Hi all,
Wow, it's been a while since I posted. I am in university studying an engineering discipline, and I wanted to come up with a project to further my understanding of circuits. I have decided to make a dynamic electronic load (that can dissipate 50W to 1kW in very roughly 50W steps). To do this, I had to come up with a resistance that would, when put in parallel, roughly equal the 1kW load in 20 individual parts. So I went with a 2.9 ohm load per part, which I know will not let me have exactly 1kW but I can get close enough for my liking. One issue I have run into is heat, but with 3x dissimilar resistors in series (1 ohm, 1.5 ohm, 0.4 ohm), I am having a bit of an issue calculating the heat dissipated per resistor in order to find the correct heatsinks for the resistors. With similar resistors, it is very easy, as I would call on my old friend Ohm to just use
p=i^2r
per every resistor. However, with different values of resistors, I run into a bit of an issue. Knowing that current throughout a series circuit is unmodified, do I just use that same equation? I feel like there is a complication to it and before I go out and buy heatsinks, wanted to confirm that my logic is sound.
Thanks in advance!
