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this is a good question (can Pade approximants be used to represent delays in state space form) - but the title doesn't make this clear. I also corrected the grammar a little (without changing the meaning)
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Wasabi
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I am understandingstudying the application of Pade approximationapproximations on a system with a dead time. In most cases, we consider a transfer function with a dead time and apply the Pade approximation on it. 

Now here is my question: Cancan we introduce a delay in Statestate space? If yes, how one can apply the Pade approximation on it? If no, why is it not possible? Please enlighten me on this. Thanks in advance.

I am understanding the application of Pade approximation on a system with a dead time. In most cases, we consider a transfer function with a dead time and apply the Pade approximation on it. Now here is my question: Can we introduce a delay in State space? If yes, how one can apply the Pade approximation on it? If no, why is it not possible? Please enlighten me on this. Thanks in advance.

I am studying the application of Pade approximations on a system with a dead time. In most cases, we consider a transfer function with a dead time and apply the Pade approximation on it. 

Now here is my question: can we introduce a delay in state space? If yes, how one can apply the Pade approximation on it? If no, why is it not possible?

this is a good question (can Pade approximants be used to represent delays in state space form) - but the title doesn't make this clear. I also corrected the grammar a little (without changing the meaning)
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Pade approximations for state space systems

I am understanding the applicationsapplication of Pade approximation on a system with a dead time. In most of the cases, considerswe consider a transfer function with a dead time and apply the Pade approximation on it. Now here is my doubts.Canquestion: Can we introduce a delay in State space? If answer is yes.So, how one can apply the Pade approximation on it? If answer is no.Than, why is it not possible? Please enlighten me on this. Thanks in advance.

Pade approximations

I am understanding the applications of Pade approximation on a system with a dead time. In most of the cases, considers transfer function with a dead time and apply the Pade approximation on it. Now here is my doubts.Can we introduce delay in State space? If answer is yes.So how one can apply the Pade approximation on it? If answer is no.Than why is it not possible? Please enlighten me on this. Thanks in advance.

Pade approximations for state space systems

I am understanding the application of Pade approximation on a system with a dead time. In most cases, we consider a transfer function with a dead time and apply the Pade approximation on it. Now here is my question: Can we introduce a delay in State space? If yes, how one can apply the Pade approximation on it? If no, why is it not possible? Please enlighten me on this. Thanks in advance.

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I am understanding the applications of Pade approximation on a system with a dead time. In most of the cases, considers transfer function with a dead time and apply the Pade approximation on it. Now here is my doubts.Can we introduce delay in State space? If answer is yes.So how one can apply the Pade approximation on it? If answer is no.Than why it is it not possible? Please enlighten me on this. Thanks in advance.

I am understanding the applications of Pade approximation on a system with a dead time. In most of the cases, considers transfer function with a dead time and apply the Pade approximation on it. Now here is my doubts.Can we introduce delay in State space? If answer is yes.So how one can apply the Pade approximation on it? If answer is no.Than why it is not possible? Please enlighten me on this. Thanks in advance.

I am understanding the applications of Pade approximation on a system with a dead time. In most of the cases, considers transfer function with a dead time and apply the Pade approximation on it. Now here is my doubts.Can we introduce delay in State space? If answer is yes.So how one can apply the Pade approximation on it? If answer is no.Than why is it not possible? Please enlighten me on this. Thanks in advance.

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