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Seepage solving method based on conditions of seepage boundaries and differential equation of motion

A technique of differential equations of motion and boundary conditions, applied in the field of seepage solution based on seepage boundaries and differential equations of motion conditions

Active Publication Date: 2017-11-17
HUBEI UNIV OF TECH
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  • Application Information

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Problems solved by technology

This method will be a big step forward for the current solution of seepage

Method used

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  • Seepage solving method based on conditions of seepage boundaries and differential equation of motion
  • Seepage solving method based on conditions of seepage boundaries and differential equation of motion
  • Seepage solving method based on conditions of seepage boundaries and differential equation of motion

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Embodiment Construction

[0032] The specific implementation of the seepage solution method based on the seepage boundary and motion differential equation conditions involved in the present invention will be described in detail below in conjunction with the accompanying drawings.

[0033] (1) On the basis of accurate measurement and research on the research object, establish the corresponding geometric feature description equation, such as figure 1 , the equations corresponding to AO, AB, BC and CO can be characterized as: y=kx+b (if it is in the form of a curve, it can be expressed by an equation such as a curve).

[0034] (2) On the basis of the research on the characteristics of the permeability distribution of the research object, the distribution equation of the permeability coefficient of the research object in the research area is established, and the corresponding permeability coefficient is K xx , K yy ;

[0035] (3) Based on the study of the boundary condition flow and head characteristics ...

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Abstract

The invention provides a seepage solving method based on conditions of seepage boundaries and a differential equation of motion. The method is characterized by comprising the following steps: step 1, accurately measuring macroscopic geometric features of a study object, and establishing a corresponding geometric feature description equation; step 2, studying seepage coefficient distribution features of the study object, and establishing seepage coefficient distribution equations of the study object in a study area; step 3, studying boundary condition flow and water head features of the study object, and establishing a corresponding boundary condition flow and water head expression equation; and step 4, selecting the water head expression equation to enable the same to meet the corresponding differential equation of motion and the flow and water head boundary condition equations, and carrying out solving for each corresponding constant coefficient. The provision of the method has a promoting action on seepage movement study and application of various built structures and natural bodies such as dams, slopes, subgrades, tunnels, roadways and culverts.

Description

technical field [0001] The invention belongs to the technical field related to seepage, civil engineering and geological engineering, etc., and specifically relates to a seepage solving method based on seepage boundaries and motion differential equation conditions. technical background [0002] The current seepage solution is often based on numerical calculation methods such as finite elements. The finite element method uses points instead of surfaces (note: for two-dimensional problems) or points for volumes (note: for three-dimensional problems)), so different sizes of Units, the calculation results are not the same; moreover, the numerical calculation adopts the linear method to solve the nonlinear problem, of course, the results of different convergence standards are not the same. However, for a confined water and diving research object with a fixed shape, its flow state should be determined, and there is currently a lack of methods for its seepage solution. Contents o...

Claims

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Application Information

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IPC IPC(8): G06F17/13
CPCG06F17/13
Inventor 卢应发刘德富王鹏
Owner HUBEI UNIV OF TECH
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