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Author Topic: How to convert BTU into degrees?  (Read 3685 times)
smallathe
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« on: July 10, 2011, 06:07:41 AM »

Working on restoring a motorcycle and I'm using a special ceramic high heat paint on some of the parts. This paint drys very hard and is gas and oil resistant... but needs high heat to cure it completely.

Heat lamps will not do the trick. They do not heat the metal hot enough. I'm thinking of renting a few of these propane gas radiant heaters. The round units sat sit atop a small gas tank. They claim up to 14,000 BTU's of "radiant" heat/hour. They heat objects not the air. I need to get the metal between 400 and 600 degrees F to cure the paint.

I know BTU's and degrees do not interchange but can anyone give me a clue as to how hot a steel metal object might get if placed close to the heating element? I would use an oven thermometer to move the object in to the correct "heat" position.

Thanks : )
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Randy_P
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« Reply #1 on: July 10, 2011, 06:34:42 AM »

As you say, there isn't a direct conversion. That's because it will depend on many things, such as how much of that energy is going into the metal, and how much of the energy is being radiated away from the metal. Putting the metal object on a large metal table would be a bad idea for instance. Such a table is called a "heat sink" because it draws heat away from things.

The more it is exposed to air currents and the open lower-temperature air, the more heat will be lost that way too. That says to me that you want some kind of enclosure that can stand these high temperatures, although if there are fumes being given off maybe you need to have some sort of venting for safety.

About the only calculation I can do is the energy naturally radiated away from a 600 F object. That's 589 K. According to the Stefan-Boltzmann Law, such an object radiates (5.67x10^-8)(589^4) = 6824 Watts per square meter of surface area. (The more surface, the more heat loss). A BTU is pretty close to a kJ/sec (1000 W), so that's about 6.8 BTU per second per square meter or 24,000 BTU per hour.

So not 600 F if you've got a square meter of surface area. But if you do the same calculation at 400 F, that's only 43% of the energy or about 10,000 BTU/hr. So you're in the right ball park, especially if your surface area is a lot smaller than 1 m^2.
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Steve4Physics
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« Reply #2 on: July 10, 2011, 06:56:58 AM »

Try contacting the paint manufacturer and ask their technical department for advice/guidance.
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