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This paper presents the valve engineering linked analysis (VELA) for nonlinearity characteristic compensation of the steam turbine control valve by using a linked two existing commercial software.
In this approach we might start by using a linked collection of detailed functional structural plant models to represent plant competition.
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By using a linking theorem due to [16], they obtained some existence results of homoclinic solutions for system (1.5).
In instances where there is a many-to-many relationship between entities, this is resolved by using a linking table with a one-to-many relationship to each of the two entities.
In a recent paper [13], based on a new direct sum decomposition of the 'work space', Tang and Lin proved the following theorem by using a linking theorem which was developed in [14].
In [5], by using a linking theorem from [13], the author obtained that a second-order self-adjoint discrete Hamiltonian system has infinitely many nontrivial homoclinic solutions, when potential function W is indefinite sign and subquadratic.
Its basic principle, however, is reducing transmit power by using a link adaptation scheme in order to maintain a minimum link quality, hence sacrifice the performance.
Participants can report adverse events by using a link on the website, by e-mail and over the phone.
Equation 11 is then re-formulated by specifying the distribution and by using a link function g so that g = T δ (see Appendix).
The existence of a nontrivial solution was obtained by using a generalized linking theorem.
The existence of weak solutions for a class of ((p,q -Laplacian systems is obtained by using a new linking theorem on the product space (W^{1,q -Laplaciantimesystemsq}_{0}(Omega)).
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