Well, I want to heat up 100 wires with 20cm of length each made of Kanthal (A1) with 20 awg gauge (0,8mm/0.03inch diameter and 0.817 ohms/in) to 130 ºC from room temperature of 30 ºC continuously. And let's say this wire heats up from 30 to 130 in half a second.
I'm listing all these numbers because I've made a question about induction heating before and people said they were useful for that question, I don't know if it is useful for this question about a resistive heater.
- Specific heat of Khantal A1: 0.460 J/g-°C (at 20.0 °C) 0.110 BTU/lb-°F (at 68.0 °F).
- Each wire weights 0.41 grams, and since there are 100 of them, everything weights 41 grams.
- In order to heat up 1 gram of Kanthal A1 by 1ºC you need to provide 0.46 J, so assuming the room temperature is 30ºC and we heat one gram to 130 ºC, you would need to use 46 J to heat all of the 100 wires.
- But since all the 100 wires weights 41 grams together, you would need 1886 joules in total.
Obviously, if one would supply the same energy continuously, the wire would simply heat beyond that value (130 ºC), but let's assume that this is heating 100 different wires every time that it takes to heat up to heat up 100 wires from 30 ºC to 130 ºC.