The current in a semiconductor diode is often measured by the Shockley equation I = 10(eav 1) where V is the voltage across the diode; I0 is the reverse current; a is a 5, 10 = 106, and V is uniformly distributed constant; and I is the resulting diode current. If a = over (1, 3). Find a. E(I) b. Var(I)

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter5: Inverse, Exponential, And Logarithmic Functions
Section5.6: Exponential And Logarithmic Equations
Problem 53E
Question
The current in a semiconductor diode is often measured by the Shockley equation
I =
10(eav
1) where V is the voltage across the diode; I0 is the reverse current; a is a
5, 10 = 106, and V is uniformly distributed
constant; and I is the resulting diode current. If a =
over (1, 3). Find
a. E(I)
b. Var(I)
Transcribed Image Text:The current in a semiconductor diode is often measured by the Shockley equation I = 10(eav 1) where V is the voltage across the diode; I0 is the reverse current; a is a 5, 10 = 106, and V is uniformly distributed constant; and I is the resulting diode current. If a = over (1, 3). Find a. E(I) b. Var(I)
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