Sequential Quadratic
Parameters Identification of Induction Motor Model Based on Manufacturer Data and Sequential Quadratic Programming
... This paper establishes a new optimization model for induction motor model identification parameters based on the analysis of induction motor manufacturer data. The new model was solved by sequential ...
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Some recent developments in nonlinear optimization algorithms
... Abstract . This article provides a condensed overview of some of the major today’s features (both classical or recently developed), used in the design and development of algorithms to solve nonlinear continuous ...
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A Hybrid GA SQP Algorithm for Analog Circuits Sizing
... Sequential quadratic programming (SQP) [5,9] is one of the most popular and robust algorithms for nonlinear continuous ...a Quadratic Pro- gramming (QP) subproblem whose solution is used to form a ...
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Research on EPSQP Algorithm for Motion Planning of Humanoid Robot
... Parametric motion control method is adopted in this paper. However, this method aims at the instability and low convergence rate caused by complex dynamics, linear constraint and sensitivity to initial configuration ...
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Web-based Application Programming Interface to Solve Nonlinear Optimization Problems
... (Sequential Quadratic Program- ming) methods and with the motivation to avoid the difficulty in the penalty parameters and/or the Lagrange multipliers es- ...
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Comparative Study of Optimal Power Flow with Different Methods
... for Sequential Quadratic Programming, this method invented in the mid-seventies, SQP can be viewed as the Newton approach applied to the optimality conditions of the optimization ...a quadratic ...
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LOAD CURRENT CONTROL BASED ON LUENBERGER OBSERVER FOR THREE PHASE POWER CONVERTER SVPWM
... deterministic sequential quadratic programming (SQP) for numerical optimization, which combines the unique features of self-organized criticality (SOC), non-equilibrium dynamics and global search capability ...
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Vibration Suppression of a Cantilever Beam Using Multi-Mode Dynamic Vibration Absorbers
... on Sequential Quadratic Programming to find the optimum values of the design parameters, namely, the spring stiffness, damping factor and the position of the attached tuned mass damper in order to suppress ...
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Multiarea Environmental Dispatch with Emission Constraints using Hybrid Intelligence Algorithm
... and Sequential Quadratic Programming based optimization (GSA-SQP) algorithm to solve complex economic emission load dispatch (EELD) problems of thermal generators of power ...
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Decentralized Advanced Model Predictive Controller of Fluidized-Bed for Polymerization Process
... using Sequential Quadratic Programming (SQP) method to tackle the constrained high NLPs problem for modified mathematical model for gas phase olefin polymerization in fluidized-bed catalytic ...
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Stiffness-based Approach for Preliminary Design of Framed Tube Structures
... 3. 2. Intervening Variable There are some approaches to deal with the new optimization statement. It is recommended to solve a min-max problem for such cases [Formulation (16)]. There are many methods to solve a min-max ...
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On the Quadratic Transportation Problem
... We have developed a direct solution algorithm for solv- ing a QTP. The Absolute Quadratic Algorithm is based on various intrinsic characteristics of the QTP. It looks for cells and routes that will always be used ...
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On the 16-rank of class groups of quadratic number fields
... real quadratic elds, so at rst sight there seems to be no relation to studying imaginary quadratic ...real quadratic elds is much more dicult than studying class groups of imaginary quadratic ...
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L Quadratic Distribution
... In this paper, transmutation map approach suggested by Shaw and Buckley to define a new model which generalizes the UQ model is used. It is called the generalized distribution as the L-Quadratic Distribution, ...
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Continuity of quadratic matings
... the quadratic rational map which is Thurston equivalent to it unique? The existence problem of matings between quadratic hyperbolic polynomials was solved by Tan Lei in her ...finite quadratic ...
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On the Stability of Quadratic Double Centralizers and Quadratic Multipliers: A Fixed Point Approach
... called quadratic functional ...a quadratic mapping. A Hyers-Ulam stability problem for the quadratic functional equation was proved by Skof 5 for mappings f : X → Y, where X is a normed space and Y ...
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Incorporating within- and between-patch resource selection in identification of critical habitat for brood-rearing greater sage-grouse
... developed quadratic terms for vege- tation and topographic variables because sage-grouse have been shown to avoid the lowest and highest values associ- ated with some landscape features (Aldridge and Boyce 2007; ...
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Discrete quadratic splines
... periodic quadratic spline sx,h in D2,P,h satisfying the interpolatory condition.. In this section, we shall estimate the error function ex the spllne interpolant of Theorem 2.1.[r] ...
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On Linear Quadratic Approximations
... All the papers that have followed this methodological approach have also made use of the timeless perspective concept. We show that, in the case of a distorted steady state, the timeless perspective assumption is crucial ...
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The Rabinowitsch Mollin Williams Theorem Revisited
... Also, to see why we must specialize to quadratic irrationals of type 2.11, we have 2 √ 5, which is a quadratic irrational by Definition 2.1, but is not of type 2.11. Moreover, it corresponds to the ideal 1, ...
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