All Stories

  1. Constant stress can dramatically reduce the ultimate cyclic stress, which can resist a material.
  2. Exact shell solutions for conical springs. III. Belleville springs with variable thickness
  3. Effects of Mean Stress and Multiaxial Loading on Fatigue Life of Springs
  4. Exact shell solutions for conical springs. II. Radial cylindric curb
  5. Closed Form Solution in the Buckling Optimization Problem of Twisted Shafts
  6. Stability optimization for a simultaneously twisted and compressed rod
  7. Advanced manufacturing of automotive bodies from tailored rolled blanks with the variable thickness
  8. Closed-form solution for optimization of buckling column
  9. Optimization of concurrently compressed and torqued rod
  10. Closed form solution in buckling optimization problem of twisted rod
  11. Principles of design optimization for springs
  12. Closed-form solution for column buckling optimization
  13. Scale‐deviating operators of Riesz type and the spaces of variable dimensions
  14. The design principles for optimal springs
  15. Coiling of Helical Springs
  16. Creep and Relaxation of Springs
  17. Disk Springs
  18. Durability of Springs
  19. Factors Affecting the Fatigue Life of Springs
  20. Failure Analysis Based on Weakest Link Concept
  21. Fatigue of Spring Materials
  22. Presetting and Residual Stresses in Springs
  23. Statistical Effects on Fatigue of Spring Materials
  24. Stress Distributions Over Cross-Section of Wires
  25. Thin-Walled Rods with Semi-opened Profiles
  26. “Equivalent Columns” for Helical Springs
  27. Comment on “Minimization of maximum failure criterion of laminated composite shell structure by optimizing distributed-material orientation” by Shimoda M., Muramatsu Y., Tsukihara R.
  28. Elastic–plastic deformation and residual stresses in helical springs
  29. Delayed presetting of helical springs
  30. Non‐Leibniz Hamiltonian and Lagrangian formalisms for certain class of dissipative systems
  31. A design reference for engineers developing composite components
  32. Design and Analysis of Composite Structures for Automotive Applications
  33. Basic mechanical properties of composites
  34. Appendix B Anisotropic Elasticity
  35. Appendix C Integral Transforms in Elasticity
  36. Composite Leaf Springs
  37. Design and Optimization of Composite Springs
  38. Dynamics of a Vehicle With Flexible, Anisotropic Structural Elements of Chassis
  39. Dynamics of a Vehicle with Rigid Structural Elements of Chassis
  40. Elastic Anisotropic Behavior of Composite Materials
  41. Equivalent Beams of Helical Anisotropic Springs
  42. Hereditary Mechanics of Composite Springs and Driveshafts
  43. Index
  44. Meander-Shaped Springs
  45. Micromechanical Failure Criteria of Composites
  46. Optimization Principles for Structural Elements Made of Composites
  47. Optimization of Composite Driveshaft
  48. Phenomenological Failure Criteria of Composites
  49. Approximate static aeroelastic analysis of composite wings
  50. Mechanics with non‐Leibniz derivatives
  51. An advanced treatise of the complete discipline of spring design and manufacturing
  52. Unification proposals for fatigue crack propagation laws
  53. Fatigue of Spring Materials
  54. Principles of Spring Design
  55. “Equivalent Columns” for Helical Springs
  56. Stress Distributions Over Cross-Section of Wires
  57. Coiling Process for Helical Springs
  58. Thin-Walled Rods with Semi-Opened Profiles
  59. Disk Springs
  60. Failure Probability of Helical Spring
  61. Creep and Relaxation of Springs
  62. Generalizations of Creep Laws for Spring Materials
  63. Semi-Opened Profiles for Twist-Beam Automotive Axles
  64. A proposal for unification of fatigue crack growth law
  65. Optimization of load-transfer and load-diffusion
  66. Weakest link concept for springs fatigue
  67. Addendum to “relaxation and creep in twist and flexure”
  68. Lattice of infinite bending-resistant fibers
  69. How to build the strongest pressure vessel from composite material (carbon or glass)
  70. The lightest pressure vessel
  71. Some exact analytical solutions in structural optimization
  72. Isoperimetric inequality in the periodic Greenhill Problem of twisted elastic rod
  73. The extreme property of twisted spherical shell
  74. Exact shell solutions for conical springs
  75. Topological derivatives for fundamental frequencies of elastic bodies
  76. Effect of static axial compression on the natural frequencies of helical springs
  77. Relaxation and creep in twist and flexure
  78. Some basic solutions for nonlinear creep
  79. Topological derivatives for fundamental frequencies of elastic bodies
  80. PARETO and NASH fronts as the limit case of the isoperimetric inequality in multiobjective optimization theory
  81. Comment to the Article “Several Examples of Application of Nash and Pareto Approaches to Multiobjective Structural Optimization with Uncertainties” of N. V. Banichuk, F. Ragnedda, M. Serra
  82. Thin-Walled Rods With Semiopened Profiles
  83. Confirmation of Lagrange hypothesis for twisted elastic rod
  84. Thin-walled rods with semi-open profile for semi-solid automotive suspension
  85. On the Lagrangian and instability of medium with defects
  86. Elastoplastic Stress Analysis and Residual Stresses in Cylindrical Bar Under Combined Bending and Torsion
  87. Comments on “Shape and topology optimization for periodic problems part I: the shape and the topological derivative”
  88. Elastic-plastic work-hardening deformation under combined bending and torsion and residual stresses in helical springs
  89. Theory of optimal residual stresses and defects distribution
  90. “Bubble-and-grain” method and criteria for optimal positioning inhomogeneities in topological optimization
  91. Linear non‐conservative systems with fractional damping and the derivatives of critical load parameter
  92. The variant of post-Newtonian mechanics with generalized fractional derivatives
  93. Mircopolar Model of Fracture for Composite Material
  94. Sensitivity analysis of the linear nonconservative systems with fractional damping
  95. Design and optimization of elastic nonlinear helical springs
  96. Bubble method for topology and shape optimization of structures
  97. A structural model of ceramics: Multiple fracture
  98. On a game approach to optimal structural design
  99. Isoperimetric inequalities in optimal structural design
  100. Isoperimetric Inequalities in Stability Problems
  101. Explicit crack problem solutions of hybrid composites
  102. Structural analysis and optimization modelling including fracture conditions
  103. Microstructural Model of a Fibrous Composite Fracture
  104. A Structural Model of Ceramic Deformation and Fracture∗
  105. Shape Optimization Using Boundary Elements
  106. Isoperimetric Inequalities in the Anisotropic Rod Torsion Problem∗
  107. Fragmentation of a composite material and fragmentation of fibres under a dynamic load
  108. Rational bounding in the problem of the plane stress state of an ideal fiber composite
  109. Pull-out of fibers from the matrix on the surface of a crack in a composite
  110. An isoperimetric inequality in the optimization of circular rings under normal pressure
  111. Numerical method for shape optimization using BEM
  112. Integral Equation Methods in the Internal Structure Optimization
  113. Model of thin-walled anisotropic rods
  114. Fracture of fibers by a crack propagating in a composite
  115. Isoperimetric inequality in the problem of the stability of a circular ring under normal pressure
  116. On optimal plastic anisotropy
  117. Rational schemes for reinforcing laminar plates from composite materials
  118. Analytical solutions to problems of optimum reinforcement for multilayer plates made of composite materials
  119. Optimization of structures made of randomly reinforced composites
  120. Optimizing the effective characteristics of granular composites in component-design problems