On the Undulatory Theory of Optics: Designed for the Use of Students in the UniversityMacmillan, 1866 - 159 σελίδες |
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Σελίδα 4
... equal to the interval between cor- responding points of two waves , or λ . Hence we find , Space described by the wave in the time of vibration of a particle = λ . Velocity of wave = λ time of vibration of a particle ' PROP . 4. To ...
... equal to the interval between cor- responding points of two waves , or λ . Hence we find , Space described by the wave in the time of vibration of a particle = λ . Velocity of wave = λ time of vibration of a particle ' PROP . 4. To ...
Σελίδα 7
... equal and uniform velocities , and if one agitation was created a little be- fore the other , so that the wave proceeding from one has proceeded as far ( in a given direction ) as the hollow between two waves proceeding from the other ...
... equal and uniform velocities , and if one agitation was created a little be- fore the other , so that the wave proceeding from one has proceeded as far ( in a given direction ) as the hollow between two waves proceeding from the other ...
Σελίδα 10
... equal to the elevation of the corresponding point of ( 8 ) , or measure downwards a distance equal to the depression of the corre- sponding point of ( B ) , we shall determine the position of the Roman letters . Their distances from the ...
... equal to the elevation of the corresponding point of ( 8 ) , or measure downwards a distance equal to the depression of the corre- sponding point of ( B ) , we shall determine the position of the Roman letters . Their distances from the ...
Σελίδα 11
... equal to one at least of the two angles A and B. PROP . 6. To examine the effects of interference of two equal and similar undulations : and to shew that when one is ( p + 1 ) × length of the wave INTERFERENCE OF UNDULATIONS . 11.
... equal to one at least of the two angles A and B. PROP . 6. To examine the effects of interference of two equal and similar undulations : and to shew that when one is ( p + 1 ) × length of the wave INTERFERENCE OF UNDULATIONS . 11.
Σελίδα 12
... equal vibration , a = b . The value of c is then √ { 2a2 + 2a2 cos ( A – B ) } = 2a cos - - A B 2 sin 4+ sin B A + B and tan C = A + B - = tan or C = 2 2 - cos A + cos B If A B = 0 , the value of c is 2a , and C - A : that is , if we ...
... equal vibration , a = b . The value of c is then √ { 2a2 + 2a2 cos ( A – B ) } = 2a cos - - A B 2 sin 4+ sin B A + B and tan C = A + B - = tan or C = 2 2 - cos A + cos B If A B = 0 , the value of c is 2a , and C - A : that is , if we ...
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2π λ a² cos² Algebra analyzing plate angle of incidence aperture axis BROOKE FOSS WESTCOTT Cambridge cloth coefficient common light Consequently Crown 8vo dicular different colours direction displacement distance disturbance double refraction ELEMENTARY TREATISE elliptically polarized English equal equation ether explain expression Extra fcap extraordinary ray fcap find the intensity Fresnel's rhomb front glass Iceland spar integral intensity of light investigation Latin length Mathematical motion nearly Newton's rings ordinary ray original particles pencil perpen perpendicular phænomena plane of incidence plane of polarization plane of reflection polarized light position principal plane prism produced Professor PROP proportion radius reflected ray represented retardation rhombohedron Schools screen Second Edition seen shews similar sin² suppose surface tion tourmaline undulation uniaxal crystal velocity vibration vibrations perpendicular vt-x λ 2π λό όλ
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