Journal of Applied Sciences ›› 1983, Vol. 1 ›› Issue (2): 111-120.
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ZHANG ZHONGJUN, BAI ERWEI, YANG PEIQING
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Abstract: A new reduced model for high-order systems is investigated in this paper.It is shown that such model is optimal for matched outputs in the sense of integral-square-error criterion subject to an Impulse input and also without steady-state output error for polynomial inputs. The necessary condition of the problem and its algorithm are derired. An example for a SIMO system is calculated and compared with that obtained by Wilson's method. Extension, of reduced model to MIMO systems is formulated.
ZHANG ZHONGJUN, BAI ERWEI, YANG PEIQING. OPTIMAL REDUCED MODEL WITHOUT STEADY-STATE OUTPUT ERROR SUBJECT TO POLYNOMIAL INPUTS[J]. Journal of Applied Sciences, 1983, 1(2): 111-120.
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