2018
DOI: 10.3390/s18041029
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A Novel Model to Simulate Flexural Complements in Compliant Sensor Systems

Abstract: The main challenge in analyzing compliant sensor systems is how to calculate the large deformation of flexural complements. Our study proposes a new model that is called the spline pseudo-rigid-body model (spline PRBM). It combines dynamic spline and the pseudo-rigid-body model (PRBM) to simulate the flexural complements. The axial deformations of flexural complements are modeled by using dynamic spline. This makes it possible to consider the nonlinear compliance of the system using four control points. Three … Show more

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Cited by 2 publications
(2 citation statements)
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“…The motion of the power cable can be analyzed with the Euler-Bernoulli beam theory if the bending displacement of the power cable is small. In case of large bending displacement is expected, however, pseudo-rigid-body method, elliptic integral solution, domain decomposition method, chain algorithm or circle-arc method are used for mathematical modeling [33,34]. The properties of the power cables obtained in the previous test were used to create DEM (Discrete Element Model), composed of multiple links and springs, by dividing the entire power cables into n parts as shown in Figure 12.…”
Section: Consideration Of Viscoelasticitymentioning
confidence: 99%
“…The motion of the power cable can be analyzed with the Euler-Bernoulli beam theory if the bending displacement of the power cable is small. In case of large bending displacement is expected, however, pseudo-rigid-body method, elliptic integral solution, domain decomposition method, chain algorithm or circle-arc method are used for mathematical modeling [33,34]. The properties of the power cables obtained in the previous test were used to create DEM (Discrete Element Model), composed of multiple links and springs, by dividing the entire power cables into n parts as shown in Figure 12.…”
Section: Consideration Of Viscoelasticitymentioning
confidence: 99%
“…The 2R PRB model, 33 the 3R PRB model, 34 the 6-DOF PRB model, 35 the dynamic spline 36 and the second-order approximation PRB model 37 were all proposed for high calculation accuracy; however, these models cannot describe axial deformation under combined loads accurately. To overcome this problem, Tang et al 38 and Yu et al 39 proposed the spline PRB model and the prismatic-revolute-revolute PRB model, respectively, to simulate large deflections with combined end moment and force loads. However, the characteristic parameters for these PRB methods must be determined via a numerical optimization process and these parameters must be recomputed for each different load case.…”
Section: Introductionmentioning
confidence: 99%