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The San Andreas Fault in California is an example of this type of boundary, which is also known as a fault or fracture zone (see submarine fracture zone).
This type of boundary condition is particularly used in the research area of active control of vibrations on panels.
Special attention is given to the theoretical background and the practical implementation of this type of boundary condition in the CFD model.
A new way to enforce this type of boundary condition is proposed and provides higher pressure and velocity convergence rates in space and time than found in the present state of the art.
A loosely clamped plate is the most susceptible to various resonances and all steady state response curves associated with the lower mode shapes for this type of boundary condition exhibit hardest spring effects.
This type of boundary is implemented by means of a wall that exerts a normal potential force of repulsion on the SPH particles, combined with a tangential force proportional to the normal force.
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This type of boundary-value problems has been investigated in [21 24].
This type of the boundary function covers the case of an anti-periodic boundary condition.
The comparison reveals that the temperature field is highly sensitive to the type of boundary condition.
The termfine tuning is coined to describe this type of grain boundary engineering.
Illustrative examples are presented and advantages of applying this type of unified periodic boundary conditions are discussed.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com