Publications

Found 609 results
Author Title [ Type(Desc)] Year
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Journal Article
Turner KL, Chary S, Tamelier J.  2013.  Importance of Loading and Unloading Procedures for Gecko-Inspired Controllable Adhesives. LANGMUIR. 29:10881-10890.
Turner KL, Chary S, Tamelier J.  2013.  Importance of Loading and Unloading Procedures for Gecko-Inspired Controllable Adhesives. LANGMUIR. 29:10881-10890.
Torkildson E, Rodwell M, Madhow U.  2011.  Indoor Millimeter Wave MIMO: Feasibility and Performance. IEEE TRANSACTIONS ON WIRELESS COMMUNICATIONS. 10:4150-4160.
Booth JA, Turner KL, Cadirov N, Israelachvili JN.  2017.  Influence of Humidity on Grip and Release Adhesion Mechanisms for Gecko-Inspired Microfibrillar Surfaces. ACS APPLIED MATERIALS & INTERFACES. 9:14497-14505.
Soh H.T, Turner K.L, Kedward K.T, Hayhurst D.R.  2012.  Innovation-led multi-disciplinary undergraduate design teaching. JOURNAL OF ENGINEERING DESIGN. 23:159-184.
Nesic D, Moreau L, Teel AR.  2004.  Input to state set stability for pulse width modulated control systems with disturbances. SYSTEMS & CONTROL LETTERS. 51:23-32.
Nesic D, Teel AR.  2004.  Input-output stability properties of networked control systems. IEEE TRANSACTIONS ON AUTOMATIC CONTROL. 49:1650-1667.
Teel AR, Cai C.  2008.  Input-output-to-state stability for discrete-time systems. AUTOMATICA. 44:326-336.
Teel AR, Gielen RH, Lazar M.  2012.  Input-to-state stability analysis for interconnected difference equations with delay. MATHEMATICS OF CONTROL SIGNALS AND SYSTEMS. 24:33-54.
Teel AR, Nesic D, Wang W.  2012.  Input-to-state stability for a class of hybrid dynamical systems via averaging. MATHEMATICS OF CONTROL SIGNALS AND SYSTEMS. 23:223-256.
Teel A, Arcak M.  2002.  Input-to-state stability for a class of Lurie systems. AUTOMATICA. 38:1945-1949.
Nesic D, Teel AR.  2001.  Input-to-state stability for nonlinear time-varying systems via averaging. MATHEMATICS OF CONTROL SIGNALS AND SYSTEMS. 14:257-280.
Nesic D, Teel AR.  2004.  Input-to-state stability of networked control systems. AUTOMATICA. 40:2121-2128.
Teel A, Panteley E, Loria A.  2002.  Integral characterizations of uniform asymptotic and exponential stability with applications. MATHEMATICS OF CONTROL SIGNALS AND SYSTEMS. 15:177-201.
Liu AC, Priest AA, Zhang EE, Welsh DK, Verma IM, Takahashi JS, Doyle, III FJ, Kay SA, Singer O, Tran HG et al..  2007.  Intercellular coupling confers robustness against mutations in the SCN circadian clock network. CELL. 129:605-616.
Liu AC, Priest AA, Zhang EE, Welsh DK, Verma IM, Takahashi JS, Doyle, III FJ, Kay SA, Singer O, Tran HG et al..  2007.  Intercellular coupling confers robustness against mutations in the SCN circadian clock network. CELL. 129:605-616.
Marconi L, Teel AR.  2013.  Internal Model Principle for Linear Systems With Periodic State Jumps. IEEE TRANSACTIONS ON AUTOMATIC CONTROL. 58:2788-2802.
Teel AR, Sanfelice RG, Goebel R.  2007.  Invariance principles for hybrid systems with connections to detectability and asymptotic stability. IEEE TRANSACTIONS ON AUTOMATIC CONTROL. 52:2282-2297.
Teel AR, Liu J.  2016.  Invariance principles for hybrid systems with memory. NONLINEAR ANALYSIS-HYBRID SYSTEMS. 21:130-138.
Teel AR, Sanfelice RG, Goebel R.  2008.  Invariance principles for switching systems via hybrid systems techniques. SYSTEMS & CONTROL LETTERS. 57:980-986.
Marconi L, Teel AR, Cox N.  2016.  Isolating invisible dynamics in the design of robust hybrid internal models. AUTOMATICA. 68:56-68.
Turner KL, Das S, Israelachvili JN, Yu J, Chary S, Tamelier J.  2013.  JKR Theory for the Stick Slip Peeling and Adhesion Hysteresis of Gecko Mimetic Patterned Surfaces with a Smooth Glass Surface. LANGMUIR. 29:15006-15012.
Turner KL, Das S, Israelachvili JN, Yu J, Chary S, Tamelier J.  2013.  JKR Theory for the Stick Slip Peeling and Adhesion Hysteresis of Gecko Mimetic Patterned Surfaces with a Smooth Glass Surface. LANGMUIR. 29:15006-15012.
Zaccarian L, Nesic D, Teel AR.  2005.  L-2 anti-windup for linear dead-time systems. SYSTEMS & CONTROL LETTERS. 54:1205-1217.
Teel AR, Grimm G, Zaccarian L.  2008.  The l(2) anti-windup problem for discrete-time linear systems: Definition and solutions. SYSTEMS & CONTROL LETTERS. 57:356-364.

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