Vibratory Motion and SoundLongmans, Green, 1882 - Broj stranica: 135 |
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Stranica vi
... length , is based on Chapter III . Stationary undulation is shown ( by proof in duplicate , as above ) to be the resultant of two opposite systems of waves , and the production of beats by waves in the same direction is also explained ...
... length , is based on Chapter III . Stationary undulation is shown ( by proof in duplicate , as above ) to be the resultant of two opposite systems of waves , and the production of beats by waves in the same direction is also explained ...
Stranica x
... length . 48. Velocity of propagation in terms of wave - length and period . 49. Equation to wave - curve at any time for transverse vibration . 50. Velocities of particles at different points of a wave . 51. Appli- cation to ...
... length . 48. Velocity of propagation in terms of wave - length and period . 49. Equation to wave - curve at any time for transverse vibration . 50. Velocities of particles at different points of a wave . 51. Appli- cation to ...
Stranica xi
... length PAGE 46 CHAPTER VI . COMPOSITION OF TWO S.H. MOTIONS OF DIFFERENT PERIODS . 68. Motions at right angles with periods as I to 2. 69 , 70. With periods as m to n . 71. Specimens of the curves . 72. Geometrical construction for them ...
... length PAGE 46 CHAPTER VI . COMPOSITION OF TWO S.H. MOTIONS OF DIFFERENT PERIODS . 68. Motions at right angles with periods as I to 2. 69 , 70. With periods as m to n . 71. Specimens of the curves . 72. Geometrical construction for them ...
Stranica 9
... length . If we increase x by λ , we 2π X increase by 27 , and y will be unaltered . λ The curve is represented in Fig . 3. It evidently consists of a number of similar and similarly placed portions , each. SIMPLE HARMONIC CURVE . 9.
... length . If we increase x by λ , we 2π X increase by 27 , and y will be unaltered . λ The curve is represented in Fig . 3. It evidently consists of a number of similar and similarly placed portions , each. SIMPLE HARMONIC CURVE . 9.
Stranica 10
... length of the string , and the angle which it makes with the vertical at any moment . Then the accelera- tion of the heavy particle , being the tangential component of gravity , is g sin 4 , and if s denote S the distance from the ...
... length of the string , and the angle which it makes with the vertical at any moment . Then the accelera- tion of the heavy particle , being the tangential component of gravity , is g sin 4 , and if s denote S the distance from the ...
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amplitude approximately axis boards Books Cabinet Edition called centre Chapter Church circle circular cloth component compound compression constant continued Crown 8vo curve denote described difference direction displacement distance double Edition elasticity ellipse energy English epoch equal equation Essays extension extreme figure fixed force fork given gives half Hence History horizontal Illustrations increase length Maps maximum mean middle moving nearly nodes obtained opposite directions original parallel particle pendulum period perpendicular phase pipe pitch places plane Plates position present produce projection propagation ratio reflected regarded represented resultant revolving right angles round S.H. motions Series shows sides simple harmonic motion sound square straight line string tion tone traced Translated travelling undulations uniform velocity vertical vibrations vols wave-length waves whole Woodcuts
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