Thermal Voltage:
Thermal Voltage is the voltage developed across a P-N junction of a Semiconductor Device at a particular Temperature, if not any voltage is applied across the junction. It is expressed as Vt. The temperature dependency of thermal voltage is expressed as below
Vt = KT/q (Volts)
Where, K= Boltzmann Constant = 1.381x10^(-23) J/K
T= Temperature in Kelvin
q = 1.6 x 10^(-19) ev/K
From the above data we can calculate thermal Voltage as Below
Vt = T/11600 (Volts)
So, At T = 0K , Vt = 0 volts ; At T = 300 K Vt = 26 mv
Thus we can say that Thermal voltage is directly proportional to the temperature across the junction.
q = 1.6 x 10^(-19) ev/K
From the above data we can calculate thermal Voltage as Below
Vt = T/11600 (Volts)
So, At T = 0K , Vt = 0 volts ; At T = 300 K Vt = 26 mv
Thus we can say that Thermal voltage is directly proportional to the temperature across the junction.
Electron Volt(EV):
It is the practical Unit of energy in electronics. It is the amount of energy that a electron gain during moving through a electric field of 1volt.
So, 1 EV = |q| x Pd (Joule)
where, |q|= 1.6 x 10^(-19)
Pd = 1 Volt
So, 1EV= 1.6 x 10 ^(-19) Joule
No comments:
Post a Comment