Understanding of Voltage potential

In summary, voltage potential, also known as electric potential, refers to the amount of electric potential energy per unit charge at a specific point in an electric field. It indicates the ability of an electric field to do work on a charge, influencing the movement of charged particles. Voltage is measured in volts and is fundamental to understanding electrical circuits, as it drives the flow of current. The concept is essential in various applications, including electronics, power distribution, and electrostatics.
  • #1
PhysicsTest
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TL;DR Summary
I want to understand the voltage potential
I am bit confused with voltage potential terminology again to basics
1691477770970.png

When it is referred as Voa it is Voltage of "o" wrt "a". Is it correct?
But other major question is
1691477865309.png

as per the document

I would have written KVL as Voa - I1 * Z = Vn. I am really confused with notation used.
 
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  • #2
PhysicsTest said:
TL;DR Summary: I want to understand the voltage potential

When it is referred as Voa it is Voltage of "o" wrt "a". Is it correct?
Since all of the measurements are relative the the "O" node, i"O" is the 'reference' node (or 'common' node), this is often referred to as 'Ground', even if it is not connected to the actual Ground or Earth.

So VOA is Voltage of "A" wrt "O".

In general, the first subscript (in this case 'O') is the Reference point and the second subscript is the point being measured. Another way to remember it is 'from' and 'to' for the subscripts.

Hope this helps!

Cheers,
Tom
 
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  • #3
PhysicsTest said:
I would have written KVL as Voa - I1 * Z = Vn. I am really confused with notation used.
Me too. But as long as you are consistent with the sign definitions the equations will give you the correct answer regardless.
 
  • #4
PhysicsTest said:
I would have written KVL as Voa - I1 * Z = Vn.
I too agree. But (though not an electrical engineer) can I add this.

Using ##V_{on} = V_{oa} + ZI_1## etc. is not consistent with the assumed current-directions shown in the diagram. It is not the usual practice in my experience. I would (as an ex-teacher) mark it wrong.

When setting up the equations, the signs in the equations must be consistent with the assumed current directions.

For example, in more complicated circuits with 'loops', different currents can flow through the same component. E.g. there might be ##I_4## flowing through a resistor in one direction and ##I_5## flowing through the same resistor in the opposite direction. In such situations, not following strict rules about the use signs can lead to errors. Is thecurrent through the resistor ##I_4+I_5, I_4-I_5, -I_4+I_5## or ##-I_4-I_5##? You need to be able to pick the correct one!
 
  • #5
Tom.G said:
Since all of the measurements are relative the the "O" node, i"O" is the 'reference' node (or 'common' node), this is often referred to as 'Ground', even if it is not connected to the actual Ground or Earth.

So VOA is Voltage of "A" wrt "O".

In general, the first subscript (in this case 'O') is the Reference point and the second subscript is the point being measured. Another way to remember it is 'from' and 'to' for the subscripts.

Hope this helps!

Cheers,
Tom
In my experience, you will not find a consensus either way with this definition. The important thing is to be consistent within a single analysis and to understand as best as possible from the context which definitions are being used.

Again, the definitions of various polarities can be arbitrary, but strict consistency in their application is mandatory.
 
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FAQ: Understanding of Voltage potential

What is voltage potential?

Voltage potential, often simply called voltage, is the difference in electric potential between two points in an electric field. It represents the work needed to move a unit charge from one point to another and is measured in volts (V).

How is voltage potential measured?

Voltage potential is measured using a device called a voltmeter. The voltmeter is connected across the two points where the voltage is to be measured, and it provides a reading in volts (V).

What is the difference between voltage and current?

Voltage is the potential difference between two points and drives the flow of electric charge, while current is the actual flow of electric charge through a conductor. Voltage is measured in volts (V), and current is measured in amperes (A).

Why is voltage potential important in electrical circuits?

Voltage potential is crucial in electrical circuits because it determines how much energy is available to move electrons through a circuit. This energy is what powers electrical devices and allows them to perform work.

How does voltage potential relate to energy?

Voltage potential is directly related to energy in that it represents the amount of work needed to move a unit charge from one point to another. Higher voltage means more potential energy is available to move charges, which can be converted into other forms of energy, such as kinetic energy, heat, or light.

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