Mathematical Tracts on the Lunar and Planetary Theories, the Figure of the Earth, Precession and Nutation, the Calculus of Variations, and the Undulatory Theory of Optics: Designed for the Use of Students in the UniversityMacmillan and Company, 1858 - 400 sider |
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Side 262
... displacement and of motion consistent with undulatory vibration . The length of a wave we have explained to be the distance between two particles similarly displaced and moving similarly . The interval , in time , of two waves ( that is ...
... displacement and of motion consistent with undulatory vibration . The length of a wave we have explained to be the distance between two particles similarly displaced and moving similarly . The interval , in time , of two waves ( that is ...
Side 263
... displacement of a particle is represented by a sin 2π λ − ( vt − x ) + - 4 } , we shall consider the arc 2π λ ( vt − x ) + 4 } as the measure of the phase . When we consider a wave as extending over space in a direction different ...
... displacement of a particle is represented by a sin 2π λ − ( vt − x ) + - 4 } , we shall consider the arc 2π λ ( vt − x ) + 4 } as the measure of the phase . When we consider a wave as extending over space in a direction different ...
Side 264
... displacement in EF is the cause of future displacement in GH , because in conse- quence of the existence of this wave there will hereafter be a * The function X which expresses the disturbance may be discontinuous , that is , may be ...
... displacement in EF is the cause of future displacement in GH , because in conse- quence of the existence of this wave there will hereafter be a * The function X which expresses the disturbance may be discontinuous , that is , may be ...
Side 265
... displacement in EF causes no future displacement between EF and AB , because , though the displacement in EF exists , there will hereafter be no wave between AB and EF If then we divide EF into a great number of parts , we must consider ...
... displacement in EF causes no future displacement between EF and AB , because , though the displacement in EF exists , there will hereafter be no wave between AB and EF If then we divide EF into a great number of parts , we must consider ...
Side 278
... displacements in different directions will very soon destroy each other . Thus there will be no refracted ray . This is a well known law of optics . It must be remarked that the demonstrations of ( 32 ) and ( 34 ) are not free from ...
... displacements in different directions will very soon destroy each other . Thus there will be no refracted ray . This is a well known law of optics . It must be remarked that the demonstrations of ( 32 ) and ( 34 ) are not free from ...
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Mathematical Tracts on the Lunar and Planetary Theories, the Figure of the ... George Biddell Airy Uten tilgangsbegrensning - 1858 |
Mathematical Tracts on the Lunar and Planetary Theories, the Figure of the ... George Biddell Airy Uten tilgangsbegrensning - 1858 |
Mathematical Tracts on the Lunar and Planetary Theories: The Figure of the ... George Biddell Airy, Sir Ingen forhåndsvisning tilgjengelig - 2016 |
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