Simple voltage drop / sign convention

AI Thread Summary
The discussion focuses on calculating voltage drops Vad and Veb using Kirchhoff's Voltage Law (KVL). The correct approach emphasizes that when moving from positive to negative terminals, voltage drops are considered positive, which applies to both sources and passive components. A participant initially miscalculated Vad but later clarified that the sign convention remains consistent across different components. The conversation also highlights the potential confusion with negative voltage sources, which can introduce negative drops. Accurate notation is crucial for clear communication of voltage relationships in circuit analysis.
Color_of_Cyan
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Homework Statement





Find Vad and Veb

Homework Equations



voltage drop, KVL

The Attempt at a Solution



I actually did:

Vad

-24V - 4V + 6V

= -22V

but this is wrong.I know going the other way

Vad: 6V + 8V + 12V

= 26V,

because it is only drop, and plus to minus on drops means they are always positive

and it's the correct answer.But it seems for Vab the real correct way counting the sources was

Vad: 24V -4V + 6V

= 26VI thought it was different for voltage sources and sign orientation?So when the drop direction is plus to minus (+ to -), the voltage drop is always positive, for both sources AND given sign convention?
Sorry for asking this now. KCL is much easier.
Veb would be

8V - 6V + 24V

= 10V
 
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Color_of_Cyan said:
So when the drop direction is plus to minus (+ to -), the voltage drop is always positive, for both sources AND given sign convention?

For the passive components this is true and for the voltage source you have shown, this is true.

Sometimes you will encounter a "negative voltage source" (a voltage drop moving from + to - terminals which is negative). These are thrown at you, occasionally, to see how well you react.
Veb would be

8V - 6V + 24V

= 10V
You have a simple math error there, I'm afraid.

The drops encountered moving from e to b clockwise are:

-8V (because the voltage increased resulting in a "negative drop")
-6V (same reason)
+24V (because the voltage dropped by 24V going from a to b)

Summing the drops: -8V -6V +24V = 10 V
 
Keep your notation correct
V_{eb} = -V_{be}

as an example
V_{af} = 6v
V_{fa} = -6v
 
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