Calculating Thermal Resistance for Convection: Solving for Unknown Area

In summary, the equation for thermal resistance for convection is R= 1/hA. If the area is not given, it can be assumed by using a width of 1 meter. However, this assumption should be stated when referring to the resulting R value. If a specific area, like 1/2 m^2, is given, the equation can be used or the value can be multiplied by 1/4 to get the resistance per unit area. It is not clear what else can be done with the given values.
  • #1
williamx11373
21
0
I need to use the equation below ( thermal resistance for convection)

R= 1/hAbut I am not given an Area, I am only given 4 meters as a thickness. how do I find A to use for the equation to solve for R.
 
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  • #2
How about assuming a width of 1 m? (And this assumption would need to be stated when referring to the resulting R value.)
 
  • #3
well, if we make up our own are size... we'll get a resistance per unit area... so use like 1 m^2 for your area and R will be 1/4 ohm per meter^2

Then if we are actually given an area like 1/2 m^2 we could use the above equation or just times it by 1/4 to get 1/8 ohms.

not sure what else you could do with that given values.

edit: thickness = h ... right?
 

FAQ: Calculating Thermal Resistance for Convection: Solving for Unknown Area

What is simple heat transfer?

Simple heat transfer refers to the process of energy transfer from one body or system to another due to a temperature difference. This can occur through three modes of heat transfer: conduction, convection, and radiation.

What is a heat transfer problem?

A heat transfer problem is a situation in which there is a need to determine the rate or amount of heat transfer between two bodies or systems. This can involve calculating temperature changes, heat fluxes, or thermal resistances.

What are the basic equations for solving simple heat transfer problems?

The basic equations for solving simple heat transfer problems are the Fourier's Law for conduction, Newton's Law of Cooling for convection, and the Stefan-Boltzmann Law for radiation. These equations relate the rate of heat transfer to temperature differences and material properties.

What are some real-world examples of simple heat transfer problems?

Some real-world examples of simple heat transfer problems include determining the rate of heat loss from a home through its walls, calculating the cooling rate of a hot cup of coffee, and estimating the temperature distribution in a welding process.

What are the limitations of simple heat transfer analysis?

Simple heat transfer analysis is limited in its ability to accurately model complex heat transfer situations. It assumes steady-state conditions and homogeneous properties, which may not be true in many real-world scenarios. It also does not account for phase changes or chemical reactions that may occur during heat transfer.

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