Analytical solutions in exact closed-forms are obtained for stresses and displacements in an solid due to rectangular loading.
The goal of this work is to generate postures and displacements in an automatic way thanks to the state of the art on the human movement.
The system offers a set of sculpting toolkits that allow users to interactively modify arbitrary points, curve spans, and/or regions of interest across the entire PDE surfaces and displacements in an intuitive and physically meaningful way.
As an example, the displacement function is derived that can be used to determine stresses and displacements in an inhomogeneous transversely isotropic half-space which is subjected to a concentrated force normal to a free surface and applied at the origin (Boussinesq's problem).
The combination of force and displacement in a deflected spring is energy, which may be stored when moving loads are being arrested or when the spring is wound up for use as a power source.
Our objectives were: to develop a laboratory-based, motion-controlled elbow testing apparatus capable of simulating tendon (muscle) loading and displacement in a cadaveric specimen; to describe its performance while testing stable and unstable elbows; and to compare its operation to that of a previously designed load-controlled device.
Phoenix by SF Said tackles similar themes of home and displacement in an intergalactic setting.
We show, apparently for the first time, that stresses and displacements in such an inhomogeneous transversely isotropic elastic solid can be represented in terms of two displacement functions which satisfy the second- and fourth-order partial differential equations.
To overcome such problems, analytical equations are derived to calculate the fundamental period and seismically induced forces and displacements in the structural components of a class of regular steel bridges.
