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A mathematical model of the fractional differential method for structural design dynamics simulation of lower limb force movement step structure based on Sanda movement


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Fig. 1

Motion analysis chart.
Motion analysis chart.

Fig. 2

Flow chart of modelling.
Flow chart of modelling.

Fig. 3

Part models of rehabilitative robot.
Part models of rehabilitative robot.

Fig. 4

Rehabilitative robot model in Pro/E.
Rehabilitative robot model in Pro/E.

Fig. 5

Adams model.
Adams model.

Fig. 6

Angle of omni-directional wheel vs. time under rotating state.
Angle of omni-directional wheel vs. time under rotating state.

Fig. 7

Trajectory and angular velocity of the robot under a rotating state.
Trajectory and angular velocity of the robot under a rotating state.

Fig. 8

Angle of omni-directional wheel vs. time under advancing state.
Angle of omni-directional wheel vs. time under advancing state.

Fig. 9

Trajectory and velocity of robot under an advancing state along z axis.
Trajectory and velocity of robot under an advancing state along z axis.

Modelling quantity statistics

Name Quantity Note
Components 42 1 main frame, 4 motor components, 4 main wheels, 32 hubs, 1 ground
Defining rigid bodies 43 1 main frame, 4 motor components, 4 main wheels, 32 auxiliary wheels, 1 ground, 1 rigid body by default
Constraint 37 36 rotating pairs, 1 locking pair
Contact force 32 Is the force between the auxiliary wheels (32) and the ground
Motion driver 4 Main wheels (4) rotation drive
Gravitational acceleration 1 y-direction acceleration
eISSN:
2444-8656
Język:
Angielski
Częstotliwość wydawania:
Volume Open
Dziedziny czasopisma:
Life Sciences, other, Mathematics, Applied Mathematics, General Mathematics, Physics