How do I calculate alpha?
I can't seem to get any further with subtask b
I know so far: D/K = 1 => sin(ß) / sin(d) = 1 => the two sine values are equal
I can't seem to get any further with subtask b
I know so far: D/K = 1 => sin(ß) / sin(d) = 1 => the two sine values are equal
Good evening, While working on the task, I can't figure out how the highlighted spot in the attached image came about. I would be extremely grateful for any clarification. Best regards
I have to create a diagram (y(x) diagram, horizontal throw) in physics, in Excel or Libreoffice-calc. I've already managed to do this, but now I need to linearize it. So to turn the y(x) diagram into a y(x²) diagram, since I couldn't find any information about a feature for this, I can also simply square…
Hello, I'm doing physics homework right now and I don't understand one of the problems. I'm asking here for fun in the hope that someone can explain it to me.
Does anyone happen to understand what the calculations are and can explain it?
I have a problem. Although I can assemble electronics according to instructions (amplifiers, power supplies, time relays, temperature sensors – all in the kit), I cannot plan anything more complicated myself than installing colorful LEDs in all the devices and, of course, processing my kits. Now I would like to have three laser switches for…
Based on the expression for the amount of force D_2
is simply required for the new angle alpha_2 the double force and formulates this. The resolution according to alpha_2 then supplies 2.5°, i.e. half the angle.
This may surprise at first glance. But the sinusoidal or arcus sinusoidal function is still almost linear in the range of small angles