A simple diagram of two heat resistors.

In summary, you can find the resistors R1 and R2 by looking at the diagram and figuring out the power and the (sum of the?) parallel resistors.
  • #1
KayVee
16
0
Here is a problem I have. I need to find the resistors R1 and R2, and here is what I know:

http://triton.imageshack.us/Himg12/scaled.php?server=12&filename=varmalikam.jpg&xsize=640&ysize=480

How do I set up the equation? I am really lost.

Please ask, if you are having troubles reading the diagram. The first one is the original one.
 
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  • #2
Welcome to PF!

Hi KayVee! Welcome to PF! :smile:

Ignore the first diagram.

In the second diagram, you're given the heat and the time and the voltage …

so what is the power?

and so what can you say about R1 and R2?
 
  • #3
I see that I need to put up my own work/study on the circuit, but now I see that I was going no where :P

So, the power for the parallel is: [tex]P = W / t = 2112kJ / 1200s = 1,76 kW.[/tex]

Then the (sum of the?) parallel resistors: [tex]R = V~2 / P = 220~2 / 1,75 kW = 27500 kOhm.[/tex]

Can I then say that each resistor is 27500 / 2 ?

This pice is kinda hard, since we have had so little about power in school.
 
  • #4
Hi KayVee! :smile:

(why did you use W for energy … that's really confusing :frown:)

(and the LaTeX for squared is ^2 not ~2 … though it's quicker to write, and easier to read, and easier on the PF server, if you just use the X2 tag above the Reply box :wink:)

KayVee said:
So, the power for the parallel is: [tex]P = W / t = 2112kJ / 1200s = 1,76 kW.[/tex]

yes, except I think it's 396 kJ for that diagram
Then the (sum of the?) parallel resistors: [tex]R = V~2 / P = 220~2 / 1,75 kW = 27500 kOhm.[/tex]

yes (but it would be better if you stated what formula you're using :wink:)
Can I then say that each resistor is 27500 / 2 ?

Noooo :frown:

you need another equation for R1 and R2 … try the other diagram! :smile:
 
  • #5
Sorry tiny-tim, for the late reply. But I cracked the case :D I found the total ampere for
the second diagram, and then just setting the information I had in: [tex]U=I*R[/tex].

I knew that the total resistance in the serial diagram var 146,67 Ohm. There is even a simpler way to find the res. for each resistor. Find the total resistance for the parallel and and total for the serial, then set it up in the : [tex](R1 * R2)/(R1 + R2)= Rtotal[/tex].
 

FAQ: A simple diagram of two heat resistors.

1. What is a heat resistor?

A heat resistor is a type of electrical component that is designed to resist the flow of electrical current and dissipate heat. It is often used in circuits to control the amount of heat generated by other components.

2. How does a heat resistor work?

Heat resistors work by converting electrical energy into heat energy. They are made of materials with high resistance, such as ceramic or metal, which restrict the flow of electrical current and cause the energy to be converted into heat.

3. What is the purpose of using two heat resistors in a diagram?

Using two heat resistors in a diagram allows for more precise control of the heat generated in a circuit. By adjusting the values of the resistors, the amount of heat can be varied and distributed more evenly.

4. Can heat resistors be used for other purposes besides controlling heat in circuits?

Yes, heat resistors can also be used for heating elements in appliances, such as toasters or hair dryers. They can also be used in industrial applications, such as in furnaces or ovens.

5. Are there any safety considerations when using heat resistors?

Yes, heat resistors can become very hot and may pose a fire hazard if not used properly. It is important to follow manufacturer guidelines and use proper insulation and ventilation when using heat resistors.

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