J.M. Sloss - Concepedia

Author

J.M. Sloss

Also Known As

J M Sloss, J. M. SLOSS, J. M. Sloss, J.M. Sloss, JAMES M. SLOSS, James M Sloss, James M. Sloss, James M. sloss, James Sloss

126

Publications

1.1K

Citations

H-Index

Concepts

All Affiliations

University of California, Santa Barbara University of KwaZulu-Natal American University of Sharjah University of North Carolina Wilmington

About

J.M. Sloss is an author at University of California, Santa Barbara specializing in mechanical systems, engineering, and vibration control.

Top Concepts

#	Concept	H-Index	Publications	Citations
1	Engineering	14	28	535
2	Natural Sciences	3	3	55
3	Civil Engineering	3	3	39
4	Construction Engineering	2	2	23
5	Electrical Engineering	2	2	97

J.M. Sloss

Publications

795

Citations

H-Index

Page 1

	Year	Citations
Optimal piezo-actuator locations/lengths and applied voltage for shape control of beams John C. Bruch, J.M. Sloss, Sarp Adali, Smart Materials and Structures EngineeringMechanical EngineeringStructural OptimizationSmart Materials TechnologySoft Robotics	2000	73
Chebyshev approximation to zero J.M. Sloss Pacific Journal of Mathematics	1965	50
Reflection of biharmonic functions across analytic boundary conditions with examples J.M. Sloss Pacific Journal of Mathematics Geometric Partial Differential EquationFree Boundary ProblemPotential TheoryBiharmonic FunctionsHarmonic Space	1963	46
Global reflection for a class of simple closed curves J.M. Sloss Pacific Journal of Mathematics	1974	37
STRUCTURAL CONTROL OF THERMOELASTIC BEAMS FOR VIBRATION SUPPRESSION John C. Bruch, Sarp Adali, Ibrahim Sadek, Journal of Thermal Stresses EngineeringVibrationsMechanicsMechanical EngineeringSudden Heat Input	1993	32
Distributed control of layered orthotropic plates with damping Sarp Adali, Ibrahim Sadek, J.M. Sloss, Optimal Control Applications and Methods EngineeringStructural DynamicsMechanical EngineeringStabilityAbstract Optimal Control	1988	30
A Maximum Principle for Nonconservative Self-Adjoint Systems J.M. Sloss, John C. Bruch, Ibrahim Sadek IMA Journal of Mathematical Control and Information Control MethodEngineeringMathematical ControlControl ScienceMathematical Control Theory	1989	30
The bending of space curves into piecewise helical curves J.M. Sloss Pacific Journal of Mathematics Integral GeometryGeometric ModelingGlobal GeometryPiecewise HelixGeometry	1970	29
Maximum Principle for Optimal Boundary Control of Vibrating Structures with Applications to Beams J.M. Sloss, John C. Bruch, Ibrahim Sadek, Dynamics and Control	1998	26
Integral equation approach for piezo patch vibration control of beams with various types of damping Özcan Kayacık, John C. Bruch, J.M. Sloss, Computers & Structures EngineeringStabilityMechanical EngineeringMechatronicsMechanical Systems	2007	24

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