1.1 wave.ppt
TRANSCRIPT
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Understanding waves
Chapter one
1.1 UNDERSTANDING WAVES
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What can you conclude from this slide show?
Where did you see it?
Did you ever go the beach before?
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waves
Waves around us
What is a waves?
Source of waves
Types of waves
1.1 UNDERSTANDING WAVES
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Waves around us
Light waves
Sounds waves
Electromagnetic waves
Water waves
- Are familiar sight when we
tae a str!ll !n a "ea#h
-Are $%st !ne !f the severalinds !f wave m!ti!n ar!%nd
%s
-&r!m the radi!
wave
-S%#h %s gamma
ra's( )-ra's
and mi#r!wave
- &r!m the s%n
waves
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What is a waves?
A wave is a mean !f energ'
transfer thr!%gh vi"rati!n
E*am+les
when we dr!+ a +e""le int! a
+!nd !f still water( we #an
see a few #ir#%lar ri++leswave !%tward !n the s%rfa#e
!f the water.
waves
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S!%r#e !f waves
The source of any waves
is vibration
or
oscillation.
Animation
How to imagine wave in our mind?
waves
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lamp
Retort stand
lass-!ottomedtray
White screen
Spherical dipper
for circular waves
Straight dipper
"or plane waves
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Types of waves
Transverse waves
,!ngit%dinal waves
Animation
Animation
http://dragtransverseballs.swf/http://draglongitudinalballs2.swf/http://draglongitudinalballs2.swf/http://dragtransverseballs.swf/ -
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Types of waves
Transverse waves
The particles of the medium vibrate
perpendicular to the direction of propagation
of the wave
Water waves
Light waves
Electromagnetic waves
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Dire#ti!n !f +r!+agati!n !f wave
arti#le m!ving d!wnwards
arti#le m!ving %+wards
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Types of waves
,!ngit%dinal waves
The +arti#les !f the medi%m vi"rate
+arallel t! the dire#ti!n !f +r!+agati!n
!f the wave
Sound waves
waves
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S!%ndWave
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R
RR
R / Rarefa#ti!n
- #!m+ressi!n
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0!w t! imagine wave in !%r
mind
Imagine that you have to move a pile of bricks overa distance of ten metres and you have ten personsto help you. You can ask your ten helpers to standin line. Each a metre away from the other. The
bricks can be transferred piece by piece acrossthe distance of ten metres simply by passing themfrom one helper to another. What will actually
move are the bricks?Each helper remains in his place. The only movement
each helper makes is to pass the bricks to thenext helper. The movement of the bricks from one
helper to another constitutes a wave with thehelper as a medium.
waves
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Summary
Waves can produce from vibration or oscillation.
There are two types of waves namely transverse andlongitudinal waves
The differences between transverse waves and
longitudinal waves are their meaning
and some of their e!amples
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&re2%en#' is the n%m"er !f !s#illati!nin !ne se#!nd.
SI %nit f!r fre2%en#' is 0ert3 4035 !r s67
8 9 1 !s#illati!n 9 1 03
1 se#!nd
&RE:UEN;(8
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Exercise 1
al#%late the fre2%en#' if the #!m+lete
!s#illati!n is 1
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Relati!nshi+ "etween the +eri!d(T
and the fre2%en#'(8
&re%ensi( 8 9 1
T
+eri!d( T 9 1
8
8 inversel' +r!+!rti!nal with T
T inversel' +r!+!rti!nal with 8
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Speed# v 8 @$
1. What is the relati!nshi+ "etweenthe fre2%en#'(8 and s+eed( v
. What is the relati!nshi+ "etween
the fre2%en#'(8 and wavelength( @
E*er#ise
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Transmissi!n !f energ' in waves
A wave is a +hen!men!n !f energ'
trans+!rt. It trans+!rts energ' fr!m!ne +la#e t! the !ther with!%t the
transferring !f matter
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&ree !s#illati!n
%N! energ' l!ss f!r free !s#illati!n whi#h
!##%rs in va#%%m
%The am+lit%de !f !s#illati!n is alwa's #!nstant
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Dam+ing effe#ts !f an !s#illating
s'stem
An !s#illating s'stem event%all' st!+s !s#illating
d%e t! a dam+ing effe#t when the !s#illating
s'stem l!ses its energ' t! the s%rr!%ndings.
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0!w t! maintain the
!s#illati!n
In !rder t! maintain the !s#illati!n( anenerg' is needed t! s%++l' t! the
!s#illating s'stem t! #!m+ensate f!r
the energ' l!ss
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Res!nan#e
Res!nan#e !##%rs when the f!r#e fre2%en#'
!f e*ternal agents e2%als the nat%ral
fre2%en#' !f the !s#illating s'stem
E*am+les
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1. RE&,ATIBN B& WAVES
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&ard
surface
string
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Plane reflector
Incident waves
Direction of
propagation
ReflectionwavesDirection of
propagation
normal
ir"
"
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Hukum pantulan gelombang
Incident
waves
normalReflection
waves
ir
Plane reflector
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a' !'
c' d'
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a' !'
c' d'
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1.C RE&EATIBN B& WAVES
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a5. Water waves
(edium )otes
*eep Shallow
Region Region
Shallow *eepRegion Region
Waves arerefracted to wardsthe normal
Waves arerefracted awayfrom the normals
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a5 Wavelength !f dee+er regi!n greeter thanwavelength shall!wer regi!n
"5 V d Vs
#5 & d 9 &s
Shall!wer regi!n
Dee+er
regi!n
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"5. ,ight waves
(edium )otesLess dense medium
*enser medium
*enser medium
Less dense medium
Waves arerefracted to wardsthe normal
Waves arerefracted away
from the normal
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a5 Wavelength in less dense medi%m is greeter than
wavelength in denser medi%m
"5 Vld Vd
#5 &ld9 &d
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a5. S!%nd
waves
(edium )otesLess dense medium
*enser medium
*enser medium
Less dense medium
Waves arerefracted to wardsthe normal
Waves arerefracted away
from the normal
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+', *""RACT.) ."
WA/ES
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)TR.*0CT.)
Did '!% ever see this +hen!men!n "ef!re
D! '!% n!w what ha++ened if the water strie an' !"sta#le!r g! thr!%gh a slit
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ST0AT.)S ".R
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ST0AT.)S ".R
*""RACT.)% When the waves hits an o!stacle
% When the waves passes through a slit
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*ifferent patterns
% Smaller slit
% Larger slit
% Rectangular 1loc2% Circular !loc2
Wor2sheet +
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Small slit
In#ident waves
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Larger slit
In#ident waves
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Rectangular !loc2
In#ident waves
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Circular !loc2
In#ident waves
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Chec2ing your answer3''
*iffraction of waves going through small slit
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Chec2ing your answer3''
*iffraction of waves going through larger slit
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Chec2ing your answer3''
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Chec2ing your answer3''
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A(4LT0*E )C*E)T WA/E *""RACTE* WA/E
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E5tra information3''
Circular waves hit a rectangular !loc2
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E5tra information33
Circular waves passes through a slit
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E5tra information33
Circular waves passes through 6 circular !loc2s
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lamp
Retort stand
lass-!ottomed
tray
White screen
Spherical dipper
for circular waves
Straight dipper"or plane waves
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lamp
Retort stand
lass-!ottomed
tray
White screen
Spherical dipper
for circular waves
Straight dipper
"or plane waves
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E/AL0AT.)
Answer this 7uestion8
*escri!e diffraction of waves in terms of the wave length#
fre7uency# speed# direction of propagation and shape ofwaves'
Concept map
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*""RACT.) ." WA/ES
Wavelength fre7uency speed
*irection of 4ropagation
Shapes
samesame
*epends on shape of o!stacle 9
The si:e of slitChange according
to the shape of
.!stacle 9 si:e of slit
same
n terms of
Concept map
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Topic8 Wave
nterference
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nterference
+' Constructive nterference
% Anti-nodes
6' *estructive interference
% nodes
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nterferenceis the phenomenon which occurs
when two wavesmeet while traveling along
the same medium' The interference of
waves causes the medium to ta2e on a
shape which results from the net effect of thetwo individual waves upon the particles of
the medium'
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We consider two pulses of the same
amplitude traveling in differentdirectionsalong the same medium' Let;s suppose
that each crest has an amplitude of
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This type of interference is sometimes called
constructive interference' !nstr%#tive
interferen#eis a type of interference which
occurs at any location along the medium
where the two interfering waves have a
displacement in the same direction'
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locations along the medium where
constructive interference continually occurs
are 2nown as anti-n!des
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% Destr%#tive interferen#eis a type of
interference which occurs at any location
along the medium where the two interfering
waves have a displacement in the opposite
direction' "or instance# when a sine crestwith an amplitude of
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*estructive interference
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locations along the mediumwhere destructive interferencecontinually occurs are 2nownas n!des'
The tas2 of determining the shape of the
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The tas2 of determining the shape of the
resultant demands that the principle of
superposition is applied' The +rin#i+le !f
s%+er+!siti!nis sometimes stated as
follows8
When two waves interfere# the resulting
displacement of the medium at any location
is the alge!raic sum of the displacements of
the individual waves at that same location'
s%mmar'
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Constructive
interference
*estructive
interference
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D t ti i t f i t f
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Destr%#tive interferen#eis a type of
interference which occurs at any
location along the medium where the
two interfering waves have a
displacement in the oppositedirection'
A' =ES
1' ).
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locations along the medium
where destructive interferencecontinually occurs are 2nown
as
A'n!des'
1 anti-nodeC reflection
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#$%&'AT(LAT)$%****.......+$(
A'E &'EAT,.
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