2016
DOI: 10.1177/1369433216652411
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Shape and force control of prestressed cable-strut structures based on nonlinear force method

Abstract: Cable-strut structures are flexible structures which are very sensitive to their shape variation. Addition of actuators in selected members of cable-strut structures provides an efficient way to control the structural shape, thus enhances the structural performance. Although a large number of research studies have been performed to achieve shape control via linear force method, it has been proved that nonlinear force method is more accurate due to the existence of nonlinearity characters in cable-strut structu… Show more

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Cited by 24 publications
(17 citation statements)
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“…A method is formulated to obtain a suitable actuator layout in order to control the structure into the target shapes. This method is a combination of stochastic search and a nonlinear force method (NFM) (Yuan, et al, 2016) in a nested optimization scheme.…”
Section: Outlinementioning
confidence: 99%
See 2 more Smart Citations
“…A method is formulated to obtain a suitable actuator layout in order to control the structure into the target shapes. This method is a combination of stochastic search and a nonlinear force method (NFM) (Yuan, et al, 2016) in a nested optimization scheme.…”
Section: Outlinementioning
confidence: 99%
“…This idea made possible to formulate a computationally efficient routine based on the integrated force method (IFM) (Patnaik, et al, 2004) to obtain optimal actuator layouts for structures that adapt to loads through small shape changes (small deformation assumption). Yuan & Liang (Yuan, et al, 2016) presented a formulation called "nonlinear force method" (NFM) which was employed to obtain suitable actuation commands to control large shape changes. Computation of actuator commands was formulated as an iterative process which generally requires a low number of iterations to achieve convergence.…”
Section: Introductionmentioning
confidence: 99%
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“…where S f and S d are the force and displacement sensitivity matrices (Senatore et al, 2019). In this work, S f and S d are computed using a force method based on singular value decomposition of the equilibrium matrix (Pellegrino, 1993;Luo and Lu, 2006;Yuan et al, 2016). Once the force and displacement sensitivity matrices are known, φ −1 is formulated as a constrained minimization of the difference between the controlled ( d c , f c ) and optimal configuration d t , f t :…”
Section: Actuation Layout Optimizationmentioning
confidence: 99%
“…Shape and force control of a reticular adaptive structure has been successfully tested in Senatore et al (2018); however, geometric non-linearity was not accounted for. Formulations of geometrically non-linear shape and force control exist (Yuan et al, 2016), nonetheless experimental validation is still lacking.…”
Section: Introductionmentioning
confidence: 99%