the length of a rough cut 2x4-in. wooden compression test specimen may be
O. H. Varga has written: 'Stress-strain behavior of elastic materials: selected problems of large deformations' -- subject(s): Rubber, Testing, Strains and stresses, Deformation (Mechanics), Deformations (Mechanics) 'Stress-strain behavior of elastic materials'
The first Piola-Kirchhoff stress tensor is important in continuum mechanics because it allows for the description of stress in a material that is undergoing deformation. It helps in understanding the relationship between the forces acting on a material and its deformation, which is crucial for analyzing the behavior of materials under different conditions.
The Green-Lagrange strain is a measure of deformation in materials that accounts for both stretching and shearing. It is significant in mechanics and materials science because it provides a more accurate description of how materials deform under stress compared to other strain measures. This helps engineers and scientists better understand the behavior of materials and design more efficient structures and products.
Hugh Ford has written: 'Advanced mechanics of materials' -- subject(s): Applied Mechanics, Mechanics, Applied, Strains and stresses, Strength of materials
More information on the mechanics of materials can be obtained by visiting an individuals local library and looking for books on the subject of mechanics of materials. In addition a number of websites online offer information on this subject, such as the international journal of mechanics and design.
Philip Gustave Laurson has written: 'Mechanics of materials' -- subject(s): Building materials, Materials, Strength of materials 'Properties and mechanics of materials' -- subject(s): Building materials, Strength of materials
A Mohr envelope is a graphical representation used in soil mechanics and rock mechanics to illustrate the failure criteria of materials under shear and normal stress conditions. It is derived from the Mohr circle, which plots normal stress versus shear stress. The envelope is typically defined by the failure points of the material and is used to determine the maximum shear stress that can occur before failure occurs, helping engineers assess stability in various geotechnical applications.
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Mohr's method, or Mohr's circle, is a graphical representation used in mechanics of materials to analyze stress and strain on a material. It provides a visual way to determine the principal stresses, maximum shear stresses, and the orientation of these stresses in a two-dimensional stress system. By plotting the normal and shear stress components on a circle, engineers can easily visualize and compute the effects of different loading conditions on materials. This technique is particularly useful in determining failure criteria and material behavior under complex loading scenarios.
B. L. Karihaloo has written: 'Mechanics of transformation toughening and related topics' -- subject(s): Mathematical models, Thermomechanical properties, Fracture mechanics, Martensitic transformations, Ceramic materials 'Spread of plasticity from stress concentrations'
C. H. Jenkins has written: 'Mechanics of materials' -- subject(s): Applied Mechanics, Materials, Materials science, Structural design
Engineering geology and earth/rock mechanics are closely related fields of study. Engineering geology focuses on understanding the geological materials and processes in order to assess their suitability for engineering projects. Earth/rock mechanics, on the other hand, deals with the mechanical behavior of geological materials under stress and how they respond to engineering applications. Together, these disciplines contribute to the assessment, design, and construction of safe and sustainable infrastructure projects.