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I am confused with SMO module in DMC MATH. Why is there es(n) in the equation of sliding mode observer? According to your description in the document, by filtering z, we can obtain back emf. But If there is es(n) in the equation of sliding mode observer,the value of es(n) should be estimate back emf and the average of z will be zero when the observer reach stable. In this case, the result obtained by filtering z should be zero, right?
The input signal is a continuously varying ac quantity and the steady state error cannot be zero. By sliding mode approach, the error is being pushed close to zero. There are tech pubs available online for your search
My question is that because the error is being pushed close to zero, the result obtained by filtering z should be zero rather than back emf, right?
Actually, it works other way around. In order for the steady state currenet error to be zero, the back emf estimate should be close enough to the actual bemf. This is possible only if the output of the smo is sinusoidal. Of course, the filtering effect will insert a phase delay and needs compensation. This is taken care off in the eSMO.
Could you give me a derivation about estimated bemf in your document? I can't get the result like that in your document.
Thank you