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A set of singular integral equations is formulated which is valid for general anisotropic bimaterial.
Numerical flux function for multi-dimensional Euler equations is formulated for any grid system, structured or unstructured.
A system of singular integral equations is formulated for general anisotropic piezoelectric bimaterial with kernel functions expressed in complex form.
By applying the Ritz minimization procedure to the energy expressions, a system of Mathieu Hill equations is formulated.
The following system of linear equations is formulated to find the steady state probabilities of the EMC, (h_{i},i{ in varOmega }), (Kulkrani 2009).
The two level system of boundary integral equations is formulated and a numerical analysis of the vibrations excited by the load applied to the circular plate is performed.
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These equations are formulated using the least action principle.
The equations are formulated for physiological observables.
Design equations are formulated and some design examples are presented.
Empirical equations were formulated to evaluate the scour parameters.
General equations are formulated and illustrated by considering specific examples.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com