00:01
So the equation for the net current can be expressed as inet equal to i0 times e to the power of ebb divided by kbt minus 1.
00:09
If we do some arrangement here, we'll have vb, which is the bias voltage we're looking for to determine, is equal to kb t natural lock i net over i0 plus 1 over e.
00:20
So we know the boseman constant, which is kb here, is equal 8 .617 times 10 to 0 .95 electron volt per kelvin.
00:27
And we know the temperature is given as 300 kelvin.
00:31
Net currents is given as 6 .78 times 10 to 0 .901 ampere, which is the forward bias current.
00:42
And i .0 is the reverse saturation current, which is given as 1 .44 times 10 to power negative a ampere.
00:49
So now we can plug in better the equation to determine the bias voltage, which is equal to 8 .617 times 10 to the power of negative 5, electron volts per kelvin, and then multiplied by 300 kelvin...