How does kinematic equation help in stress analysis?
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Kinematic equations play a crucial role in stress analysis by providing insights into the dynamics and distribution of stress within mechanical systems . These equations help in understanding the movement patterns associated with specific stress contexts, such as variations in duration and amplitude under different stress conditions. Additionally, kinematic relations are essential in designing numerical methods for studying finite elasto-plastic strains, where the medium kinematics are considered under the decomposition of the total deformation gradient. By utilizing kinematic equations, researchers can analyze stress distribution in robot arms, planar mechanisms, and other systems, enabling a comprehensive understanding of the mechanical behavior under different loading conditions .
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01 Jan 2018 | Kinematic equations aid stress analysis by providing data on motion parameters that influence stress distribution in mechanisms, as demonstrated in the study on a four-item mechanism using SolidWorks. |
32 Citations | The kinematic equations in the paper aid stress analysis by providing principal relations for studying finite elasto-plastic strains, crucial for designing numerical methods in structural mechanics. |
01 Jan 1985 5 Citations | The kinematic equations obtained through NEWEUL formalism help in stress analysis by providing insights into the motion and distribution of inertia forces in robot arms, crucial for stress assessment. |
Open access 01 Dec 1981 22 Citations | The kinematic equation in stress analysis accounts for anisotropic strain hardening by shifting the center of the yield surface in stress space, ensuring consistent predictions of shear stress under deformation. |
2 Citations | Kinematic equations aid stress analysis by measuring peak velocity, displacement, and duration in movement patterns. They reveal differences in stressed contexts, such as increased duration and amplitude. |
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