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In this paper, we first generalize the result to general cases for s=2.
General cases for the poling axis of each piezoelectric component unparallel to the Cartesian coordinate axes are studied.
To avoid the complexity of calculation in general cases for all values of parameters, we construct some conditions that stated problems in literature that were satisfied, and so they are logically acceptable for the application purpose.
Some concepts of wound trusses can be found in the literature, but in more general cases, for which a predefined wound truss shape is not usable, individual truss members must be joined together.
This case can be extended to more general cases for which internal data may exist and external animals are associated with at least two sources of information (e.g., E1 and E2) that are partially based on the same external records or information.
This leads us to our third and last filtering condition that can be expected to be efficiently checked for general cases: for any word w = s[ a, a + L - 1], we keep the positions in the interval [ a, a + L - 1] if there exist at least r excellent non-overlapping parallelograms Parall a, L, c i, d), with c i ∈ { c1,..., c r }.
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Generalized form of plane is considered to study the most general case for non-point sources.
But that does not undercut the general case for legalisation.
The criteria derived cover both the general case for the comparable mass transport and kinetics of the process and the restricted case for the diffusional process limitation.
This paper proposes a general case for solving this problem by combining a services approach to systems engineering with a kanban-based scheduling system.
Matt Yglesias sounds a note of good sense in the midst of the current Clinton-Obama non-celebration of Martin Luther King Day, while making the general case for Obama with calm economy.
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.

Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com