consider crown glass with the dispersive refractive index n15580070 n 1558 0070 where is the wav

Name: consider crown glass with the dispersive refractive index n15580070 n 1558 0070 where is the wavelength in microns find the angle in radians of total internal reflection of the crown glass i 39064
Uploaded: 2022-07-28T07:15:19-08:00
Duration: 2 min 46 s
Channel: Madhur L
Description: consider crown glass with the dispersive refractive index n15580070 n 1558 0070 where is the wavelength in microns find the angle in radians of total internal reflection of the crown glass i 39064

Step 1:** Calculate the refractive index ( n ) using the given formula ( n = 1.558 - 0.070la

Question

Consider crown glass with the dispersive refractive index n=1.558−0.070λ n = 1.558 − 0.070 λ , where λ λ is the wavelength in microns. Find the angle (in radians) of total internal reflection of the crown glass in air for visible light with wavelength 494 nm.

          Consider crown glass with the dispersive refractive index
n=1.558−0.070λ n = 1.558 − 0.070 λ , where λ λ is the wavelength in
microns. Find the angle (in radians) of total internal reflection
of the crown glass in air for visible light with wavelength 494
nm.

Added by Anne S.

University Physics with Modern Physics

Hugh D. Young 14th Edition

Instant Answer

Solved by Expert Madhur L

07/28/2022

Step 1

558 - 0.070\lambda \) where \( \lambda = 0.494 \) microns. Substitute \( \lambda = 0.494 \) into the formula: \[ n = 1.558 - 0.070 \times 0.494 \] \[ n = 1.558 - 0.03458 \] \[ n = 1.52342 \] ** Show more…

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Consider crown glass with the dispersive refractive index n=1.558−0.070λ n = 1.558 − 0.070 λ , where λ λ is the wavelength in microns. Find the angle (in radians) of total internal reflection of the crown glass in air for visible light with wavelength 494 nm.