Why Is the 0.7 Volts Diode Drop Used in Calculating R2 Current?

AI Thread Summary
The discussion centers on the use of a 0.7 volts diode drop in calculating the current across resistor R2 in a circuit. Participants clarify that since the diode and R2 are in parallel, they share the same voltage drop, which is why the diode's voltage drop is relevant to the calculation. The explanation emphasizes that all components in parallel have the same potential drop, resolving the confusion about the relationship between the diode and R2's voltage drops. This understanding helps clarify the application of the formula in the context of the circuit. Overall, the key takeaway is that parallel components maintain equal voltage drops.
Eisen
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This isn't a homework question but it is a formula from a book I have been using to study, so I'm posting it here.

Here is the circuit and formula -


diode resistor.JPG


I don't understand why the voltage drop of 0.7 volts across the diode is being used as part of the formula to work out the current across R2 when R2 has it's own voltage drop across it. Can someone explain this to me please?
 
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I think that since the diode and resistor are in parallel, the voltage drop across them has to be the same. So since you know the voltage drop across the diode you can just extend that to R2.
 
I don't see why the voltage drop across R2 and the diode would be the same.
 
Eisen said:
I don't see why the voltage drop across R2 and the diode would be the same.

Well, the diode and the resistor are connected. The voltage at the pink point I added to your diagram can only be one value.

diode resistor.JPG
 
So the voltage drop through resistor 2 is the same as in the diode because they are in parallel?
 
Eisen said:
So the voltage drop through resistor 2 is the same as in the diode because they are in parallel?

Yes. ANY components that are in parallel all share the same potential drop.
 
Thanks, well that clears things up for me.
 
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