(3) In an n-tpye semiconductor for the given linear variation doping concentration of Na (x) = 1016 – 101ºx (cm3) (a) Derive the induced field E(x) and calculate E max at T = 37 °C. (b) Calculate the potential difference between x = 0 and x = 2 um at T = 37 °C. Note: E(x) = - [T/Na(x)][dNa(x)/dx], r= kT/e %3D
(3) In an n-tpye semiconductor for the given linear variation doping concentration of Na (x) = 1016 – 101ºx (cm3) (a) Derive the induced field E(x) and calculate E max at T = 37 °C. (b) Calculate the potential difference between x = 0 and x = 2 um at T = 37 °C. Note: E(x) = - [T/Na(x)][dNa(x)/dx], r= kT/e %3D
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![(3) In an n-tpye semiconductor for the given linear variation doping concentration of
Na (x) = 1016 – 1019 x (cm3)
(a) Derive the induced field E(x) and calculate E max at T = 37 °C.
(b) Calculate the potential difference between x = 0 and x =2 um at T = 37 °C.
Note: E(x) = - [dT/Na(x)][dNa(x)/dx], T= kT/e](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F9a441fa8-a13d-4eef-bf76-29c3d49d9f51%2F90c04610-2ce4-40dd-b122-7b808c384a6e%2Fqiqnoih_processed.jpeg&w=3840&q=75)
Transcribed Image Text:(3) In an n-tpye semiconductor for the given linear variation doping concentration of
Na (x) = 1016 – 1019 x (cm3)
(a) Derive the induced field E(x) and calculate E max at T = 37 °C.
(b) Calculate the potential difference between x = 0 and x =2 um at T = 37 °C.
Note: E(x) = - [dT/Na(x)][dNa(x)/dx], T= kT/e
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