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 252
... 2π 2π is therefore the time of vibra- n n tion of a particle . But by ( 5 ) λ v = time of vibration 시 λη 2π 2π n Σπυ Consequently n = " λ and therefore the disturbance = a sin ( 2π λ - ( vt − x ) + A +4 } " , * This is the form of the ...
... 2π 2π is therefore the time of vibra- n n tion of a particle . But by ( 5 ) λ v = time of vibration 시 λη 2π 2π n Σπυ Consequently n = " λ and therefore the disturbance = a sin ( 2π λ - ( vt − x ) + A +4 } " , * This is the form of the ...
Side 255
... 2π λ - a sin ( vt − x + A ) , and let ( B ) represent the state of another undulation at the same time where the law of vibration is 2π λ b sin ( vt − x + B ) . - If from any point in ( a ) we measure upwards a distance equal to the ...
... 2π λ - a sin ( vt − x + A ) , and let ( B ) represent the state of another undulation at the same time where the law of vibration is 2π λ b sin ( vt − x + B ) . - If from any point in ( a ) we measure upwards a distance equal to the ...
Side 256
... λ ( vt — x ) } . ( 2π c sin - ( vt − x ) + λ − α } , if c cos Ca cos A + b cos B , csin Ca sin A + b sin B. It is very important to remark that the square of c , the new coefficient , is the sum of the squares of the coefficients of ...
... λ ( vt — x ) } . ( 2π c sin - ( vt − x ) + λ − α } , if c cos Ca cos A + b cos B , csin Ca sin A + b sin B. It is very important to remark that the square of c , the new coefficient , is the sum of the squares of the coefficients of ...
Side 257
... 2π c sin - λ ( vt − x ) + C } shews that the length of a wave is the same as in either of the undulations compounded ; but the difference of value of C from A and B shews that the maximum of vibration for a given par- ticle does not ...
... 2π c sin - λ ( vt − x ) + C } shews that the length of a wave is the same as in either of the undulations compounded ; but the difference of value of C from A and B shews that the maximum of vibration for a given par- ticle does not ...
Side 258
... 2π a sin λ ( vt-土) +4 } . Now this is exactly the same expression as ( 2π a sin λ ( vt − x ) + A } , λ putting x F instead of x . 2 That is , the expression for the dis- turbance in this second undulation , if B = A + 180 ° , is the ...
... 2π a sin λ ( vt-土) +4 } . Now this is exactly the same expression as ( 2π a sin λ ( vt − x ) + A } , λ putting x F instead of x . 2 That is , the expression for the dis- turbance in this second undulation , if B = A + 180 ° , is the ...
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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 |
Vanlige uttrykk og setninger
2π λ analyzing plate angle angular velocity attraction axes axis bright Cambridge cloth co-ordinates coefficient College Consequently constant cos² Crown 8vo crystal curve depending different colours differential direction displacement distance disturbing force dR dR dt dt Earth elliptically polarized ellipticity equal equation expression extraordinary ray Fcap front ƒ² glass Hence inclined integration intensity investigation length longitude mean anomaly Moon motion multiplied nearly node nutation ordinary ray parallel particles perigee perihelion perpendicular plane of incidence plane of polarization plane of reflection precession principal plane produced PROP proportion quantity radius vector refraction rhombohedron rings shew sin² spheroid Sun's suppose surface tion tourmaline Trinity College undulation vibration vt-x wave
Populære avsnitt
Side 405 - BIRKS.— The Difficulties of Belief in connexion with the Creation and the Fall. By THOMAS RAWSON BIRKS, MA Rector of Kelshall, and Author of "The Life of the Rev. E. Bickersteth.
Side 405 - II. — Containing select Epigrams of Martial. Edited with English notes, by JEB MAYOR, MA, Fellow and Classical Lecturer of St. John's College, Cambridge, Editor of Juvenal. [Preparing. ARISTOPHANES. The Greek Text revised, with a Commentary. By WG CLARK, MA, Fellow and Assistant Tutor of Trinity College.