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the ac resistance of semiconductor diode having a forward bias of 200 mv and reverse saturation current of 1 microampere at room temperature is 91.32 ohms
We know that Diode current is given by Shockley's equation,
Id=Is[e^(\frac{Vd}{n*Vt})-1]
Where Id is the forward current,
Is: reverse saturation current
Vd is the voltage applied across diode
Vt: thermal voltage i.e. 26mV at room temperature
Id=10^-6[e^((200*10^-3)/(1*26*10^-3))-1]
Id=2.19mA
Hence the AC resistance is= 200/2.19=91.32 ohms
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Explanation:
Hope this helps you............
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Answer:
the ac resistance of semiconductor diode having a forward bias of 200 mv and reverse saturation current of 1 microampere at room temperature is 91.32 ohms
Explanation:
We know that Diode current is given by Shockley's equation,
Id=Is[e^(\frac{Vd}{n*Vt})-1]
Where Id is the forward current,
Is: reverse saturation current
Vd is the voltage applied across diode
Vt: thermal voltage i.e. 26mV at room temperature
Id=10^-6[e^((200*10^-3)/(1*26*10^-3))-1]
Id=2.19mA
Hence the AC resistance is= 200/2.19=91.32 ohms
[tex]\huge{\underline{\underline{\mathtt{\purple{☠itz.king}\green{}\pink{}\blue{}\purple{}\red{☠}}}}}[/tex]
Explanation:
Hope this helps you............