PDF (Thesis) - Nottingham eTheses - University of Nottingham
PDF (Thesis) - Nottingham eTheses - University of Nottingham
PDF (Thesis) - Nottingham eTheses - University of Nottingham
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CHAPTER 6: SIMULATIONS OF INPUT AND OUTPUT SYSTEM EMI<br />
Oscilloscope<br />
Signal generator<br />
Spectrum Analyser<br />
Figure 6.2: Experimental setup for spectrum measurements validation<br />
both methods and then compared. A sawtooth signal at 500kHz has been used for this<br />
aim with the load provided by the internal 50Ω input impedance <strong>of</strong> the spectrum ana-<br />
lyser; a digital oscilloscope with high sampling rate to save the input signal in the time<br />
domain was connected in parallel. This experimental setup is depicted in Fig. 6.2. The<br />
recorded signal has been exported and successively used as a voltage source for a time<br />
transient simulation in Saber, where the Saber FFT operator have been successively ap-<br />
plied. This signal and the one saved with the spectrum analyser are compared in Fig.<br />
6.3, after a scaling function had been applied to the FFT signal to make it consistent<br />
with the one <strong>of</strong> the spectrum:<br />
V[dBµV] = 20·log 10 (V[V])+120−3 (6.3.1)<br />
This formula relates the voltage simulation’s values, expressed in V, to the measured<br />
one that are expressed in dBµV: it calculates the values in dB, then it adds the 120 term<br />
to match the µV scale (120 = 20·log 10 (1000)), and finally it removes the 3dB term to<br />
match the rms value measured (this is because the FFT operator will provide the peak<br />
value). In Fig. 6.3 it is possible to see the matching <strong>of</strong> the peaks in the spectrum <strong>of</strong> the<br />
two signals, the one measured and the one simulated, for the fundamental (500kHz)<br />
and few harmonics.<br />
6.4 LF motor model<br />
To simulate the whole drive system and check if the system normal operation and sta-<br />
bility is ensured once the filter is applied, a LF model for the motor is also needed.<br />
To simplify the circuit and speed-up the simulation a simple RL circuit has been cho-<br />
sen, since no speed or position control are implemented, we need now to estimate the<br />
values <strong>of</strong> R and L that better represents the current dynamics <strong>of</strong> the motor in the ex-<br />
perimental rig. To do so a sinusoidal voltage at 100Hz and 168Vrms, generated with<br />
a programmable power supply (Chroma 61511, 12kVA 15Hz-1.5kHz three-phase out-<br />
put), has been applied to the IM motor to simulate the converter’s output, and stator<br />
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