Method for solving gradient beam with bidirectional gradient function and implementation algorithm
The invention discloses a method for solving a two-way gradient functional gradient beam and an implementation algorithm. The method comprises the following steps: S1, establishing a variable coefficient partial differential equation of an original problem; s2, introducing a dimensionless perturbati...
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Format | Patent |
Language | Chinese English |
Published |
19.03.2024
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Abstract | The invention discloses a method for solving a two-way gradient functional gradient beam and an implementation algorithm. The method comprises the following steps: S1, establishing a variable coefficient partial differential equation of an original problem; s2, introducing a dimensionless perturbation small parameter, and constructing an equation with the perturbation small parameter; the dimensionless perturbation small parameter is generally expressed as epsilon, and the epsilon is used for modifying an equation of an original problem to obtain a state equation with the epsilon; s3, expanding the state equation by using a perturbation method to obtain a series of constant coefficient partial differential equations; s4, solving each constant coefficient partial differential equation; and S5, according to the perturbation parameters, carrying out gradual correction to obtain a result. According to the method, the perturbation method is applied, small parameter perturbation is defined, a nonlinear problem is c |
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AbstractList | The invention discloses a method for solving a two-way gradient functional gradient beam and an implementation algorithm. The method comprises the following steps: S1, establishing a variable coefficient partial differential equation of an original problem; s2, introducing a dimensionless perturbation small parameter, and constructing an equation with the perturbation small parameter; the dimensionless perturbation small parameter is generally expressed as epsilon, and the epsilon is used for modifying an equation of an original problem to obtain a state equation with the epsilon; s3, expanding the state equation by using a perturbation method to obtain a series of constant coefficient partial differential equations; s4, solving each constant coefficient partial differential equation; and S5, according to the perturbation parameters, carrying out gradual correction to obtain a result. According to the method, the perturbation method is applied, small parameter perturbation is defined, a nonlinear problem is c |
Author | ZENG ZHAOWEI GUO QILEI YUE YUAN SUN PENG CHEN CHEN ZHU XIANFEI LI FENGMING ZHANG XIAORUI MA HANPENG |
Author_xml | – fullname: LI FENGMING – fullname: ZENG ZHAOWEI – fullname: YUE YUAN – fullname: CHEN CHEN – fullname: GUO QILEI – fullname: ZHANG XIAORUI – fullname: ZHU XIANFEI – fullname: MA HANPENG – fullname: SUN PENG |
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DocumentTitleAlternate | 一种求解双向梯度功能梯度梁的方法与实现算法 |
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Snippet | The invention discloses a method for solving a two-way gradient functional gradient beam and an implementation algorithm. The method comprises the following... |
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SubjectTerms | CALCULATING COMPUTING COUNTING ELECTRIC DIGITAL DATA PROCESSING PHYSICS |
Title | Method for solving gradient beam with bidirectional gradient function and implementation algorithm |
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