05432nam 2200637 450 991046491790332120200520144314.03-03826-169-6(CKB)3710000000021487(EBL)1910350(SSID)ssj0001127299(PQKBManifestationID)11603717(PQKBTitleCode)TC0001127299(PQKBWorkID)11151084(PQKB)10627164(MiAaPQ)EBC1910350(Au-PeEL)EBL1910350(CaPaEBR)ebr10777822(OCoLC)868960862(EXLCZ)99371000000002148720111102h20132013 uy 0engurcnu||||||||txtccrMechanics, simulation and control III selected, peer reviewed papers from the 2013 International Conference on Mechanics, Simulation and Control (ICMSC 2013), June 22-23, 2013, Kanyakumari, India /edited by K.M. GuptaDurnten-Zurich :Trans Tech Publications,[2013]©20131 online resource (555 p.)Applied mechanics and materials ;367Description based upon print version of record.3-03785-788-9 Includes bibliographical references and indexes.Mechanics, Simulation and Control III; Preface and Committees; Table of Contents; Chapter 1: Advanced Materials Engineering and Technologies; Investigation of Electrohydrodynamic Patterning of Micro Structures at Room Temperature; In Situ Polymerization of Polyaniline/Viscose Fiber; Hard Template Synthesis of Mesoporous and Nanocrystalline Alkali Metal Niobates with Enhanced Photocatalytic Performance; Effect of Sulfur and Chlorine on the Speciation of Mercury in Coal; Study of Hydrothermal Synthesis of AnalcimePhase Transition Behaviors and Thermal Conductivity of Ge Doped Sb2Te Thin Films for Phase Change Random Access Memory Influence of the Gas Environment on the Transferred Film of the Tribologic Brass (CuZn)/XC48 Steel COUPLE; Artificial Neural Network Model: Prediction of Mechanical Properties in Beta-Titanium Biomaterial; Adsorption Kinetics of Pb2+ Ions Using Chitosan Nanoparticles; Synthesis Na-Y Zeolite by Hydrothermal; Chapter 2: Mechanical Engineering and Design, Applied Mechanics; Numerical Simulation of Turbulent Transport and Structures in Temporally Developing Plane Mixing LayersThe Effect of Cusp Contact in the Meshing Process for Internal Gear Pairs with few Teeth Difference Dynamic Stability and Natural Frequency of Composite Corrugated Bellows Expansion Joint; Finite Element Analysis of the Material Properties' Influence on Tire/Road Contact Pressure and Area; Formalism for Determining the Force and Torque on a Sphere Moving in a Quiescent Fluid at Arbitrary Reynolds Numbers; Finite Element Investigation of Stress Intensity Factors of Multiple Semi-Elliptical Surface Cracks in Solid ShaftParametric Studies on Weld Penetration on Plate of Aluminium Alloy 6061-T6 Using FEM Simulation Design of Fault Tolerant Control Laws for Jet Engines; Design Maps and Shape Optimization of a Prototype Vehicle Chassis; Elasticity Based Stress Analysis under Arbitrary Load using Fourier Series; Modelling of Multi-Axial Ultimate Elastic Wall Stress (UEWS) Test for Glass Fibre Reinforced Epoxy (GRE) Composite Pipes; Modeling and Simulation of Dynamic Property of Vehicle Frame Based on Finite Element Method; The Finite Element Analysis of New Forged Coupler KnuckleA Transform Free Higher Order Compact Finite Difference Scheme for Simulating the Flow behind a Rotationally Oscillating Circular Cylinder at Reynolds Number 500 Kinematic Simulation of a Novel RV-Planet Gear Drive with Small Teeth Difference Used in Wind Turbine; The Edge Effect and Longitudinal Modification of Involute Gear Drive Used in Automobile; Finite Element Analysis of the Roller Bearing Used in Rolling Mill; Topology Optimization for the Light Rail Vehicle Body Based on Sub-Structure Technology; Green Design for Concurrent Engineering in Agriculture MachineryFinite Element Formulation for the Vibration Analysis of Couple-Stress ContinuumCollection of selected, peer reviewed papers from the 2013 International Conference on Mechanics, Simulation and Control (ICMSC 2013), June 22-23, 2013, Kanyakumari, India. The 99 papers are grouped as follows: Chapter 1: Advanced Materials Engineering and Technologies; Chapter 2: Mechanical Engineering and Design, Applied Mechanics; Chapter 3: Electrical Engineering and Electric Machines; Chapter 4: Power System and Electronics, Energy Engineering, Its Applications; Chapter 5: Instrumentation, Measurement Technologies, Analysis and Methodology; Chapter 6: Modern Control, AutomationApplied mechanics and materials ;v. 367.Automatic controlCongressesMechanical engineeringComputer simulationElectronic books.Automatic controlMechanical engineeringComputer simulation.620.0044Gupta K. M882908MiAaPQMiAaPQMiAaPQBOOK9910464917903321Mechanics, simulation and control III2030186UNINA05019nam 2200781Ia 450 991101949360332120200520144314.09786613273987978128327398512832739859781118165461111816546297811181654781118165470(CKB)2550000000054247(EBL)818923(OCoLC)757394268(SSID)ssj0000611693(PQKBManifestationID)11362710(PQKBTitleCode)TC0000611693(PQKBWorkID)10666123(PQKB)10011827(SSID)ssj0000643644(PQKBManifestationID)12227224(PQKBTitleCode)TC0000643644(PQKBWorkID)10675505(PQKB)10500191(MiAaPQ)EBC818923(PPN)169733432(Perlego)2757752(EXLCZ)99255000000005424719911017h19891969 uy 0engur|n|---|||||txtccrDifferential geometry /[by] J. J. StokerNew York Wiley-Interscience1989, c19691 online resource (428 p.)Pure and applied mathematics, v. 20"Wiley classics edition published in 1989."9780471828259 0471828254 9780471504030 0471504033 Includes bibliographical references (p. 396-399) and index.Differential Geometry; CONTENTS; Chapter I Operations with Vectors; 1. The vector notation; 2. Addition of vectors; 3. Multiplication by scalars; 4. Representation of a vector by means of linearly independent vectors; 5. Scalar product; 6. Vector product; 7. Scalar triple product; 8. Invariance under orthogonal transformations; 9. Vector calculus; Chapter II Plane Curves; 1. Introduction; 2. Regular curves; 3. Change of parameters; 4. Invariance under changes of parameter; 5. Tangent lines and tangent vectors of a curve; 6. Orientation of a curve; 7. Length of a curve1. Regular curves2. Length of a curve; 3. Curvature of space curves; 4. Principal normal and osculating plane; 5. Binormal vector; 6. Torsion τ of a space curve; 7. The Frenet equations for space curves; 8. Rigid body motions and the rotation vector; 9. The Darboux vector; 10. Formulas for κ and τ; 11. The sign of τ; 12. Canonical representation of a curve; 13. Existence and uniqueness of a space curve for given κ (S), τ (S); 14. What about κ = 0?; 15. Another way to define space curves; 16. Some special curves; Chapter IV The Basic Elements of Surface Theory1. Regular surfaces in Euclidean space2. Change of parameters; 3. Curvilinear coordinate curves on a surface; 4. Tangent plane and normal vector; 5. Length of curves and first fundamental form; 6. Invariance of the first fundamental form; 7. Angle measurement on surfaces; 8. Area of a surface; 9. A few examples; 10. Second fundamental form of a surface; 11. Osculating paraboloid; 12. Curvature of curves on a surface; 13. Principal directions and principal curvatures; 14. Mean curvature H and Gaussian curvature K; 15. Another definition of the Gaussian curvature K; 16. Lines of curvature17. Third fundamental form18. Characterization of the sphere as a locus of umbilical points; 19. Asymptotic lines; 20. Torsion of asymptotic lines; 21. Introduction of special parameter curves; 22. Asymptotic lines and lines of curvature as parameter curves; 23. Embedding a given arc in a system of parameter curves; 24. Analogues of polar coordinates on a surface; Chapter V Some Special Surfaces; 1. Surfaces of revolution; 2. Developable surfaces in the small made up of parabolic points; 3. Edge of regression of a developable; 4. Why the name developable?5. Developable surfaces in the large1This classic work is now available in an unabridged paperback edition. Stoker makes this fertile branch of mathematics accessible to the nonspecialist by the use of three different notations: vector algebra and calculus, tensor calculus, and the notation devised by Cartan, which employs invariant differential forms as elements in an algebra due to Grassman, combined with an operation called exterior differentiation. Assumed are a passing acquaintance with linear algebra and the basic elements of analysis.Pure and applied mathematics (Interscience Publishers) ;v. 20.Geometry, DifferentialManifolds (Mathematics)Geometry, Differential.Manifolds (Mathematics)516516.7Stoker J. J(James Johnston),1905-2708MiAaPQMiAaPQMiAaPQBOOK9911019493603321Differential geometry1490790UNINA