Question

Determine the thickness in microns an antireflection coating for a slab of crown glass (n =...

Determine the thickness in microns an antireflection coating for a slab of crown glass (n = 1.52) that is meant to be used at an angle of incidence of 45°. Use MgF2 (n = 1.37) as a coating material, design for a vacuum wavelength of 582 nm, and assume that the incident index is that of air.

Homework Answers

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
Determine the thickness in microns an antireflection coating for a slab of crown glass (n =...
Determine the thickness in microns an antireflection coating for a slab of crown glass (n = 1.52) that is meant to be used at an angle of incidence of 45°. Use MgF2 (n = 1.37) as a coating material, design for a vacuum wavelength of 512 nm, and assume that the incident index is that of air.
Calculate the minimum film thickness of a MgF2 (n(l) = 1.37) antireflection coating applied to a...
Calculate the minimum film thickness of a MgF2 (n(l) = 1.37) antireflection coating applied to a crown glass (n=1.52) lens immersed in air. Assume normal incidence. Find the required minimum film thickness for the back side of the lens where the incidence medium if glass, and for the front side of the lens where the incident medium is air. Design for a vacuum wave length of 550 nm
A nonreflective coating (n = 1.30) covers the glass (n = 1.52) of a camera lens....
A nonreflective coating (n = 1.30) covers the glass (n = 1.52) of a camera lens. Assuming that the coating prevents reflection of a specific wavelength (vacuum = 505 nm), determine the minimum nonzero thickness that the coating can have.
A nonreflective coating (n = 1.34) covers the glass (n = 1.52) of a camera lens....
A nonreflective coating (n = 1.34) covers the glass (n = 1.52) of a camera lens. Assuming that the coating prevents reflection of a specific wavelength (vacuum = 554 nm), determine the minimum nonzero thickness that the coating can have.
A nonreflective coating (n = 1.35) covers the glass (n = 1.52) of a camera lens....
A nonreflective coating (n = 1.35) covers the glass (n = 1.52) of a camera lens. Assuming that the coating prevents reflection of yellow-green light(wavelength in vacuum = 563 nm), determine the minimum nonzero thickness that the coating can have.
for non-reflecting coating, what is the thickness of an optical coating of MgF2 whose index refraction...
for non-reflecting coating, what is the thickness of an optical coating of MgF2 whose index refraction is n=1.38 and which is designed to eliminate reflected light at wavelengths (in air) around 550nm when incident normally on glass for which n=1.50
An anti-glaring uniform thin film of magnesium fluoride (MgF2, index of refraction 1.38) covers a crown...
An anti-glaring uniform thin film of magnesium fluoride (MgF2, index of refraction 1.38) covers a crown glass case of refractive index 1.52. This film has a thickness such that it cancels normally incident light of wavelength 525 nm that strikes the film surface from air. The film is thicker than the minimum thickness to achieve this cancellation. Over time, the MgF2 film wears away at a rate of 2.10 nm per year. What is the minimum number of years before...
A coating of methylene iodine (index of refraction 1.737) covers a glass plate having a thickness...
A coating of methylene iodine (index of refraction 1.737) covers a glass plate having a thickness of 5.0 cm and which has an index of refraction of 1.50. Light of wavelength 420 nm is incident upon this configuration from near normal incidence. What are the TWO thinnest coatings of methylene iodine which results in the reflected light being the brightest? please double check your answer
You are standing in air and are looking at a flat piece of glass (n =...
You are standing in air and are looking at a flat piece of glass (n = 1.52) on which there is a layer of transparent plastic (n = 1.61). Light whose wavelength is 512 nm in vacuum is incident nearly perpendicularly on the coated glass and reflects into your eyes. The layer of plastic looks dark. Find the two smallest possible nonzero values for the thickness of the layer. smaller value: nm larger value: nm
You are standing in air and are looking at a flat piece of glass (n =...
You are standing in air and are looking at a flat piece of glass (n = 1.52) on which there is a layer of transparent plastic (n = 1.61). Light whose wavelength is 622 nm in vacuum is incident nearly perpendicularly on the coated glass and reflects into your eyes. The layer of plastic looks dark. Find the smallest possible nonzero value for the thickness of the layer.
ADVERTISEMENT
Need Online Homework Help?

Get Answers For Free
Most questions answered within 1 hours.

Ask a Question
ADVERTISEMENT