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For the material described in the previous problem, calculate the wavelength at which a transition from opacity to transparen


-3 and 1018 16-5. We form a p-n junction in GaP (E Np 1016 cm3. The dielectric constant is 9, and the effective masses of ele
For the material described in the previous problem, calculate the wavelength at which a transition from opacity to transparency will occur, and the wave- length at which the reverse transition will occur. Sketch the reflectivity vs. wavelength, with these two wavelengths indicated. 16-6.
-3 and 1018 16-5. We form a p-n junction in GaP (E Np 1016 cm3. The dielectric constant is 9, and the effective masses of electrons and holes are 0.35 and 0.5 timeş the free electron mass, respec- tively. Calculate the equilibrium junction voltage. 2.25 eV) using M cm 16-6. For the material described in the previous problem, calculate the wavelength at which a transition from opacity to transparency will occur, and the wave- length at which the reverse transition will occur. Sketch the reflectivity vs. wavelength, with these two wavelengths indicated.
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