Precise and accurate online monitoring methods are needed to enable smart biomanufacturing and automation. Most of the sensors available focus on process parameters such as metabolite and dissolved gas concentrations,...
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To improve the efficiency of the use of remote sensing data in the tasks of managing territorial development, utility services have been implemented that allow us to catalog and simplify the use of methods for analysi...
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The effect of axial meson exchange on extraction of proton electromagnetic form factors in ep scattering is calculated. Taking as an example f1(1285) meson exchange, it is quantitatively shown how it affects Rosenblut...
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The main purpose of the paper is to study the asymptotic behavior of reachable sets to linear time-invariant impulsive controlsystems. The issue is analyzed within the framework of shapes of reachable sets. This appr...
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Within the framework of the Duffin-Kemmer-Petiau (DKP) formalism a more consistent approach to the derivation of the third order wave equation obtained earlier by M. Nowakowski [1] on the basis of heuristic considerat...
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Within the framework of the Duffin-Kemmer-Petiau (DKP) formalism a more consistent approach to the derivation of the third order wave equation obtained earlier by M. Nowakowski [1] on the basis of heuristic considerations is suggested. For this purpose an additional algebraic object, the so-called q-commutator (q is a primitive cubic root of unity) and a new set of matrices ημ instead of the original matrices βμ of the DKP algebra are introduced. It is shown that in terms of these ημ matrices we have succeeded in reducing a procedure of the construction of cubic root of the third order wave operator to a few simple algebraic transformations and to a certain operation of the passage to the limit z→q, where z is some complex deformation parameter entering into the definition of the η-matrices. A corresponding generalization of the result obtained to the case of the interaction with an external electromagnetic field introduced through the minimal coupling scheme is carried out and a comparison with M. Nowakowski’s result is performed. A detailed analysis of the general structure for a solution of the first order differential equation for the wave function ψ(x;z) is performed and it is shown that the solution is singular in the z→q limit. The application to the problem of construction within the DKP approach of the path integral representation in parasuperspace for the propagator of a massive vector particle in a background gauge field is discussed.
For linear time-invariant controlsystems under two types of constraints on control, geometric bounds and constraints on the total impulse of control, the asymptotic properties of the reachable sets are studied. The r...
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Nowadays, the study of the behavior of social, economic, and technical queuing systems at different stages of their design and operation is a challenge for simulation modeling. The complexity of the dynamic structure ...
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This paper presents a new early-lumping approach of feedforward control design for setpoint change scenarios applied to a tubular reactor modeled by a nonlinear parabolic diffusion-convection-reaction equation. The ap...
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ISBN:
(纸本)1424401704
This paper presents a new early-lumping approach of feedforward control design for setpoint change scenarios applied to a tubular reactor modeled by a nonlinear parabolic diffusion-convection-reaction equation. The approach is based on Galerkin's method to obtain a finite-dimensional model and on a recently developed approach to feedforward control design for nonlinear systems under input constraints. The considered finite-time transition between equilibrium points is treated as a two-point boundary value problem. Simulation results for different sets of model parameters illustrate the applicability of the approach
We study the long term asymptotic behavior of attainable sets and their shapes of linear time-invariant impulse controlsystems. We give an exhaustive description of attractors arising and the related dynamics. The re...
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The language of positively constructed formulae and its calculus are described in this paper. The results of a software system development for automated theorem proving in the calculus are presented. The implementatio...
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The language of positively constructed formulae and its calculus are described in this paper. The results of a software system development for automated theorem proving in the calculus are presented. The implementation of the algorithms is based on different techniques for improving system performance and reduction of the amount of used memory. A number of strategies have been implemented as well.
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