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# Solid Mechanics (Mohr's Circle) 1.13.13

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In this app, you would be able to explore the world of Solid Mechanics. The app covers many important topics in the field of solid mechanics that is fundamental for civil, mechanical, aerospace, nuclear engineering and for many branches of physics such as materials science.

Key features:
►Interactive Mohr's Circle of Stress and Strain.
► Calculators for Stress and Strain Analysis.
► Graphical representations of failure criteria.
► A detailed description of key concepts of Solid Mechanics with diagrams.

The application contains the following topics:
− Fundamental Concepts
− Solid
− Force
− Deformation
− Strain
− Stress
− Principal Stresses
− Principal Strain
− Failure
− Factor of Safety (FS)
− Newton's First Law
− Newton's Second Law
− Newton's Third Law
− Equilibrium
− Deformation
− Elastic deformation
− Plastic deformation
− Fracture
− Deformation of a Point
− Strain
− Normal Strain
− Shear Strain
− Rectangular Strain Components
− Strain component on an arbitrary plane.
− Principal Strain
− Octahedral Strain
− Hydrostatic and Deviatoric Strain
− Plane strain
− Plane Strain transformation
− Principal Strain Magnitudes
− Orientation of principal plane
− Max Shear Strain
− Orientation of max shear plane
− Stress
− Normal Stress
− Shear Stress
− Rectangular Stress Components (pg 71)
− Stress component on an arbitrary plane.
− Principal Stress
− Octahedral Stress
− Hydrostatic and Deviatoric Stress
− Plane stress
− Plane Stress transformation
− Principal Stress Magnitudes
− Orientation of principal plane
− Max Shear Stress
− Orientation of max shear plane
− Mohr Circle of Stress
− Derivation of Mohr circle.
− Plotting Mohr’s Circle
− Stress Transformation using Mohr circle
− Principal stress from Mohr circle
− Principal Direction
− Mohr Circle of Strain
− Derivation of Mohr circle.
− Plotting Mohr’s Circle
− Strain Transformation using Mohr circle
− Principal strain from Mohr circle
− Principal Direction
− Stress−Strain Relation
− Failure Theories
− Tresca Criteria
− Von−Mises Criteria
− Maximum Principal Stress Criteria
− Mohr’s Criteria

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Disclaimer

This mobile app is intended for informational, educational and research purposes only. It is not intended, for use in actual design projects. This application is not a substitute for detailed analysis and design. Engineering professionals should exercise their own independent engineering judgment when using the mobile app in conjunction with the design.

You expressly understand and agree that your use of the application and the data from the application is at your sole risk and that the application is provided 'as is' and 'as available' without warranty of any kind.

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If you have any feedback, questions, or concerns, please email us at:
eigenplus@gmail.com
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1.13.13

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12. 11. 2017 2017-11-12

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