Vibratory motion and sound |
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Pagina v
... waves , which is accordingly discussed in Chapter IV . The proofs of some of the most important properties of waves are given in duplicate , first by general reasoning , and then by differentiating the.
... waves , which is accordingly discussed in Chapter IV . The proofs of some of the most important properties of waves are given in duplicate , first by general reasoning , and then by differentiating the.
Pagina vi
... wave . This Chapter is based on Chapter I. , and in like manner Chapter V. , which treats of the composition of two systems of Simple Harmonic waves of equal wave - length , is based on Chapter III . Stationary undulation is shown ( by ...
... wave . This Chapter is based on Chapter I. , and in like manner Chapter V. , which treats of the composition of two systems of Simple Harmonic waves of equal wave - length , is based on Chapter III . Stationary undulation is shown ( by ...
Pagina x
... WAVES . 46. Simple harmonic undulation . 47. Meaning of wave - 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 ...
... WAVES . 46. Simple harmonic undulation . 47. Meaning of wave - 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 ...
Pagina xi
... wave - 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 ...
... wave - 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 ...
Pagina xii
... waves · CHAPTER XI . ENERGY OF VIBRATIONS . 119. Energy of vibration of a common pendulum . 120. Calculation for simple pendulum . 121. The mean working force in small vibrations is half the maximum force . 122. Proof by integral ...
... waves · CHAPTER XI . ENERGY OF VIBRATIONS . 119. Energy of vibration of a common pendulum . 120. Calculation for simple pendulum . 121. The mean working force in small vibrations is half the maximum force . 122. Proof by integral ...
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a₁ amplitude antinode axis called centre Chapter Chemistry component compound compression constant crank Crown 8vo curve denote described Dictionary displacement distance elasticity ellipse elliptic harmonic motion Encyclopædia English epoch equal equation Essays extreme positions fixed force fork Fourth Edition Hence History of England horizontal Illustrations JOHN STUART MILL length LL.D M. A. Crown 8vo Maps MAX MÜLLER maximum mean position mean value middle point musical nodes number of vibrations obtained opposite directions parallel parallelogram particle pendulum perpendicular pipe pitch plane Plates Post 8vo published by LONGMANS quarter period R. A. PROCTOR ratio resultant revised right angles round S. R. GARDINER S.H. motions Second Edition sides simple harmonic motion simple tones sonorous sound stationary straight line string tion traced Translated Treatise tube undulations uniform circular motions velocity of propagation vertical vibratory motion vols wave-length Woodcuts ΙΟ
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