Vibratory motion and sound |
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Pagina 4
... shows that , when a particle executes simple harmonic motion , if a circle be described upon the path of the particle as diameter , and a perpendicular to the path be drawn from the particle , the point in which this perpendicular meets ...
... shows that , when a particle executes simple harmonic motion , if a circle be described upon the path of the particle as diameter , and a perpendicular to the path be drawn from the particle , the point in which this perpendicular meets ...
Pagina 10
... show that the vibrations of a pendulum follow the simple harmonic law , it will suffice to consider the case of the simple pendulum , that is , of a heavy particle suspended by a weightless string , and vibrating in one plane . S Let ...
... show that the vibrations of a pendulum follow the simple harmonic law , it will suffice to consider the case of the simple pendulum , that is , of a heavy particle suspended by a weightless string , and vibrating in one plane . S Let ...
Pagina 30
Joseph David Everett. to descend before н comes to the extreme right . This shows that at the point of contact of the ellipse with the right hand side , the point which traces the ellipse is de-、 scending ( Fig . 17 , H ) . The ellipse ...
Joseph David Everett. to descend before н comes to the extreme right . This shows that at the point of contact of the ellipse with the right hand side , the point which traces the ellipse is de-、 scending ( Fig . 17 , H ) . The ellipse ...
Pagina 36
... shows the trace left , by a point describing these approximate ellipses , upon a sheet of paper travelling uniformly past it . the If is increasing , the x vibrations are gaining upon y vibrations . For the phase of the x vibrations is ...
... shows the trace left , by a point describing these approximate ellipses , upon a sheet of paper travelling uniformly past it . the If is increasing , the x vibrations are gaining upon y vibrations . For the phase of the x vibrations is ...
Pagina 41
... shows that the curve formed by the particles at any time is the harmonic curve ( § 12 ) , for equation ( 10 ) agrees with equation ( 8 ) pg 9 when t is constant . Dividing numerator and denominator 7 by v , and remembering that ย ...
... shows that the curve formed by the particles at any time is the harmonic curve ( § 12 ) , for equation ( 10 ) agrees with equation ( 8 ) pg 9 when t is constant . Dividing numerator and denominator 7 by v , and remembering that ย ...
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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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