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Dynamic systems

Stability of Quasilinear Dynamic Systems with after Effect

Stability of Quasilinear Dynamic Systems with after Effect

... of dynamic systems, composing of program control, searching for conditions of steady, reliable and safe operation of complex dynamic systems with various ...engineering systems cannot ...

10

A SIMPLEPOLE CLUSTERING TECHNIQUE FOR DYNAMIC SYSTEMS SIMPLIFICATION

A SIMPLEPOLE CLUSTERING TECHNIQUE FOR DYNAMIC SYSTEMS SIMPLIFICATION

... A simple and new pole clustering technique for simplification of linear dynamic systems using improved Pade approximations is proposed. This method gives ' ' k number of simplified models for k th -order ...

7

A class of dynamic integral inequalities with mixed nonlinearities and their applications in partial dynamic systems

A class of dynamic integral inequalities with mixed nonlinearities and their applications in partial dynamic systems

... Remark 3.2 The inequalities in Theorems 3.1–3.3 generalize the results in [12–14] to two independent variables, which can be used to study the boundedness of dynamic systems. Remark 3.3 The explicit bounds ...

13

Fault Diagnosis Methods in Dynamic Systems: A Review

Fault Diagnosis Methods in Dynamic Systems: A Review

... Abstract—This paper reviews the contemporary approaches adopted for the diagnosis of faults in dynamic systems. It also takes into account the limitations of the age-old techniques like limit checking. The ...

7

A dynamic systems approach to fermions and their relation to spins

A dynamic systems approach to fermions and their relation to spins

... put dynamic systems theory of coherently controlled fermions into a Lie-algebraic frame in order to answer problems of controllability, reachability, and sim- ulability in a unified ...the dynamic ...

53

Stability of planar nonautonomous dynamic systems

Stability of planar nonautonomous dynamic systems

... The asymptotic representation of solutions and error estimates in terms of the charac- teristic function was used in [–] to prove asymptotic stability. In this paper we describe the stable dynamic systems ...

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Variationally stable dynamic systems on time scales

Variationally stable dynamic systems on time scales

... In this paper we give a Lyapunov functional characterization of h-stability for nonlinear dynamic systems on time scales under the condition of u ∞ -similarity between their variational systems. ...

17

Dynamic systems as tools for analysing human judgement

Dynamic systems as tools for analysing human judgement

... of dynamic systems as experimental task environments, each of which is designed to relate to a different aspect of ...Most systems do not differ only with respect to surface features ...and ...

21

Model reduction and simulation of complex dynamic systems

Model reduction and simulation of complex dynamic systems

... Within The three categories are: Optimum curve Dominant fitting mode Continued fraction Continued fraction and tion approaches utilize the greatest number of system parameters therefore [r] ...

163

Fluctuations of dynamic systems

Fluctuations of dynamic systems

... The fluctuation theorem (FT) and work relation (WR) are called fluctuation rela- tions because they measure and quantify fluctuating quantities for non-equilibrium systems. These two relations otherwise seem to have ...

143

Mathematical Model in Studying  the Stability of Dynamic Systems

Mathematical Model in Studying the Stability of Dynamic Systems

... technical systems of sheet structure of constructions under aerodynamic ...of dynamic criteria in investigating the stability of mechanical systems leads to the investigation of the stability of ...

8

Stability of Linear Dynamic Systems on Time Scales

Stability of Linear Dynamic Systems on Time Scales

... dynamical systems have a number of significant differences mainly due to the topological fact that in one case the time scale T R, real numbers, and the corresponding trajectories are connected while in other case ...

12

Quasi-probability distributions for observables in dynamic systems

Quasi-probability distributions for observables in dynamic systems

... The KQPD provides a generalization of the Wigner function and the FCS to describe arbitrary observables within a quasi-probability formalism. This provides a unified framework for the de- scription of fluctuations in ...

21

Analysis of Dynamic Systems by Bond-Graphs

Analysis of Dynamic Systems by Bond-Graphs

... information systems connecting all phases of car production. Systems play a vital role in linking initial ideas with development, testing, production planning and production and to the logistics, connecting ...

9

Looking into the future of complex dynamic systems

Looking into the future of complex dynamic systems

... The very basics of what today we identify with ‘science’, and most of the techniques used for the description, the analysis and the comprehending of natural and artificial systems, come from this ancestral need to ...

16

Dynamic File Nodes Distribution in Cloud Systems

Dynamic File Nodes Distribution in Cloud Systems

... manager may redistribute the load both statically when a new node joins the system and dynamically when an existing node in the system becomes overloaded or under loaded. the cost of constructing and maintaining them may ...

8

Provable Dynamic Data in Cloud Computing Systems

Provable Dynamic Data in Cloud Computing Systems

... Our contributions may also be overview as follows: i) We propose a map-centered provable multi-copy dynamic data possession (MB-PMDDP) procedure. This system presents an ample assurance that the CSP outlets all ...

5

Provable Dynamic Data in Cloud Computing Systems

Provable Dynamic Data in Cloud Computing Systems

... CSP outlets all copies that are agreed upon within the provider contract. Moreover, the approach helps outsourcing of dynamic data, i.e., it helps blocklevel functions similar to block alteration, insertion, ...

5

Dynamic properties of condensing particle systems

Dynamic properties of condensing particle systems

... In Chapter 4, we study the monotonicity properties of condensing stochas- tic particle systems. Couplings, which require monotonicity, are powerful tools for deriving hydrodynamic limits, relaxation times, and ...

148

Deployment Dynamic of Space Tether Systems

Deployment Dynamic of Space Tether Systems

... the factors that affect tether deployment and we will perform a parametric analysis of the parameters present in the equations of motion in order to determine the effect of each identified parameter on the final deployed ...

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