Question

A michelson interferometer is set up using a 432nm laser light. A n=1.5 glass is placed...

A michelson interferometer is set up using a 432nm laser light. A n=1.5 glass is placed on one of the two legs. if the glass is made thicker without changing the index of refraction, how many fringes pass as the glass is made thicker by 6um?

Homework Answers

Answer #1

The optical path difference between the two legs is
   
where, x is the thickness of the glass and the factor of 2 is because light traverses twice in the leg through the glass in the michelson interferometer, once before reflection and once after the reflection from one of the mirrors used in the michelson interferometer set up. So, if there are N consecutive bright or dark fringes passes, then
   

Now, putting the given values, we get
  

Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
In one arm of a Michelson interferometer, a flame is placed below one of the arms...
In one arm of a Michelson interferometer, a flame is placed below one of the arms which heats the air and changes its index of refraction. As the air heats up, 5 interference fringes (m = 5) are observed while using a laser of wavelength 650 nm. If the index of refraction of room temperature air is 1.00029, what is the index of refraction of hot air? Assume the flame diameter is 3 mm.
You have a Michelson interferometer with a tube full of air placed along one of the...
You have a Michelson interferometer with a tube full of air placed along one of the paths. The length of the tube is 3.00 cm. The mirrors are adjusted until there is a bright fringe using light of wavelength 650 nm. As the air is then pumped out of the tube, how many times does the interference pattern go to dark and back to bright? The index of refraction of air is 1.00028.
Suppose a transparent vessel 25.0 cm long is placed in one arm of a Michelson interferometer....
Suppose a transparent vessel 25.0 cm long is placed in one arm of a Michelson interferometer. The vessel initially contains air at 0° C and 1.00 atm. With light of vacuum wavelength 630 nm, the mirrors are arranged so that a bright spot appears at the center of the screen. As air is slowly pumped out of the vessel, one of the mirrors is gradually moved to keep the center region of the screen bright. The distance the mirror moves...
A plate glass window (n? 1.5) has a thickness of 4.0 ? 10?3 m. Light is...
A plate glass window (n? 1.5) has a thickness of 4.0 ? 10?3 m. Light is incident on the plate at an angle of 30° .a. Compute the angle of refraction. b. Compute the velocity of light passing through the plate c. How long does it take light to pass through the plate?
A monochromatic ray of light enters a flat piece of glass (index of refraction = n)...
A monochromatic ray of light enters a flat piece of glass (index of refraction = n) from air (index of refraction n = 1). The ray passes through the glass and re-enters the air through the bottom surface of the glass sheet. The angle it makes with the normal when it has re-entered the air is a. the same as the angle it made with the normal when it was originally in air. b. the same as the angle it...
Consider a glass block (n=1.5) that is covered by a thin transparent film (n=1.25). White light...
Consider a glass block (n=1.5) that is covered by a thin transparent film (n=1.25). White light is incident normal to the film. When viewed in reflected light, fully destructive interference occurs at 600 nm and fully constructive interference at 700 nm. A) Calculate the thickness of the film. B) How much light (%) will pass through the film into the glass?
Red light at 4.74 x 10^14 Hz passes through a glass slab of index n =...
Red light at 4.74 x 10^14 Hz passes through a glass slab of index n = 1.5 and width 10 times the vacuum wavelength. How long does it take the light to pass through the glass in fs (femtoseconds)?
A thin coating (t = 352.5 nm , n = 1.455) is placed on a glass...
A thin coating (t = 352.5 nm , n = 1.455) is placed on a glass lens. PART A: Which visible (400 nm < λ < 700 nm) wavelength(s) will be absent in the reflected beam if the glass has an index of refraction n = 1.350? Express your answer using four significant figures. If there is more than one answer, separate them by a comma. PART B: Which visible (400 nm < λ < 700 nm) wavelength(s) will be...
Consider an equilateral triangle of side length 4m made of glass (n=1.5) which lays with one...
Consider an equilateral triangle of side length 4m made of glass (n=1.5) which lays with one side flat to the x-axis such that the midpoint of the side is at the origin. A laser light traveling parallel with the x-axis enters the triangle with a y-coordinate of 2. Where does the light exit the triangle?
White light is shone on a very thin layer of glass (n = 1.5), and above...
White light is shone on a very thin layer of glass (n = 1.5), and above the glass layer, interference maxima for two wavelengths (and no other in between) are seen: one green wavelength of 550 nm, and one orange wavelength of 610 nm. What is the thickness of the glass layer? 1862 nm 1859 nm 1860 nm 1861 nm