The dispersion coefficient of a material is dn/dλ = -16.1 x10-5 nm-1, such that no 1.500 when Ao = 505.0 nm. If 8 is the refraction angle, what is the absolute value of the angular separation of the refracted beams produced by this material to a beam containing wavelengths between A₁ = 483.0 nm and A₂ = 575.0 nm if its angle of incidence on the material is 34.35°? Number Δο= ΙΟ
The dispersion coefficient of a material is dn/dλ = -16.1 x10-5 nm-1, such that no 1.500 when Ao = 505.0 nm. If 8 is the refraction angle, what is the absolute value of the angular separation of the refracted beams produced by this material to a beam containing wavelengths between A₁ = 483.0 nm and A₂ = 575.0 nm if its angle of incidence on the material is 34.35°? Number Δο= ΙΟ
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![The dispersion coefficient of a material is dn/dλ = -16.1 x 10-5 nm-1, such that no = 1.500 when Ao = 505.0 nm.
If 8 is the refraction angle, what is the absolute value of the angular separation of the refracted beams
produced by this material to a beam containing wavelengths between A₁ = 483.0 nm and A₂ = 575.0 nm if its
angle of incidence on the material is 34.35°?
Number
Δ0= |Π](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fafcaa426-810a-45b8-9a57-7fdc1a9076a4%2F588da173-3904-4931-8ea2-ddde8db04167%2F1pghkwl_processed.png&w=3840&q=75)
Transcribed Image Text:The dispersion coefficient of a material is dn/dλ = -16.1 x 10-5 nm-1, such that no = 1.500 when Ao = 505.0 nm.
If 8 is the refraction angle, what is the absolute value of the angular separation of the refracted beams
produced by this material to a beam containing wavelengths between A₁ = 483.0 nm and A₂ = 575.0 nm if its
angle of incidence on the material is 34.35°?
Number
Δ0= |Π
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