Determination method of optimal initial pose of flexible support series industrial robot
An industrial robot, flexible support technology, applied in manipulators, manufacturing tools, program-controlled manipulators, etc., can solve problems such as deterioration, affecting the stability of the flexible support, and the accuracy of the vibration end of the flexible support platform.
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[0061] Introduction to basic principles
[0062] (1) Instructions for solving kinematic position Jacobian matrix and position Hessian matrix
[0063] Using the D-H homogeneous coordinate change rule to obtain the mutual mapping matrix between the end coordinates and the base coordinates of industrial robots The position Jacobian matrix can be expressed as:
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[0065] The Hessian matrix H is to use the Jacobian matrix to re-align [θ 1 ,θ 2 ,θ 3 ] Derivation:
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[0067] (2) Newton-Euler method dynamic solution model
[0068] The iterative formula of the Newton-Euler dynamics recursive algorithm for a 6-DOF rotary joint robot can be summarized as follows:
[0069] Forward solution of boom motion parameters (i: 0→6):
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[0076] The driving torque of each joint (i: 6→1) for reverse solution of joint force:
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[0080] Then solve one step backward (i=0)...
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