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oscillation

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this is physics notes of chapter oscillation

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Chopter : S
Oscillation E
motio
Tt is perodic
Jinearp about
cohere
nme
moueS to Alo
obiect
Positioo
Simp le harmooicmobion
haumonic
11Deo
Simple harmonicmotio CsH
Linear
allRlax
ed
M



BExtens
ded




)comp
ressed




Consider spring 2 blocksystem cUhe
black is displaced From meaneguilibtds
position theh force acteda0 block
which brìnq block towards a mean
positioo
Uistatin force
Restaring force odisp
d ue to
forcedirndisp as in opposite

, MImP
ol60
05cillation/SHM
properEicn
DifEerenticl Cocc|b)
force
restorinqtorce kForce
where
Restorinq
force aS define is
Hccordi
eqnInkn Oppsitedir
F: maqnitudeof
Forceile
F=-ka--- ol
dt Ma
ss to
ddedt magnitude is
xacc eg
dt
directed
of of
perodicmotion
Linear
Dhere
inear di6placemen
io
oF tooards
(sHM
displacement
SH
directly
t.Dis
M mean
I6.9iven RDate: PageNo.

position.

by

,
ExpresSIoN C)2 Sec Diff^ ied
disp S then Abaue also,k
acc)n ditferancaa
qive eqnThe dw
-)ue5ing her, acc|h dt2 d2
dt? time
eqnCaled
e9
CCC" du
a: are dt n
as
aTTSec
For of
in SHM in periad
oppsite displacement. SHM

s as
dt is
dirh diff
acclnUsoto lioear
SHM ofve

lo egnof

accl
SHM H(Date: PageNo,

in
SH

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