Coherent red light (wavelength 650 nm) is shined on a Young's Double Slit Apparatus. What slit size gives a 5th order interference bright fringe at the first diffraction minimum on a view screen 2 meters away from the slits? Suppose the slit separation is 0.1 mm.

icon
Related questions
Question
can you explain why this is not one specific calculation of the dark spot and why the answer should be smaller than this answer if you can please explain thank you
Coherent red light (wavelength 650 nm) is shined on a
Young's Double Slit Apparatus. What slit size gives a
5th order interference bright fringe at the first diffraction minimum on
a view screen 2 meters away from the slits? Suppose the slit separation is 0.1 mm.
d sim @ = ma
A=650hm
y5
105
d= 01
2しone
Pin 7=
d
m=ー)
りn=L
tan Om = d
O5 = anctar [S
=65onm
netan[s
05 = anc
0.1
一
Transcribed Image Text:Coherent red light (wavelength 650 nm) is shined on a Young's Double Slit Apparatus. What slit size gives a 5th order interference bright fringe at the first diffraction minimum on a view screen 2 meters away from the slits? Suppose the slit separation is 0.1 mm. d sim @ = ma A=650hm y5 105 d= 01 2しone Pin 7= d m=ー) りn=L tan Om = d O5 = anctar [S =65onm netan[s 05 = anc 0.1 一
Hw#3
d sime
m= 5
yEL tan Om
3MNE
Ym
し-2m
tan Om =
05
= anc tam
- m = 2
+m = |
O5= anctan 5x650X10m
= 1.86°
51
sim es
me3D7
b.
Sim 日
a =
* sim(1-86)
a sim Om
a=0.000 05m=50Mm
a Sam O5=
2
Transcribed Image Text:Hw#3 d sime m= 5 yEL tan Om 3MNE Ym し-2m tan Om = 05 = anc tam - m = 2 +m = | O5= anctan 5x650X10m = 1.86° 51 sim es me3D7 b. Sim 日 a = * sim(1-86) a sim Om a=0.000 05m=50Mm a Sam O5= 2
Expert Solution
steps

Step by step

Solved in 5 steps

Blurred answer
Similar questions