Search Results - Gauss numerical integration algorithm

Method and Experimental Study of Voltage Measurement Based on Electric Field Integral With Gauss-Legendre Algorithm by Si, Diancheng, Wang, Jingang, Wei, Gang, Yan, Xiaojun

“… Aiming at the above problems, the method that solves transmission wire voltage through spatial electric field integration based on D-dot sensor is proposed…”
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A Novel Optimized Gauss Integral for Transmission Line Voltage Measurement by Zhang, Jiaming, Tan, Zejie, Xu, Zhenheng, Liu, Zhong, Tian, Bing, Wang, Zhiming, Lv, Qiancheng, Luo, Bofeng, Liu, Xinting, Hu, Jun

“… Therefore, this paper proposed a novel optimized Gauss integral for transmission line voltage measurement, which combines the Gauss integral method and genetic algorithm…”
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Estimation of Soil Characteristic Parameters for Electric Mountain Tractor Based on Gauss–Newton Iteration Method by Xi, Zhiqiang, Feng, Tian, Liu, Zhijun, Xu, Huaijun, Zheng, Jingyang, Xu, Liyou

“…–soil interaction plays a critical role in rugged terrain mobility. In this paper, an algorithm for the estimation of soil characteristic parameters based on the Simpson numerical integration method and Gauss…”
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The GLO method: An efficient algorithm for time-dependent reliability analysis based on outcrossing rate by Zhang, Xuan-Yi, Lu, Zhao-Hui, Zhao, Yan-Gang, Li, Chun-Qing

“…), where the cumulative failure probability is calculated based on the numerical integration of outcrossing rate…”
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Legendre–Gauss collocation methods for ordinary differential equations by Guo, Ben-yu, Wang, Zhong-qing

“…In this paper, we propose two efficient numerical integration processes for initial value problems of ordinary differential equations…”
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A numerical method of calculating first and second derivatives of dynamic response based on Gauss precise time step integration method by Liu, Qimao, Zhang, Jing, Yan, Liubin

“… An efficient algorithm to calculate the dynamic responses and their first and second derivatives is formulated based on Gauss precise time step integration method…”
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Numerical implementation of complex orthogonalization, parallel transport on Stiefel bundles, and analyticity by Avitabile, Daniele, Bridges, Thomas J.

“… For the numerical integration, Gauss–Legendre Runge–Kutta algorithms are the principal choice for preserving orthogonality, and performance results are shown for a range of GLRK methods. The theory and methods are tested by application to example boundary value problems including the Orr–Sommerfeld equation in hydrodynamic stability…”
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Geometric nonlinear modeling and active vibration suppression of a large flexible solar array by Li, Huadong, Luo, Haitao, Yang, Dong, Liu, Ziyang

“… Then, for the established nonlinear differential equations, Newmark-β method and Gauss–Legendre numerical integration algorithm…”
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Numerical integration-based algorithm for efficient actual navigation performance of airborne integrated navigation systems by Wang, Chonggeng, Zhong, Lunlong

“…Flight management system is one of the core technologies of avionics system for large civil aircraft. Among them, the integrated navigation system is the core…”
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Implementation of Gauss-Jackson Integration for Orbit Propagation by Berry, Matthew M., Healy, Liam M.

“…The Gauss-Jackson multi-step predictor-corrector method is widely used in numerical integration problems for astrodynamics and dynamical astronomy. The U.S…”
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Optimization algorithms on matrix manifolds by Absil, P.A, Absil, P.A, Mahony,R, Sepulchre,R

“… This book shows how to exploit the special structure of such problems to develop efficient numerical algorithms…”
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Calculation of ship motions in steep waves with restoring and Froude-Krylov forces on an adaptive panel mesh with Gauss and analytic integration methods by Wermbter, Malwin, Abdel-Maksoud, Moustafa

“… In this paper, the restoring and Froude-Krylov calculation is conducted with constant evaluation of panel pressures as well as Gauss quadrature and an analytical integration…”
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Application of 2.5-D Finite Difference Method in Logging-While-Drilling Electromagnetic Measurements for Complex Scenarios by Wu, Zhenguan, Fan, Yiren, Wang, Jiawei, Zhang, Runren, Liu, Qing Huo

“…). The efficiency of the IFT is further enhanced with a modified Gauss-Hermite (GHM) quadrature-based numerical integration scheme…”
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Adaptive event-triggered robust distributed filter for nonlinear systems with non-stationary heavy-tailed noise by Chen, Yu, Cai, Yuanli, Liu, Jiaqi, Deng, Yifan, Jiang, Haonan

“… Notably, to tackle the nonlinear integration challenge introduced by Student’s t-distribution weighting in the proposed algorithm, a new numerical integration method is proposed by combining cubature rule with Gauss…”
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Scavenging of aerosol particles by rain in a cloud resolving model by Berthet, S., Leriche, M., Pinty, J.-P., Cuesta, J., Pigeon, G.

“… Here the numerical integration is performed accurately with a Gauss quadrature algorithm…”
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Symmetric and asymmetric Gauss and Gauss–Lobatto quadrature rules for triangles and their applications to high-order finite element analyses by Liu, Cuiyun, Liu, Bo

“…Although symmetric Gauss quadrature rules have been studied extensively, the investigations of asymmetric Gauss quadrature rules and symmetric Gauss–Lobatto (GL…”
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Higher-order Newton-cotes and gauss-quadrature integration rules to solve carson and pollaczek integrals by Gutiérrez-Robles, J.A., Galván-Sánchez, V.A., Bañuelos-Cabral, E.S., Nuño-Ayón, J.J., Sotelo-Castañón, J., López de Alba, C.A.

“…•High-Order Numerical Integration for Carson and Pollaczek integrals up to order 33.•Sampling strategy of the variable parameters in Carson and Pollaczek integrals…”
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Quadrature Integration Techniques for Random Hyperbolic PDE Problems by Company, Rafael, Egorova, Vera N., Jódar, Lucas

“… Here, we analyse different numerical methods around the inverse Laplace transform and its evaluation by using several integration techniques, including midpoint quadrature rule, Gauss…”
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Gauss–Christoffel quadrature for inverse regression: applications to computer experiments by Glaws, Andrew, Constantine, Paul G.

“… We employ the well-known tools from numerical analysis—namely, multivariate numerical integration and orthogonal polynomials…”
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ON GAUSS—LOBATTO INTEGRATION ON THE TRIANGLE by XU, YUAN

“…A recent result in [B. T. Helenbrook, SIAM J. Numer. Anal., 47 (2009), pp. 1304–1318] on the nonexistence of Gauss…”
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