cover image: Bulletin of the Calcutta Mathematical Society  (1915-16)

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20.500.12592/0d8jks

Bulletin of the Calcutta Mathematical Society (1915-16)

1915

Since a finite interval of time is required for any change in the amplitude or form of vibration either of the string or of the rest of the instrument we see that the conditione of the cinge discussed are favettr►ble for the production of cyclical forms of vibration. [...] The main interest of the problem is 41 finding the etionae of the motion of Cho string at successive stages of the cycle its relation to the coresponding changes in the vibration of the bridge and belly the factors that determine these changes mid the number of 'periods of vibration comprised in ouch cycle. [...] The outage in the form of ‘ibratiim of the string thus caused would in its turn result in a falling off of the vibration of the belly but on aroma of -the inertia of the holly this eloolgo would naturally lag behind ?that of the siring to acmisiderable extent. [...] The difference in the amplitude of vibration of the belly and in the character of the changes in the vibration-forte of the the string in the two eases is very marked. [...] " M the eiminiand of the orator the contingent assigned to the chief town of rise Yotine formed in order nod mnrchetforthwith to the frontier:" How did science-and Matheinatieslare duriethe grëiit.entitelitan of the Revolution la To answer this question fullY to rewrite the Elogeg Histurique$ of Olivier the greatest.representative of the Academic system—the never-to7be-forgottiat pernint
technology medicine science
Pages
63
Published in
India
SARF Document ID
sarf.120023
Segment Pages Author Actions
Frontmatter
i-iii unknown view
The Theory of the Cyclical Vibrations of it Bowed String
1-8 C.V Raman view
On the Motion of a Perfectly Elastic Particle Inside a Given Plane Area Under No External Forces
9-14 Nalinimohan Basu view
Parametric Co-efftcients in the Differential Geometry of Curves
15-24 Syamadas Mukhopadhyay view
On the Vibrating String with an Infinite Number of Edges
25-32 Ganesh Prasad view
Fourier His Life and Work
33-48 A.C Bose view
On the Motion of Two Spherolds in an Infinite Liquid Along the Common Axis of Revolution
49-60 A.C Bose view

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