Electricity -- Effect of heating a thermistor in this circuit

In summary, when the thermistor is heated, its resistance decreases, which results in an increase in the voltage across the resistor.
  • #1
Kajan thana
151
18

Homework Statement


The thermistor is heated so that its resistance decreases. State and explain the effect this has on the voltmeter reading in the following positions. A–C

Homework Equations


V=IR[/B]

The Attempt at a Solution

:[/B]
I will say that the voltage will increase because if the overall resistance will decrease therefore there is more current flow. As voltage is directly proportional to current, then the voltage will increase also.

^^ I have attached the circuit to this question.
Please HELP. Thank you.
 

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  • #2
When you specify "A-C", are you asking about the potential difference across the upper 20 kΩ resistor?
 
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  • #3
Kajan thana said:

Homework Statement


The thermistor is heated so that its resistance decreases. State and explain the effect this has on the voltmeter reading in the following positions. A–C

Homework Equations


V=IR[/B]

The Attempt at a Solution

:[/B]
I will say that the voltage will increase because if the overall resistance will decrease therefore there is more current flow. As voltage is directly proportional to current, then the voltage will increase also.

^^ I have attached the circuit to this question.
Please HELP. Thank you.
I don't think your answer is right. The reisistors A-E and B-F are in parallel. If the 12V voltage source is ideal (zero internal resistance), what can you say about the voltage across those parallel sets of resistors?
 
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  • #4
gneill said:
When you specify "A-C", are you asking about the potential difference across the upper 20 kΩ resistor?
yes.
 
  • #5
Kajan thana said:
yes.
Okay, then see @berkeman 's post above.
 
  • #6
berkeman said:
I don't think your answer is right. The reisistors A-E and B-F are in parallel. If the 12V voltage source is ideal (zero internal resistance), what can you say about the voltage across those parallel sets of resistors?
This is the part that I do not understand, all this time I thought that current will change in the whole circuit if the resistance changes where ever it is placed in the ciruit. Then i thought the current is proportional to voltage. so I thought the voltage will also change.

Can you please explain to me where I am going wrong? Thanks.

The actual answer is there will be no change.
 
  • #7
berkeman said:
I don't think your answer is right. The reisistors A-E and B-F are in parallel. If the 12V voltage source is ideal (zero internal resistance), what can you say about the voltage across those parallel sets of resistors?
I actually understand the fact that it will be 6V in each parallel set due to Voltage Law. My problem is where do we use the proportionality rule: If voltage increase the current also increase?
 
  • #8
Kajan thana said:
I actually understand the fact that it will be 6V in each parallel set due to Voltage Law. My problem is where do we use the proportionality rule: If voltage increase the current also increase?
No. The 12V source is across both the pairs of resistors. The pair of resistors A-E will have 12V across them, and the pair of resistors B-F will have 12V across them.

If the 12V source is ideal (no internal resistance), then the 12V output does not depend on the current being drawn by the load circuit.
 
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  • #9
Kajan thana said:
If the voltage across a resistor increases the current through the resistor also increases
 
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  • #10
Kajan thana said:
I actually understand the fact that it will be 6V in each parallel set due to Voltage Law. My problem is where do we use the proportionality rule: If voltage increase the current also increase?
You are referring to Ohm's law. The voltage involved then is the change in potential across a resistor due to a current flowing through it: V = IR. If there's no resistance along a path then there will be no potential drop due to current flow. In your circuit, the wires are taken to be ideal (no resistance), so there will never be a potential drop between the battery and the branches connected directly to the battery by those wires. That means in this circuit the potential difference (voltage) across both of the branches is fixed at 12 V. To be clear, the potential differences between A and E, and B and F, are both fixed at 12 V by that battery.
 
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  • #11
berkeman said:
No. The 12V source is across both the pairs of resistors. The pair of resistors A-E will have 12V across them, and the pair of resistors B-F will have 12V across them.

If the 12V source is ideal (no internal resistance), then the 12V output does not depend on the current being drawn by the load circuit.
Sorry, I meant to say 12V, but this is what I don't understand: If I want to find out the voltage across A-C, then I have to apply V=IR , isn't the current determined from the overall resistance?
 
  • #12
Kajan thana said:
isn't the current determined from the overall resistance?
It's the "total current supplied by the battery" that is determined by the "overall" resistance.
You need to revise Ohm's law.
 
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  • #13
Kajan thana said:
Sorry, I meant to say 12V, but this is what I don't understand: If I want to find out the voltage across A-C, then I have to apply V=IR , isn't the current determined from the overall resistance?
You can look at the total current for that branch alone (Ohm's law for the entire branch), then use that current and Ohm's law on the individual components of the branch.
 
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  • #14
gneill said:
You can look at the total current for that branch alone (Ohm's law for the entire branch), then use that current and Ohm's law on the individual components of the branch.
Okay. So I substituted some numbers and I realized the ratio the current divide into each branch causes the voltage to remain same. Am I right in some ways?
 
  • #15
Kajan thana said:
Okay. So I substituted some numbers and I realized the ratio the current divide into each branch causes the voltage to remain same. Am I right in some ways?
You'll need to be more specific about which current and which voltage. I can identify three separate currents flowing in the circuit.
 

Related to Electricity -- Effect of heating a thermistor in this circuit

What is a thermistor and how does it work?

A thermistor is a type of temperature sensor that changes its resistance in response to changes in temperature. It is made of a material that has a high temperature coefficient of resistance, meaning its resistance changes significantly with small changes in temperature. This change in resistance can be measured and used to determine the temperature of the thermistor.

How does heating a thermistor affect the electricity in a circuit?

When a thermistor is heated, its resistance decreases. This means that more electricity can flow through the thermistor, resulting in an increase in current in the circuit. As the thermistor cools down, its resistance increases and less electricity can flow through, resulting in a decrease in current.

What is the purpose of using a thermistor in a circuit?

A thermistor is often used in circuits as a temperature sensor. It can be used to trigger actions or control temperature-dependent devices, such as turning on a fan when the temperature gets too high. It can also be used in combination with other components to create temperature-compensating circuits.

How is a thermistor different from a regular resistor?

A regular resistor has a constant resistance that does not change with temperature. A thermistor, on the other hand, has a resistance that changes significantly with small changes in temperature. This makes a thermistor a more suitable component for temperature sensing and control applications.

What are some common applications of a thermistor?

Thermistors are used in a variety of applications, including temperature sensors in thermostats, refrigerators, and ovens. They are also used in medical devices, such as thermometers and blood pressure monitors. In addition, thermistors are used in electronic devices to compensate for changes in temperature that may affect performance.

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