Today was an interesting day. I moved from table to table giving aid to those who had no one but themselves until my group arrived and I abandoned the others. Hence the song that is my answer to this question. I cant remember what this question pertains to, it seems simple enough just finding the voltage across a resistor by finding the current going through it and then multiplying by the resistance.
Here we treat the same circuit as above but are replacing the resistor with an inductor and a capacitor.
We use KVL to solve for something I'm misremembering here and I cant really read the writing on the board, the subscripts any way. It would seem that we are trying to find the voltage across the capacitor
Here's basically the equations need for the second order circuits. I was trying to work around a mnemonic device with all the variables though I'm not sure it helps.
We created our own damping circuit, the point was to make something that would level out a signal.
Here's the plot of our results, and Javier's face. We can see that the current gets dampened as soon as the experiment starts. The oscillation continues until the voltage reaches zero.
this is the differential equation we got from the lab. you can see the the progress of the derivation.
These are the equations and values that were required for the blog( this very one) from the lab that we did. As you can see the values are rated a thumbs up.
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