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Lysosomal Ion Channel TRPML1 Contributes to Neuropathic Pain Associated With Diabetic Peripheral Neuropathy in Mice. [PDF]
Yang Y +5 more
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Shoulder-wearable soft robot for assisting older adults in scapular stretching. [PDF]
Isobe K +5 more
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Stabilizing the Oscillations of a Controlled Mechanical System
Automation and Remote Control, 2019zbMATH Open Web Interface contents unavailable due to conflicting licenses.
V N Tkhai, Tkhai V N
exaly +3 more sources
Mechanical linearization of mechanical control systems without controllability assumption
Automatica, 2023In this paper, the authors investigate on mechanical linearization of mechanical control systems without controllability assumption. More precisely, they present a linearization procedure of mechanical control systems that preserves the mechanical structure of the system, i.e., the mechanical linearization.
Marcin Nowicki, Witold Respondek
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Control of Nonlinear Mechanical Systems
European Journal of Control, 2001zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Isabelle Fantoni, Rogelio Lozano
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Mechanical Control Systems and Kinematic Systems
IEEE Transactions on Automatic Control, 2008The aim of this technical note is to analyze the equivalence between the second-order equations describing the dynamics of mechanical systems, and the associated kinematic system when dealing with nonholonomic systems with controls. If the system is fully actuated, both systems are equivalent.
Miguel C. Muñoz-Lecanda +1 more
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Equivariants of Mechanical Control Systems
SIAM Journal on Control and Optimization, 2013In this paper we find a complete set of equivariants of mechanical control systems that satisfy the geodesic accessibility property. These equivariants are structure functions on the configuration manifold and are used to completely characterize the mechanical state equivalence of two mechanical control systems.
Witold Respondek, Sandra Ricardo
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2021
Let ϕ and A be the scalar potential and the vector potential of the electric field E and of the magnetic flux density B, respectively; E = −∇ϕ, B = ∇×A.
Christian Brecher, Manfred Weck
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Let ϕ and A be the scalar potential and the vector potential of the electric field E and of the magnetic flux density B, respectively; E = −∇ϕ, B = ∇×A.
Christian Brecher, Manfred Weck
openaire +2 more sources

