STEORN DEMO LIVE & STREAM in Dublin, December 15th, 10 AM

[Omnibus]

Probably, also because we have Z = R + (1/(2PifCi)) = R - (1/(2PifC))i it should be with a minus sign.

[broli]

Stupid me. Of course.

Now, did you convert it in the I formula when doing the calculations? It won't be bad if you can show the plot of V and I.

No need to convert it because the sine function also requires radians input values. I attached the U and I plot below.

[Omnibus]

No need to convert it because the sine function also requires radians input values. I attached the U and I plot below.

Thanks. That looks nice and I think we're getting there.

Now, makes me wonder if conversion won't make a difference. See, sin(87.48) = -0.465849409 while sin(1.52761051) = 0.999067638. Of course, if it's in radians everywhere probably it won't matter. If I were you I'd convert it, though. Somehow, to me it's more tangible if I think in degrees. Maybe Mathematica requires radians for its trig functions, however.

[broli]

Thanks. That looks nice and I think we're getting there.

Now, makes me wonder if conversion won't make a difference. See, sin(87.48) = -0.465849409 while sin(1.52761051) = 0.999067638. Of course, if it's in radians everywhere probably it won't matter. If I were you I'd convert it, though. Somehow, to me it's more tangible if I think in degrees. Maybe Mathematica requires radians for its trig functions, however.

In a standard handheld calculator the trigonometric functions work with degrees but in most coding language everything is in radians, degrees is only used as an interface to the user for clarity. It's easier to input 30 degrees as some rotational value than 0.5235 radians.

What I'm curious about is phase shift in your experiments. We are indeed closing in on the possible options. We already have the same current amplitude as theory, so what's there left for OU to arise. I would like to get the average power across the resistor from your data and compare it to theory, then compare phase shift.

[Omnibus]

In a standard handheld calculator the trigonometric functions work with degrees but in most coding language everything is in radians, degrees is only used as an interface to the user for clarity. It's easier to input 30 degrees as some rotational value than 0.5235 radians.

What I'm curious about is phase shift in your experiments. We are indeed closing in on the possible options. We already have the same current amplitude as theory, so what's there left for OU to arise. I would like to get the average power across the resistor from your data and compare it to theory, then compare phase shift.

Yes, that and the offset is outstanding. Let's work some more on the equations, though. I'm getting approx 0.76 with my Excel data. Not even unity, as in your integration. Take a look: