A Study on the Adsorption of Gold(III) with Macroporous Crosslinked Polyacrylate MET Resins. III. Liquid Diffusion Process

Chang, Zheng; Qiu, Ling; Chen, Jing-Ren; Xue, Lin; He, Binhong

doi:10.1080/01496399508014152

Cited by 2 publications

(1 citation statement)

References 5 publications

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“…Deformation is one of the most intuitive and reliable measurements reflecting operation behavior and structural damage of dam under the influence of internal and external environments . It has great significance to establish an accurate deformation forecast model on the basis of dam prototype observation data, because the operation behavior can be determined and the long‐term safety operation of the dam can be ensured in this way …”

Section: Introductionmentioning

confidence: 99%

Modified hybrid forecast model considering chaotic residual errors for dam deformation

Wei

Yuan

et al. 2018

Struct Control Health Monit

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Summary Dam deformation is double effected by the internal and external environments, showing high nonlinear characteristics. Information mining of dam prototype observation data and effective components contained in the residual sequence is limited in conventional dam deformation forecast models. In order to fully explore the complex nonlinear relationship between dam deformation and environmental factors, modified hybrid forecast model considering chaotic residual errors is proposed on the combination of shuffled frog leapfrog algorithm and chaos theory in this study. Hybrid models are established on the basis of dam deformation prototype observation data, and modified hybrid forecast model is established by determining the optimal weight of each hybrid model with shuffled frog leapfrog algorithm. Considering the chaotic characteristics contained in the residual sequence of modified hybrid forecast model, residual sequence is analyzed and forecasted by chaos theory. By superimposing the residual forecast value with the forecast value of modified hybrid forecast model, modified hybrid forecast model considering chaotic residual errors is established. Example shows that, compared with conventional models, the proposed model is better in fitting precision and convergence speed, and forecast capability is significantly improved by considering the effective components contained in the residual sequence, which presents a new method of the deformation forecast for other hydraulic structures.

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Section: Introductionmentioning

confidence: 99%

Modified hybrid forecast model considering chaotic residual errors for dam deformation

Wei

Yuan

et al. 2018

Struct Control Health Monit

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Adsorptive and Membrane-Type Separations: A Bibliographical Update (1995)

Ray

1996

Adsorption Science & Technology

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This paper provides a bibliography of the 1995 journal literature for adsorptive and membrane-type separations. The references are taken from the 50 most important chemical engineering journals. This paper provides an update to the literature as provided in previous bibliographic papers (Ray 1990a, 1991, 1994, 1995, 1996). A bibliography of the chemical engineering journal literature from 1967–1988 has been published by the author (Ray 1990b), and can provide access to a wider range of topics. A complete bibliographic listing of the chemical engineering journal literature from 1989 to 1995 (with subsequent six-monthly updates) is available on a CD-ROM database and full details can be obtained from the author. The papers included have been divided into the following subject groups: theory; design data; adsorbents; PSA and cyclic systems, and applications; liquid-phase adsorption; ion exchange, chromatography, etc.; membranes; and membrane-type separations.

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A Study on the Adsorption of Gold(III) with Macroporous Crosslinked Polyacrylate MET Resins. III. Liquid Diffusion Process

Cited by 2 publications

References 5 publications

Modified hybrid forecast model considering chaotic residual errors for dam deformation

Modified hybrid forecast model considering chaotic residual errors for dam deformation

Adsorptive and Membrane-Type Separations: A Bibliographical Update (1995)

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