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The design has been performed including its control system and allows obtaining a system that complies not only with the static performance requirements but with certain previously fixed dynamic characteristics.
Depending on the different types of causal paths and algebraic loops coexisting, through a succession of algebraic operations carried out on matrices, the method is capable of obtaining a system of reduced equations.
In this work a simple cylindrical structure with a stiff needle-like inclusion embedded within a much softer matrix is presented and analysed with the aim of obtaining a system with tunable thermal expansion properties.
If we assume that U changes slowly relative to P and L (in the setting of HAART, the number of uninfected cells changes very little) [ 28], we can substitute U ¯ for U in equations 1 and 2 – obtaining a system of 2 linear, ordinary differential equations (for P and L).
In our work, we adopt a backward point of view and determine how a given MP at generation t is related to a combination of MPs at generation t−1, thus obtaining a system ℛ t, t − 1) of recurrence equations.
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First we obtain a system delay for an arrival process with MW-PCC as reference.
In other words, we can obtain a system with two stable equilibrium points for (b > a).
Hence, we obtain a system of elliptic problems that can be solved by Galerkin method.
This approach allows developers to obtain a system design from the global specification of its requirement.
In most cases, however, one might obtain a system that is difficult to realize in practice.
The finite element method is used to obtain a system of ordinary differential equations.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com