POLITECHNIKA WARSZAWSKA
POLITECHNIKA WARSZAWSKA
POLITECHNIKA WARSZAWSKA
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4. ANN based Current Controllers (CC)<br />
On the other hand, rise time is mainly affected by the AC side inductances of the<br />
converter. The optimization of the dynamic response usually requires a compromise,<br />
which depends on the specific needs. This may also influence the choice of the CC<br />
technique according to the application considered.<br />
In general, the compromise is easier as the switching frequency increases. Thus,<br />
with the speed improvement of today's switching components (e.g. IGBT's), the<br />
peculiar advantages of different methods lose importance and even the simplest one<br />
may be adequate. Nevertheless, for some applications with specific needs, like active<br />
filters, which require very fast response, or high power inverters where the<br />
commutations must be minimized, the most suitable CC technique must be selected.<br />
4.2.2 Nonlinear Current Controllers<br />
A. Hard Switched Converters<br />
1) Hysteresis Current Controllers<br />
Hysteresis control schemes are based on a nonlinear feedback loop with two-level<br />
hysteresis comparators (Fig. 4.2a) [61]. The switching signals S A ,S B ,S C are produced<br />
directly when the error exceeds an assigned tolerance band h (Fig. 4.2b).<br />
U DC<br />
i Ac<br />
i Bc +<br />
i Cc<br />
+ -<br />
+ -<br />
-<br />
S A<br />
S B<br />
S C<br />
i A<br />
i B<br />
i C<br />
Three-phase<br />
Load<br />
β<br />
B<br />
state 1<br />
Hysteresis<br />
band<br />
state 0<br />
A<br />
500<br />
N<br />
250<br />
(a)<br />
a<br />
b<br />
c<br />
i S<br />
C<br />
-h<br />
+h<br />
α<br />
0 0 ms<br />
40<br />
(b)<br />
(c)<br />
Fig. 4.2. Two-level hysteresis controller: block scheme (a), switching trajectory (b) Number of inverter<br />
switchings N (c) for: a) three two-level hysteresis comparators, b) three-level comparatos and lookup table<br />
working in stationary and c) rotating coordinates<br />
43