A system has two poles located at (-2+ j3) and (-2 - j3) and a third pole located on the real axis at -15, in the case that it was possible to simulate the system like a 2nd order system, is there some variation between the 2nd order solution and the 3rd order solution with respect to natural frequency or final response to one unitary step?

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A system has two poles located at (-2 + j3) and (-2 - j3) and a third pole located on
the real axis at -15, in the case that it was possible to simulate the system like a
2nd order system, is there some variation between the 2nd order solution and the
3rd order solution with respect to natural frequency or final response to one
unitary step?
Transcribed Image Text:A system has two poles located at (-2 + j3) and (-2 - j3) and a third pole located on the real axis at -15, in the case that it was possible to simulate the system like a 2nd order system, is there some variation between the 2nd order solution and the 3rd order solution with respect to natural frequency or final response to one unitary step?
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