High-core-wall rock-fill dam deformation parameter inversion method
A technology of parameter inversion and rockfill dam, applied in image data processing, instrumentation, calculation, etc., can solve the problems of large instantaneous deformation parameters, uncalculated creep deformation, low inversion efficiency, etc., and achieve accurate inversion analysis Effect
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Embodiment 1
[0059] A method for inversion of deformation parameters of a high core rockfill dam, comprising the following steps:
[0060] S1: Combined with the geological profile and deformation monitoring layout of the core rockfill dam, establish a three-dimensional finite element model of the core rockfill dam, and arrange nodes at the corresponding positions in the finite element model according to the buried position of the settlement instrument;
[0061] S2: Carry out parameter sensitivity analysis, that is, select parameters sensitive to deformation from several mechanical parameters of materials to obtain parameters to be inverted;
[0062] S3: Use the uniform design method to design the parameter samples to be inverted;
[0063] S4: Input the parameter samples to be inverted obtained in step S3 into the three-dimensional finite element model established in step S1, perform finite element calculations, and obtain deformation value samples;
[0064] S5: Standardize the deformation...
Embodiment 2
[0071] A method for inversion of deformation parameters of a high core rockfill dam, comprising the following steps:
[0072] S1: Combined with the geological profile and deformation monitoring layout of the core rockfill dam, establish a three-dimensional finite element model of the core rockfill dam, and arrange nodes at the corresponding positions in the finite element model according to the buried position of the settlement instrument;
[0073] S9: Determine the inversion period according to the deformation characteristics of the core rockfill dam;
[0074] S2: Carry out parameter sensitivity analysis, that is, select parameters sensitive to deformation from several mechanical parameters of materials to obtain parameters to be inverted;
[0075] S3: Use the uniform design method to design the parameter samples to be inverted;
[0076] S4: Input the parameter samples to be inverted obtained in step S3 into the three-dimensional finite element model established in step S1, ...
Embodiment 3
[0083] This embodiment is a supplementary description of Embodiment 2.
[0084] The modified Shen Zhujiang model is used in the first inversion period.
[0085] Revise the Shen Zhujiang model, as shown in formula (1-1).
[0086] ε(t)=ε 0 +ε f (1-e -αt ) (1-1)
[0087] where ε 0 , ε f are the instantaneous deformation and final creep deformation, respectively, and the final creep deformation is decomposed into final volume creep and final shear creep, as shown in formula (1-2) and formula (1-3).
[0088]
[0089]
[0090] where σ 3d is the limit value of volume creep that decreases or increases as the stress level increases, and the test parameters of the creep model are α,b,c,d,m 1 ,m 2 ,m 3 , the total creep is assumed by Prandtl-Reuss, and the total strain rate tensor can be expressed as formula (1-4).
[0091]
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