Výsledky vyhledávání - "sequential quadratic programming method"

Thrust allocation logic of dynamically positioned offshore vessel Autor Jeyasenthil, Ramamoorthy, Dasgupta, Jyotisman

“… This is formulated as a non-linear optimisation problem, where the objective is to minimise the use of control effort subject to the constraints, such as actuator rate and power constraints as well…”
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Greenhouse air temperature predictive control using the particle swarm optimisation algorithm Autor Coelho, J.P., de Moura Oliveira, P.B., Cunha, J. Boaventura

“…The particle swarm optimisation algorithm is proposed as a new method to design a model-based predictive greenhouse air temperature controller subject to restrictions…”
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Joint Detection Threshold Optimization and Multidimensional Resource Allocation Scheme for Multitarget Tracking in Radar Networks Based on Low Probability of Intercept Autor Shi, Chenguang, Zhang, Xinrui, Shi, Zhao, Zhou, Jianjiang, Yan, Junkun

“… of each radar node to minimize the total power consumption of the underlying system, subject to given target detection probability and tracking accuracy constraints and several system resource budgets…”
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Second-Derivative Sequential Quadratic Programming Methods for Nonlinear Optimization Autor Kungurtsev, Vyacheslav

“…Sequential Quadratic Programming (SQP) methods are a popular and successful class of methods for minimizing a generally nonlinear function subject to nonlinear con- straints…”
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Structural optimization based design of jacket type sub-structures for 10 MW offshore wind turbines Autor Natarajan, Anand, Stolpe, Mathias, Njomo Wandji, Wilfried

“… overall jacket dimensioning, is solved by a derivative free optimization method. The inner problem which consists of member sizing is solved using a robust and efficient Sequential Quadratic Programming method…”
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Optimizing the shape of top piston ring face using inverse method Autor Zhang, Zhinan, Liu, Jun, Tang, Yihu, Meng, Xianghui

“… The optimization of the shape was performed using the Sequential Quadratic Programming method. The minimizing of the friction parameter at the interface was considered…”
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Preform shape and operating condition optimization for the stretch blow molding process Autor Thibault, F., Malo, A., Lanctot, B., Diraddo, R.

“…) and the operating parameters subject to process and design constraints. For the preform shape optimization, the preform geometry is mathematically parameterized for simplified…”
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Primal-Dual Active-Set Methods for Large-Scale Optimization Autor Robinson, Daniel P.

“… The first method minimizes a sequence of primal-dual augmented Lagrangian functions subject to bounds on the primal variables and artificial bounds on the dual variables…”
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Sequential Quadratic Programming Methods Based on Approximating a Projected Hessian Matrix Autor Gurwitz, Chaya Bleich, Overton, Michael L.

“…The nonlinear programming problem, namely, minimizing a nonlinear function subject to a set of nonlinear equality and inequality constraints, is considered…”
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Optimal trajectory planning for industrial robots using harmony search algorithm Autor Chen, Youdong, Yan, Liang, Wei, Hongxing, Wang, Tianmiao

“… The objective function to be minimized is the trajectory execution time subject to kinematical and mechanical constraints…”
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Sequential quadratic programming-based fast path planning algorithm subject to no-fly zone constraints Autor Liu, Wei, Ma, Shunjian, Sun, Mingwei, Yi, Haidong, Wang, Zenghui, Chen, Zengqiang

“…Path planning plays an important role in aircraft guided systems. Multiple no-fly zones in the flight area make path planning a constrained nonlinear…”
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Sequential quadratic programming methods based on indefinite Hessian approximations Autor Goldsmith, Meredith Jo

“…We address the nonlinearly constrained optimization problem: to find a local minimizer for an objective function subject to nonlinear inequality constraints, where all functions are twice continuously differentiable…”
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Improved Sequential Quadratic Programming Approach for Optimal Distribution Generation Deployments via Stability and Sensitivity Analyses Autor AlHajri, M. F., AlRashidi, M. R., El-Hawary, M. E.

“… Sizing the distributed generation optimally is performed using a modified sequential quadratic programming method…”
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Optimization of thin-walled structures with geometric nonlinearity for maximum critical buckling load using optimality criteria Autor Khosravi, Peyman, Ganesan, Rajamohan, Sedaghati, Ramin

“… Results of the optimization with optimality criteria are compared with those found by the gradient-based sequential quadratic programming method…”
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A trust region SQP algorithm for mixed-integer nonlinear programming Autor Exler, Oliver, Schittkowski, Klaus

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A primal-dual interior point method for optimal zero-forcing beamformer design under per-antenna power constraints Autor Li, Bin, Dam, Hai Huyen, Cantoni, Antonio, Teo, Kok Lay

“… The minimum user rate is maximized subject to zero-forcing constraints and power constraint on each base station antenna array element…”
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The equilibrium state of a structure subject to frictional contact Autor Hilding, Daniel

“…A structure in frictional contact subject to static loads has not, in general, a unique static equilibrium state…”
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Aeroelastic optimization design for wing with maneuver load uncertainties Autor Yang, Chao, Xiao, ZhiPeng, Wan, ZhiQiang, Yan, De, Dai, YuTing

“…An aeroelastic optimization design methodology for air vehicle considering the uncertainties in maneuver load conditions is presented and applied to a…”
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SEQUENTIAL QUADRATIC PROGRAMMING METHODS BASED ON APPROXIMATING A PROJECTED HESSIAN MATRIX (UPDATING METHOD, QUASI-NEWTON, NONLINEAR CONSTRAINTS) Autor GURWITZ, CHAYA BLEICH

“…We consider the nonlinear programming problem, namely minimizing a nonlinear function subject to a set of nonlinear equality and inequality constaints…”
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Trust-Region Sequential Quadratic Programming for Stochastic Optimization with Random Models Autor Fang, Yuchen, Sen, Na, Mahoney, Michael W, Kolar, Mladen

“… We propose a Trust-Region Sequential Quadratic Programming method to find both first- and second-order stationary points…”
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