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The value of forward current in ap-n jun...

The value of forward current in ap-n junction at 0.1 V is `1.04 xx10^(-2)` A calculate the reverse saturation current of the diode at 300 k kuse bottzmann's k =`1.4xx10^(-23)j K^(-1)` and exp (3.80)=44.7011

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To find the reverse saturation current \( I_0 \) of the diode at 300 K, we can use the relationship between the forward current \( I \), the reverse saturation current \( I_0 \), the applied voltage \( V \), the temperature \( T \), and the Boltzmann constant \( k \). The equation we will use is: \[ I = I_0 \left( e^{\frac{eV}{kT}} - 1 \right) \] Where: - \( I \) is the forward current (given as \( 1.04 \times 10^{-2} \) A) ...
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Passage II Diode current in a p-n junction diode is given by I-I_(0)[exp(eV)/(2kT)-1] where I_(0) is the reverse saturation current V is the voltage across the diode k is the boltzmann constant and T is the abosolute temperatuer For a given diode I_(0)=5 pA and T =300 k When the reverse bias voltage bias voltage changes from 1 v to 2 V the current will become equal to

Passage II Diode current in a p-n junction diode is given by I-I_(0)[exp(eV)/(2kT)-1] where I_(0) is the reverse saturation current V is the voltage across the diode k is the boltzmann constant and T is the abosolute temperatuer For a given diode I_(0)=5 pA and T =300 k The forward current at a foward voltage V=0.6 V is

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