Rapid solving method for failure workspace of six-degree-of-freedom parallel robot

A work space and robot technology, applied in instruments, simulators, computer control, etc., can solve problems such as low computing efficiency, poor applicability, and difficulty, and achieve the effects of reducing measurement costs, improving control performance, and reducing the number of iterations

Inactive Publication Date: 2013-10-23
XIDIAN UNIV
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Problems solved by technology

Therefore, these algorithms have shortcomings such as poor applicability, low computational efficiency and low solution accuracy to varying degrees.
In fact, the six-dimensional motion of the SPM end effector is extremely complex, leading many scholars to believe that it is extremely difficult to establish a general analytical model of the working space
[0006] The workspace solution method for parallel robots proposed in the ab

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  • Rapid solving method for failure workspace of six-degree-of-freedom parallel robot
  • Rapid solving method for failure workspace of six-degree-of-freedom parallel robot
  • Rapid solving method for failure workspace of six-degree-of-freedom parallel robot

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[0039] The present invention will be described in further detail below with reference to the accompanying drawings.

[0040] refer to figure 1 , the invention assists in debugging using a six-degree-of-freedom parallel robot model and MATLAB software.

[0041] Such as figure 1 As shown, the global coordinate system is established with the center of the base platform and the center of the motion platform as the origin and the local coordinate system . respectively The center position of a Hooke hinge and a spherical hinge. use express exist The position vector in , express exist The position vector in .

[0042] vector is the position vector of the moving platform center p in the global coordinate system, Indicates the position and attitude of the moving platform, then the first i The vector of each outrigger in global coordinates is:

[0043] (1)

[0044] In the formula, R for p - xyz relatively O - ...

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Abstract

The invention relates to a rapid solving method for the failure workspace of a six-degree-of-freedom parallel robot. The conventional methods have the defects that 1) a geometric method is high in engineering implementation difficulty and low in computational efficiency; and 2) a certain feasible pose solution capable of making a support leg corresponding to the pose solution right as long as that of a failing support leg is difficult to give by a kinematic inverse solution-based rapid searching method. The rapid solving method comprises the following steps of determining a minimum length value of each linear electrical executor and an extended stroke value which can be realized by each linear electrical executor according to the product performance of the adopted linear electrical executors; randomly generating N groups of support leg length data according to the data by using a pseudo-random method; solving the position of a motion platform according to known parallel robot pose parameters by utilizing a steepest descent position forward kinematics algorithm; and finally obtaining N motion platform pose points to obtain a motion space scatter diagram when the leg of the parallel robot fails. According to the method, the support leg failure workspace of a six-degree-of-freedom redundant drive parallel robot is more rapidly and accurately determined.

Description

technical field [0001] The invention belongs to the technical field of parallel robots, and specifically relates to a fast method for determining the working space of a six-degree-of-freedom parallel robot based on a kinematics positive solution after a leg fails, which is used to guide or assist the performance analysis and support of a six-degree-of-freedom parallel robot Maintenance and debugging after a leg failure. Background technique [0002] Six-degree-of-freedom parallel robots are widely used in motion simulation, pose adjustment and CNC machining systems. The working space of a parallel robot is the working area that the robot manipulator can reach. It is an important indicator to measure the performance of the robot. The analytical solution of the working space of a six-degree-of-freedom parallel robot is a very complicated problem, and there is no perfect method so far. Only numerical solutions can be used to analyze the workspace of a six-degree-of-freedom par...

Claims

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Application Information

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IPC IPC(8): G05B19/406
Inventor 段学超仇原鹰保宏崔传贞杜敬利满曰刚
Owner XIDIAN UNIV
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