Puzzled by how the Voltage is the same across different points

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Discussion Overview

The discussion revolves around the concept of voltage in electrical circuits, specifically addressing why voltage remains the same across different points until reaching a resistor, and the implications of this on potential energy. Participants explore the relationship between voltage, potential energy, and the behavior of electric current in circuits.

Discussion Character

  • Conceptual clarification
  • Debate/contested
  • Technical explanation

Main Points Raised

  • Some participants express confusion about why voltage is the same between two points before a resistor, questioning if potential energy changes with distance in the absence of resistive components.
  • Others clarify that voltage is not the same as potential energy and liken it to pressure or tension, emphasizing that it is a measure of electrical energy per unit of charge.
  • One participant notes that the resistance of wires is typically negligible compared to resistive components, which leads to the assumption that voltage remains constant along the wire until a resistor is encountered.
  • There is a discussion about how a resistor creates a change in voltage by resisting the flow of electricity, described as a partial obstruction.
  • Participants debate the definition of voltage and its relationship to electrical energy, with some expressing difficulty in reconciling these concepts.
  • One participant introduces an analogy involving height and potential energy in a gravitational field, but others caution against using this analogy for electric current.

Areas of Agreement / Disagreement

Participants do not reach a consensus on the definitions and relationships between voltage, potential energy, and electric current. Multiple competing views and interpretations remain present throughout the discussion.

Contextual Notes

Some participants express confusion regarding the definitions of voltage and potential energy, indicating a need for clearer distinctions. The discussion also highlights assumptions about the negligible resistance of wires and the implications of this on voltage measurements.

Who May Find This Useful

This discussion may be useful for students or individuals seeking to understand the concepts of voltage and potential energy in electrical circuits, as well as those grappling with foundational definitions in electrical theory.

Eyal Oged
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If this is better for the HW section please tell me, sorry about that.
So Voltage is the change in potential. I'm puzzled by how potential in circuits is the same along different points until we reach a resistor - at which point the potential changes. As in, if we take two points before a resistor, there is no Voltage between them. Now I'm questioning that as well, is that true? I can't grasp it. Potential energy depends on distance, no? If there is no resistor through the path but it has gotten closer to its destination, then its potential should drop, resulting in a change of Voltage, no?
 
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Eyal Oged said:
If this is better for the HW section please tell me, sorry about that.
So Voltage is the change in potential. I'm puzzled by how potential in circuits is the same along different points until we reach a resistor - at which point the potential changes. As in, if we take two points before a resistor, there is no Voltage between them. Now I'm questioning that as well, is that true? I can't grasp it. Potential energy depends on distance, no? If there is no resistor through the path but it has gotten closer to its destination, then its potential should drop, resulting in a change of Voltage, no?
Voltage isn't potential energy. It works more like pressure or tension.
 
russ_watters said:
Voltage isn't potential energy. It works more like pressure or tension.
Thanks. Yeah, I know. It's the difference in potential energy between two points. But why is there no difference in potential energy between two points which are places in different distances from the destination? I thought there would be less pressure there. And why does a resistor create a change in voltage?
 
This is because we usually assume that the resistance of conducting wires is virtually zero, and the only resistance in the circuit comes from resistive components. In fact of course the wire does have a very low resistance. But if you consider two points along the wire, with a wire resistance of R between them, and a potential difference of V, then V = IR. But I is the same through the wire as through the resistor, so the voltage drop is proportional to the resistance, and if the resistance of the wire is negligible compared to that of the resistor, so is the voltage drop.
 
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Eyal Oged said:
Yeah, I know. It's the difference in potential energy between two points.
Again: No, it isn't. That sentence doesn't even make sense!

Voltage is electrical energy per unit of charge. It has nothing to do with distance nor does it have the right units to be energy.
I thought there would be less pressure there.
Pressure in a pipe and tension in a rope don't depend on position either.
And why does a resistor create a change in voltage?
Simply put, it resists the flow of electricity. It is like a partial obstruction.
 
russ_watters said:
Again: No, it isn't. That sentence doesn't even make sense!

Voltage is electrical energy per unit of charge. It has nothing to do with distance nor does it have the right units to be energy.

Pressure in a pipe and tension in a rope don't depend on position either.

Simply put, it resists the flow of electricity. It is like a partial obstruction.
Ah, okay, thank you, sorry! I'm trying to get this but I really don't get it :(
Then, what does the elecrtical energy depend on? What is that electrical energy? How can one coulomb have more of it than another coulomb?
 
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Eyal Oged said:
Ah, okay, thank you, sorry! I'm trying to get this but I really don't get it :(
No prob. It's tough to let go of a preconception. And electricity is hard because it isn't like mechanical physics. My advice is to trust what the math says until you become comfortable with it.
Then, what does the elecrtical energy depend on? What is that electrical energy?
Electrical energy is voltage times charge. Charge is related to the number of electrons moved (each has a certain charge). Voltage is often referred to as "electromotive force". It's what makes the electrons move.
How can one coulomb have more of it than another coulomb?
Because a coulomb isn't energy either. It's like asking why a gallon of water can have more energy than another gallon of water. "Gallons" is not a unit of energy.
 
@Eyal Oged , you are confusing the question by adding the word energy after potential. @russ_watters is trying to explain that electric potential is not electric energy.

However, there is an analogy between height (which is associated with potential energy in a gravity field) and electric potential. Consider a ball that role across a table, then down a ramp to the destination. The flat table top is analogous to the wire in your example. The height remains constant until you come to the table edge.

But do not use the table and ball analogy for electric current or anything else electric.
 

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