Transactions of the Cambridge Philosophical SocietyUniversity Press, 1842 |
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النتائج 1-3 من 63
الصفحة 203
... velocity be as the pressure , when the body is given , the velocity will be constant if the inertia also be as the pressure . For the inertia is understood to be that pro- perty of bodies to which , ceteris paribus , the velocity ...
... velocity be as the pressure , when the body is given , the velocity will be constant if the inertia also be as the pressure . For the inertia is understood to be that pro- perty of bodies to which , ceteris paribus , the velocity ...
الصفحة 426
... velocity in transparent bodies ; for I have proved that if the velocity be constant , the particles must necessarily vibrate according to the cycloidal law . What the velocity of propagation is , must de- pend on the law of vibration ...
... velocity in transparent bodies ; for I have proved that if the velocity be constant , the particles must necessarily vibrate according to the cycloidal law . What the velocity of propagation is , must de- pend on the law of vibration ...
الصفحة 448
... velocity nothing . At a distance in the second vessel , the pressure will = - √√√2 ( p1 – P :) , nearly . P be approximately p2 , and therefore the velocity The result is the same if forces act on the fluid . Hence the velocity must ...
... velocity nothing . At a distance in the second vessel , the pressure will = - √√√2 ( p1 – P :) , nearly . P be approximately p2 , and therefore the velocity The result is the same if forces act on the fluid . Hence the velocity must ...
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action algebra angle apse attraction axis bone caloric cause centre co-ordinates coefficients consequently curves cycloidal D'Alembert's Principle density direction distance dp² dt dt dv dw dx dx dx dy dx dy dz dx dz dx² dy dx dy dy dy dz dz dx e-al effect engine equilibrium evident exact differential fluid function Hence hypothesis integral lever-frame light line of motion luminiferous ether material particles medium molecular force obtained optic axes parallel parametric surface perpendicular plane position pressure produce propagation radius refraction respect result Rhynchosaur shew shewn substituting suppose surface of displacement symbol transversal U₁ variation velocity velocity of propagation vibrations wave weight wheels zero αφ аф аф аф