Exploring the Relationship Between Wire Length and Voltage in a Circuit

In summary, the conversation discusses an investigation into wire length, current, and resistance, where the voltmeter readings increased as the wire length increased. The question of whether this could be due to internal resistance and energy loss is raised, and further discussion is had about the power pack and its potential impact on the experiment's results.
  • #1
polekitten
5
0

Homework Statement


We conducted an investigation into wire length, current and resistance but kept track of the voltage rather than relying on the power pack setting. We noticed the voltmeter (measuring across the power pack) reading increased as the length of the wire increased though by only about 0.1 V from 10-100 cm lengths.

Homework Equations

The Attempt at a Solution


Is this something to do with internal resistance and energy being lost due to the higher resistance?
 
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  • #2
polekitten said:

Homework Statement


We conducted an investigation into wire length, current and resistance but kept track of the voltage rather than relying on the power pack setting. We noticed the voltmeter (measuring across the power pack) reading increased as the length of the wire increased though by only about 0.1 V from 10-100 cm lengths.

Homework Equations

The Attempt at a Solution


Is this something to do with internal resistance and energy being lost due to the higher resistance?
You have suggested internal resistance. What would happen to our voltmeter readings during the experiment if the power supply had a small internal resistance, such as 1 Ohm? Say the current changes from 0.1 amp to 1 amp as the wire is shortened.
 
  • #3
You have not defined the power pack electrically. The easiest assumption would be that is is a source of constant current, in which case the relation between V and R should be obvious.

If the power pack has finite (as opposed to infinite) source resistance then that resistance has to be included in your computations of R, given V.
 

Related to Exploring the Relationship Between Wire Length and Voltage in a Circuit

1. What is resistance?

Resistance is the measure of an object's ability to resist the flow of electric current. It is measured in ohms, and is influenced by factors such as the material, length, and cross-sectional area of the object.

2. How does length affect resistance?

The longer the object, the greater the resistance. This is because longer objects have more atoms for the current to pass through, resulting in more collisions and a greater difficulty for the current to flow.

3. What is EMF?

EMF stands for electromotive force, and it is the energy per unit charge that is generated by a source such as a battery or generator. It is measured in volts and is responsible for creating an electric current.

4. How does EMF relate to resistance and length?

EMF is directly proportional to the current and resistance in a circuit. This means that as resistance or length increases, the EMF needed to maintain a constant current also increases.

5. What is the formula for calculating resistance?

The formula for resistance is R = V/I, where R is resistance in ohms, V is voltage in volts, and I is current in amps. This formula can be rearranged to calculate any of the three variables as long as the other two are known.

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