How Does Voltage Affect Diode Behavior in a Circuit?

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SUMMARY

The discussion centers on the behavior of a p-n junction diode in a circuit, specifically regarding its built-in potential of 0.6 volts. To forward bias the diode, this potential must be exceeded, as illustrated by the current/voltage graph. When a +5V battery is connected, Kirchhoff's voltage law applies, yielding a voltage drop of 0.6V across the diode, resulting in 4.4V across the resistor. If the battery voltage is only +0.5V, the diode remains off, allowing minimal forward current to flow.

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The following picture represents the current/voltage graph through a basic p-n junction diode.

500px-Diode-IV-Curve.svg.png



Diodes have a built in potential 0.6 volts. One must overcome this potential to make the diode work. This 0.6V are the nearly flat line in the forward region. Am I right?

My question is:
If you connect a diode in a closed circuit with resistance and a battery (+5V), then would Kirchoff work this way?

0 = 5V - 0.6V - 4.4V

Is the diode simply -0.6V?

And one more thing, what happens if the battery is only +0.5V?
 
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Sigurdsson said:
The following picture represents the current/voltage graph through a basic p-n junction diode.

500px-Diode-IV-Curve.svg.png



Diodes have a built in potential 0.6 volts. One must overcome this potential to make the diode work. This 0.6V are the nearly flat line in the forward region. Am I right?

My question is:
If you connect a diode in a closed circuit with resistance and a battery (+5V), then would Kirchoff work this way?

0 = 5V - 0.6V - 4.4V

Is the diode simply -0.6V?

And one more thing, what happens if the battery is only +0.5V?

You are correct. And if the battery is only supplying 0.5V, then you are still on the right side of the plot before Vd, so very little forward current flows.
 

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