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Lecture 27 Thin Lenses Diffraction

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Lecture 27. Thin Lenses Diffraction. Problems due Wednesday. 17: 13, 17, 19, WB 25: 1-9 13: diffraction grating 17: ditto 19: skip b WB: 1-9 pictures of interference. Thin lenses. A brief detour to cover a topic needed for lab this week. Converging lens. object. image. f. s. - PowerPoint PPT Presentation

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Page 1: Lecture 27

Lecture 27

Thin LensesDiffraction

Page 2: Lecture 27

Problems due Wednesday

• 17: 13, 17, 19, WB 25: 1-9• 13: diffraction grating• 17: ditto• 19: skip b• WB: 1-9 pictures of interference

Page 3: Lecture 27

Thin lenses

• A brief detour to cover a topic needed for lab this week.

Page 4: Lecture 27

object

image

ss’

Converging lens

f

1 1 1 ' ''

h sms s f h s

h

h’

Page 5: Lecture 27

Two Lenses

• The image formed by one lens can be the object for the second lens. For the second lens, s2 is the distance from the image formed by the first lens and the location of the second lens.

• f>0 for a converging lens, the only kind we will deal with in lab this week.

Page 6: Lecture 27

Review of Friday

• Electromagnetic wave

Page 7: Lecture 27

Electromagnetic Waves

Slide 25-33

Page 8: Lecture 27

Sinusoidal Waves

• Single frequency (single color) and single wavelength, λ.

• TRANSVERSE with B and E perpendicular to the direction of motion.

• In vacuum velocity = c = 3.00 x 108 m/s• Right hand rule relates E, B and direction of

propagation–E = cB

Page 9: Lecture 27

Sinusoidal Waves Continued

• Wave traveling in the +x direction with E polarized along the y-axis, and hence B along the z-axis.

0

0

0 0

( , ) sin 2

( , ) sin 2

y

z

x tE x t E T

x tB x t BT

E cB

Page 10: Lecture 27

Polarization

Slide 25-37

Page 11: Lecture 27

Two slit interference

• Young demonstrated light behaved as a wave.• Bright fringes occurred at angles

• For small angles

sin mm d

0,1,2,3,...

m

m

mdm Ly md

Page 12: Lecture 27

Example

Two narrow slits 0.04 mm apart are illuminated by light from a HeNe laser (λ = 633 nm). A. What is the angle of the first (m = 1) bright fringe?B. What is the angle of the thirtieth bright fringe?

Slide 17-11

Page 13: Lecture 27

The Diffraction Grating

Slide 17-12

Page 14: Lecture 27

The Intensity Pattern Due to a Diffraction Grating

Slide 17-14

Page 15: Lecture 27

The Fringes Become Very Narrow as the Number of Slits is Increased

Slide 17-15

Page 16: Lecture 27

A Diffraction Grating Splits Light into the Wavelengths That Make It Up

Slide 17-16

Page 17: Lecture 27

Problems due Today

• 17: 1, 2, 4, 7, 9, 10, 12• 2: speed in glass• 4: wavelength in glass• 7: two slit interference• 9: ditto, given d and y5 – y1, find λ• 10: two slits given fringe spacing, λ• 12: Δr

Page 18: Lecture 27

Problems due Wednesday

• 17: 13, 17, 19, WB 25: 1-9• 13: diffraction grating• 17: ditto• 19: skip b• WB: 1-9 pictures of interference