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11篇 您的检索式：作者名="Markazi"

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		题名	作者	年代	出处	被引量
	1	Experimental Analysis of Semi-rigid Boltless Connectors显示文摘	MARKAZI F D BEALE R G GODLEY M H R	1997	Thin-walled Structures1997，28，1：	1
	2	Numerical Modeling of Semi-rigid Boltless Conneetors显示文摘	MARKAZI F D BEALE R G GODLEY M H R	2001	Computers and Structures2001，79，26：	1
	3	Chaos prediction and control in MEMS resonators 显示文摘	Haghighi S Hossein Amir H D Markazi	2010	Communications in Nonlinear Science and Numerical Simulation2010，15，10：	1
	4	Experimental analysis of semi-rigid holtless connectors显示文摘	Markazi F D Beale R G Godley M H R	1997	Thin-Walled Structures1997，28，1：	1
	5	Numerical modeling of semi-rigid boltless connectors显示文摘	Markazi F D Beale R G Godley M H R	2001	Computers & Strnctures2001，79，2628：	1
	6	Experimental analysis of semi-rigid boltless connectors显示文摘	F.D. Markazi R.G. Beale M.H.R. Godley	1997	Thin-Walled Structures1997，，1：	1
	7	Experimental analysis of semi-rigid boltless connectors显示文摘	F.D. Markazi R.G. Beale M.H.R. Godley	1997	Thin-Walled Structures1997，，1：	1
	8	Adaptive fuzzy sliding-mode control for multi-input multi-output chaotic systems显示文摘	POURSAMAD A MARKAZI A H D	2009	Chaos Solitons and Fractals2009，42，5：	1
	9	Networked control of industrial automation systems—a new predictive method显示文摘	Behrooz Rahmani Amir Hossein Davaie Markazi	2012	The International Journal of Advanced Manufacturing Technology2012，，5：	1
	10	Experimental analysis of semi-rigid boltless connectors显示文摘	Markazi F D Beale R G Godley M H R	1997	Thin-Walled Structures1997，28，1：	1
	11	Adaptive Fuzzy Sliding Mode Control of Under-actuated Nonlinear Systems显示文摘A new extension of the conventional adaptive fuzzy sliding mode control(AFSMC) scheme, for the case of under-actuated and uncertain affine multiple-input multiple-output(MIMO) systems, is presented. In particular, the assumption for non-zero diagonal entries of the input gain matrix of the plant is relaxed. In other words, the control effect of one actuator can propagate from a subgroup of canonical state equations to the rest of equations in an indirect sense. The asymptotic stability of the proposed AFSM control method is proved using a Lyapunov-based methodology. The effectiveness of the proposed method for the case of under-actuated systems is investigated in the presence of plant uncertainties and disturbances, through simulation studies.	Amir Hossein Davaie Markazi Mohammad Maadani Seyed Hassan Zabihifar Nafiseh Doost-Mohammadi	2018	International Journal of Automation and computing2018，15，3：	1

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