Permanent magnet spherical motor point-to-point motion track planning method based on sine acceleration function and application thereof
A technology of sinusoidal acceleration and spherical motors, applied in general control systems, instruments, simulators, etc., can solve the problem of not considering the adverse effects of input signal control objects, and achieve the effect of reducing peak value and simple expression
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Embodiment 1
[0104] Embodiment 1: Similar spiral motion trajectory planning
[0105] Such as Figure 8a , select a total of 7 key points of the spiral curve A0-A6 on the spherical surface, the top of the rotor output shaft starts from the starting point A0, and then arrives at A1, A2, A3, A4, A5, A6, and its coordinates are shown in Table 4. Solving according to formula (4) obtains 3 Euler rotation angles between adjacent two points, then utilizes the present invention to propose the permanent magnet spherical motor trajectory planning method based on sinusoidal acceleration function, stipulates that the motion time between every adjacent point is 1 seconds, and then solve the function expression of the sinusoidal acceleration corresponding to the X, Y, and Z directions by formula (11), and finally get the function expression of the control torque according to formula (13). Since the movement of each circle of the helical motion is similar to a circle, the expression of the torque is slig...
Embodiment 2
[0108] Embodiment 2: Writing of the trajectory of the initial letter AHU of Anhui University
[0109] Such as Figure 9a , select 17 key points of the AHU letter on the spherical surface, start from the starting point B0, pass through B1-B16 in turn, and finally return to the starting point B0, and solve the three Euler rotations between two adjacent points according to formula (4) Angle, then use the present invention to propose the permanent magnet spherical motor trajectory planning method based on the sinusoidal acceleration function, stipulate that the motion time between each adjacent connection point is 1 second, then solve the sine corresponding to the X, Y, Z directions by formula (11) Acceleration function expression, and finally according to the formula (13) can get the function expression of the control torque. In the Adams software, the torque is expressed in the form of if function, and the simulation time is set to 17 seconds, and the step size is 850. After th...
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