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“DOUBLE SLIT DIFFRACTION”
PRESENTED BY
SARA
DEPARTMENT OF PHYSICS
3RD SEMESTER (B.S)
DIFFRACTION:
The bending of wave around an obstacle is called
diffraction.
APPLICATIONS:
Because of diffraction we can hear sound outside
the close room.
2
INTRODUCTION:
• The double-slit experiment is a nineteenth-century
investigation into the properties of light.
• This experiment is sometimes referred to as Young's
experiment.
• The experiment belongs to a general class of
"double path" experiments, in which a wave is split
into two separate waves that later combine back
into a single wave.
3
DOUBLE SLIT DIFFRACTION:
Young began his experiment by sending waves
of coherent light towards a barrier with two slits.
The two slits are separated by a distance d. On a
screen, a perpendicular distance L from the slits, a
series of interference fringes were viewed.
The formulas we will now develop will allow us to
determine if a point P in the interference pattern a
distance y from its center will fall into a bright zone or
into a dark zone.
4
5
6
EXPLAINATION:
EPD represents extreme path difference, or the
effective difference in the distances the light must
travel to reach a given position on the screen from
each of the slits.
For bright fringes, this path difference must be
a multiple of a wavelength to insure constructive
interference. When this overall path difference equals
an odd-multiple of a half wavelength, then
destructive interference is insured and a dark fringe is
formed on the screen.
7
CONDITIONS:
• Thomas Young's equation for double slit interference is
• For bright fringes (constructive interference)
• For dark fringes (destructive interference)
8
where
L
y
d
EPD
'
sin  L
y
tan
mEPD  ........)3,2,1,0(m
2
)12(

 mEPD ........)3,2,1(m
EXAMPLE OF LASER LIGHT:
9
LASER DIFFRACTION COMPARED TO
INTENSITY DIAGRAMS
• The pattern formed by the interference and
diffraction of coherent light is distinctly different for
a single and double slit. The single slit intensity
envelope is shown by the dashed line and that of
the double slit for a particular wavelength and slit
width is shown by the solid line. The photographs of
the single and double slit patterns produced by a
helium-neon laser show the qualitative differences
between the patterns produced
10
LASER DIFFRACTION COMPARED TO
INTENSITY DIAGRAMS
• The number of bright maxima within the central
maximum of the single-slit pattern is influenced by
the width of the slit and the separation of the
double slits.
11
12

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Double slit

  • 1. “DOUBLE SLIT DIFFRACTION” PRESENTED BY SARA DEPARTMENT OF PHYSICS 3RD SEMESTER (B.S)
  • 2. DIFFRACTION: The bending of wave around an obstacle is called diffraction. APPLICATIONS: Because of diffraction we can hear sound outside the close room. 2
  • 3. INTRODUCTION: • The double-slit experiment is a nineteenth-century investigation into the properties of light. • This experiment is sometimes referred to as Young's experiment. • The experiment belongs to a general class of "double path" experiments, in which a wave is split into two separate waves that later combine back into a single wave. 3
  • 4. DOUBLE SLIT DIFFRACTION: Young began his experiment by sending waves of coherent light towards a barrier with two slits. The two slits are separated by a distance d. On a screen, a perpendicular distance L from the slits, a series of interference fringes were viewed. The formulas we will now develop will allow us to determine if a point P in the interference pattern a distance y from its center will fall into a bright zone or into a dark zone. 4
  • 5. 5
  • 6. 6
  • 7. EXPLAINATION: EPD represents extreme path difference, or the effective difference in the distances the light must travel to reach a given position on the screen from each of the slits. For bright fringes, this path difference must be a multiple of a wavelength to insure constructive interference. When this overall path difference equals an odd-multiple of a half wavelength, then destructive interference is insured and a dark fringe is formed on the screen. 7
  • 8. CONDITIONS: • Thomas Young's equation for double slit interference is • For bright fringes (constructive interference) • For dark fringes (destructive interference) 8 where L y d EPD ' sin  L y tan mEPD  ........)3,2,1,0(m 2 )12(   mEPD ........)3,2,1(m
  • 9. EXAMPLE OF LASER LIGHT: 9
  • 10. LASER DIFFRACTION COMPARED TO INTENSITY DIAGRAMS • The pattern formed by the interference and diffraction of coherent light is distinctly different for a single and double slit. The single slit intensity envelope is shown by the dashed line and that of the double slit for a particular wavelength and slit width is shown by the solid line. The photographs of the single and double slit patterns produced by a helium-neon laser show the qualitative differences between the patterns produced 10
  • 11. LASER DIFFRACTION COMPARED TO INTENSITY DIAGRAMS • The number of bright maxima within the central maximum of the single-slit pattern is influenced by the width of the slit and the separation of the double slits. 11
  • 12. 12