2019
DOI: 10.1007/s10999-019-09444-2
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Semi-active control of ambulance stretcher system based on parallel mechanism with MR dampers and perturbation analysis

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Cited by 10 publications
(8 citation statements)
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“…The dynamic equation of the proposed multi-dimensional isolator could be yielded by the Lagrange approach with damping coefficient. 22 Through deducing, the dynamic equation of the proposed isolator is given bywhere X=[xp,yp,zp,θ]bold-italicT and M=diag(mp,mp,mp,Iy) are displacement and inertia matrices of the moving platform, respectively, mp is the mass of the moving platform, Iy is the moment inertia around y axis, K=Gdiag(k)bold-italicGbold-italicT is the stiffness matrix, k is spring stiffness, bold-italicCe=Gdiag(ce)bold-italicGbold-italicT is the damping matrix, G=bold-italicJT is the force Jacobian matrix, and …”
Section: Model Of the Vibration Isolatormentioning
confidence: 99%
See 1 more Smart Citation
“…The dynamic equation of the proposed multi-dimensional isolator could be yielded by the Lagrange approach with damping coefficient. 22 Through deducing, the dynamic equation of the proposed isolator is given bywhere X=[xp,yp,zp,θ]bold-italicT and M=diag(mp,mp,mp,Iy) are displacement and inertia matrices of the moving platform, respectively, mp is the mass of the moving platform, Iy is the moment inertia around y axis, K=Gdiag(k)bold-italicGbold-italicT is the stiffness matrix, k is spring stiffness, bold-italicCe=Gdiag(ce)bold-italicGbold-italicT is the damping matrix, G=bold-italicJT is the force Jacobian matrix, and …”
Section: Model Of the Vibration Isolatormentioning
confidence: 99%
“…Defined coupled excitations are in horizontal, longitudinal, vertical, and roll directions. The uncertain values in manufacturing and assembling process affect the Jacobian matrix of the isolator 22 ; furthermore, the mass of facilities is not always the same, and stiffness and damping coefficient do not obey linear rules strictly. Taking uncertain values into account, the actual mass, stiffness, and damping coefficient can be illustrated as follows, respectivelywhere ωm, ωk, and ωc are uncertain ratios of mass, stiffness, and damping coefficient, respectively, defining ωm=ωk=ωc=10% in the following simulation.…”
Section: Semi-active Robust Optimal Control Of the Isolatormentioning
confidence: 99%
“…For the parallel mechanism, the motivation of kinematic analysis is obtaining inverse Jacobian matrix. The inverse Jacobian matrix is illustrated as follows (Gao et al, 2019)where Di is given by…”
Section: Kinematics and Dynamics Of The Stretchermentioning
confidence: 99%
“…The isolator could weaken the vibrations in rolling, pitch, and vertical directions effectively. Gao et al (2019) improved a 4-PUU parallel mechanism as the vibration isolation device of the ambulance stretcher, by installing springs and MR dampers on active joints. The vibrations were significantly attenuated in horizontal, longitudinal, vertical, and pitch directions.…”
Section: Introductionmentioning
confidence: 99%
“…Chae et al designed a semiactive vibration reduction system for vehicle-mounted stretchers, which used MR dampers as the actuator and realized the vibration isolation control through sliding mode variable structure semiactive control. Gao et al [32] improved a 4-PUU parallel mechanism as a vehicle stretcher, took MR damper as the output force device, and adopted the LQR method combined with Hrovat algorithm to study the semiactive control and vibration isolation performance of the system. Wang et al [33] studied the ultralow-frequency vibration isolation in the process of neonatal transport through theory and experiment.…”
Section: Introductionmentioning
confidence: 99%