEab — n2c2 ) - = a b db da - { b2Ebb — n2 ( b2 + c2 ) } b + ( ab Eat - n2c2 ) = 0 a ( 1 ) , giving a quadratic in n2 when the ratios are ...
الصفحة 68
... ratios of axes , and these ratios have a connexion in virtue of which the series is represented by a line in a plane diagram . The value of w2 in terms of G , H is w2 = Gc2 + H and the equation of condition is - G ( ac2 + b2c2 a2b2 ) + ...
... ratios of axes , and these ratios have a connexion in virtue of which the series is represented by a line in a plane diagram . The value of w2 in terms of G , H is w2 = Gc2 + H and the equation of condition is - G ( ac2 + b2c2 a2b2 ) + ...
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a₁ angle approximately asymptotic expansion atmosphere Axiom of Archimedes axis b₁ c₁ calculated coefficients considered constant convergent convex set cordon corresponding cos² curve d₁ definition denote density determined differential equations disturbance diurnal diurnal variations dyadic earth equal escape expression factor finite follows formula free path function G. H. Hardy giant star given h₂ Hence integral equation invariant Jacobian k₁ k₂ magnitude molecules obtained orbit paper parameters partitions plane positive potential Primitive Roots ratio relation respectively result rotation scalar shew shewn sin² solar solid angle solutions substitution suppose surface t₁ theorem theory v₁ values vector velocity w₁ X₁ XXII zero Σ Σ дх