2020
DOI: 10.3390/ma13112485
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Simulation of Shape Memory Alloy (SMA)-Bias Spring Actuation for Self-Shaping Architecture: Investigation of Parametric Sensitivity

Abstract: Parametric complexity of the thermomechanical shape memory alloy (SMA) model is one of the major barriers to advanced application of the SMA actuation in adaptive architecture. This article seeks to provide architectural practitioners with decision-making information about SMA actuator design parameters. Simulation-based global sensitivity analysis of an SMA-bias spring actuation model reveals that the SMA spring index (a spring’s outer diameter divided by its wire diameter) and stiffness of the bias spring ar… Show more

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Cited by 9 publications
(4 citation statements)
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“…For relatively large deflections of a helical spring, the relationship between the torsional strain ( γ ) and the longitudinal deflection ( δ 1 ) of the SMA spring is given (Yi, 2020) by equations (11) and (12), where C s = D d , L ( 0 ) is the unladen length of the spring and α i and α f are the initial and the final pitch angles of the spring respectively, and D and d are the diameter of the coils of the spring and the diameter of the wire of the spring, respectively. The unladen length L ( 0 ) of the SMA spring is given by equation (13).…”
Section: Conceptualization Of the Modelmentioning
confidence: 99%
See 1 more Smart Citation
“…For relatively large deflections of a helical spring, the relationship between the torsional strain ( γ ) and the longitudinal deflection ( δ 1 ) of the SMA spring is given (Yi, 2020) by equations (11) and (12), where C s = D d , L ( 0 ) is the unladen length of the spring and α i and α f are the initial and the final pitch angles of the spring respectively, and D and d are the diameter of the coils of the spring and the diameter of the wire of the spring, respectively. The unladen length L ( 0 ) of the SMA spring is given by equation (13).…”
Section: Conceptualization Of the Modelmentioning
confidence: 99%
“…The relationship between the torsional stress τ and the applied longitudinal force R 1 is given (Bhandari, 2010; Yi, 2020) by equation (15).…”
Section: Conceptualization Of the Modelmentioning
confidence: 99%
“…The linear spring stiffness factor k , also known as the stubbornness coefficient, is an important property that indicates the ability of the linear spring to resist deformation [ 1 , 2 , 3 ]. Being a kind of elastic object that stores energy, linear springs are widely used in many fields, such as furniture, architecture, machinery, and electronics [ 4 , 5 , 6 , 7 , 8 ]. Depending on the purpose for their usage, different types of linear springs should have different stiffness factors.…”
Section: Introductionmentioning
confidence: 99%
“…Although the structure of the SMA spring is simple, the performance of the SMA spring is complex due to its strong non-linear thermomechanical properties. 1518 Ma et al 19 analyzed a biased bidirectional SMA actuator composed of SMA spring and steel spring, and established the relationship of output displacement and force of SMA spring actuator with temperature, stress-strain, material parameters as well as dimensional parameters. Gédouin et al 20 present a theoretical method for the analytical study of SMA helical spring actuators, which can effectively predict the thermomechanical behavior of linear biased spring actuators.…”
Section: Introductionmentioning
confidence: 99%