- #1
fictionx
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Hello all,
I'm currently using an infrared camera to determine the emissivity of a steel. The camera "sees" whatever radiation entering the objective, and calculates the temperature of the steel by assuming it's emissivity is 1. I figured I could use an energy balance to find the emissivity:
σ(Tc)^4 = εσ(Ta)^4
where Tc is the temperature that the camera says and Ta is the actual temperature. Because the camera assumes blackbody behavior, I do not include the ε on the left hand side.
My question is, do I need to somehow incorporate the temperature of the surroundings in my equation? I wasn't sure if I am supposed to add it to the right hand side and use an emissivity of 1. It changes the outcome drastically.
Thanks,
fictionx
I'm currently using an infrared camera to determine the emissivity of a steel. The camera "sees" whatever radiation entering the objective, and calculates the temperature of the steel by assuming it's emissivity is 1. I figured I could use an energy balance to find the emissivity:
σ(Tc)^4 = εσ(Ta)^4
where Tc is the temperature that the camera says and Ta is the actual temperature. Because the camera assumes blackbody behavior, I do not include the ε on the left hand side.
My question is, do I need to somehow incorporate the temperature of the surroundings in my equation? I wasn't sure if I am supposed to add it to the right hand side and use an emissivity of 1. It changes the outcome drastically.
Thanks,
fictionx