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Registered Member #543
Joined: Tue Feb 20 2007, 04:26PM
Location: UK
Posts: 4992
Harmonics are sinusoidal voltages or currents that are whole multiples of a fundamental frequency at which a system is designed to operate.
A 150 Hz sine-wave signal, superposed onto the fundamental 50 Hz mains frequency, will be designated as the 3rd harmonic, also called the harmonic of 3rd order i.e. 3 x 50 Hz.
Registered Member #4266
Joined: Fri Dec 16 2011, 03:15AM
Location:
Posts: 874
When simulating it, the 18th and 72nd added to the voltage height, but the second etc hasn't. The circuit is transformers in parallel driving by different ac sources.
Why would the 18th and 72nd make a high voltage, but the others seem to not.
Registered Member #543
Joined: Tue Feb 20 2007, 04:26PM
Location: UK
Posts: 4992
Andy wrote ...
When simulating it, the 18th and 72nd added to the voltage height, but the second etc hasn't. The circuit is transformers in parallel driving by different ac sources.
Why would the 18th and 72nd make a high voltage, but the others seem to not.
Registered Member #2939
Joined: Fri Jun 25 2010, 04:25AM
Location:
Posts: 615
Try adding some realistic resistances (or any resistance for that matter). Modelling "perfect" components can lead to erroneous conclusions about the real world.
Registered Member #1792
Joined: Fri Oct 31 2008, 08:12PM
Location: University of California
Posts: 527
For a transient simulation you should also run it until it reaches steady state operation which it doesn't appear to have reached yet since the envelope of the signal is still changing over time.
Adding up a bunch of sine waves of a certain amplitude will get you a higher voltage than one sine wave of the same voltage, but the shape will depend on which harmonics and at what phase. Read up on fourier series to understand more.
You can also play around with sums of harmonics with Python or other programming scripting languages (I use PythonXY which comes with lots of bundled libraries), for example:
import numpy as np
import matplotlib.pyplot as plt
x = np.arange(0,1,.001)
f1 = 1
f2 = 2
y1 = sin(2*pi*f1*x)
y2 = sin(2*pi*f2*x)
ysum = y1+y2
plt.plot(x, y1, x, y2, x, ysum)
Another question is what are you trying to accomplish since I can't think of a good reason for combining a 50Hz wave with its 18th and 72nd harmonic. Is there a particular waveform you want to generate? Are you trying to get a high voltage?
Transformers are two-way streets so all of the different input signals will be coupled to all of the windings of the transformer and could affect the real-world AC voltage sources in wats that they don't affect ideal simulation sources.
Registered Member #4266
Joined: Fri Dec 16 2011, 03:15AM
Location:
Posts: 874
Adding up a bunch of sine waves of a certain amplitude will get you a higher voltage than one sine wave of the same voltage, but the shape will depend on which harmonics and at what phase. Read up on fourier series to understand more.
Will do thanks.
I wasn't trying to generator any type of wave, just noticed that 1st,7th,18th,72nd would generator the power of two(I think, large jumps anyway), I was trying to get high voltages.The 50hz just matched line frequency that a coil and 12volt transformer would give off, with the pick up coils being the ac sources, not sure what effect that would have, maybe just two transformers in line?
Without the resistors it doesn't reach a steady state just makes about 0.05hz wave(tryed to make another block with 0.05hz frequnecy, but it doesn't make it go any higher), in that picture it peaked around 1.25mv, adding resistors it does have a climb then levels out around 10kv with 1ohm per block.
Registered Member #4266
Joined: Fri Dec 16 2011, 03:15AM
Location:
Posts: 874
I'm trying to get my head around something, I've read up about bandpass filters which the pic below shows, I was wondering if I have a 500khz frequency pass, can I amplifier the signal to 5volt> passively.
Registered Member #72
Joined: Thu Feb 09 2006, 08:29AM
Location: UK St. Albans
Posts: 1659
If by amplify, you mean add energy, ie not just change the voltage by changeing the impedance, and by passively, you mean with no energy source, then no, by definition.
You will tend to get more believable simulations if you add a sniff of series resistance to your coils. This has three benefits.
a) Simulators give silly answers if the solution matrix has no losses, as it becomes degenerate. Some will warn you, some won't.
b) Lossy inductors is more physical, you won't actually build any circuit with lossless ones.
c) A robust simulation will give substantially the same results as you vary the losses slightly. It's a good test of reasonableness to do. It allows you easily to find limits on the losses you can tolerate.
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