Multi-degree-of-freedom loading method based on parallel mechanism driving force closed loop
A driving force, degree of freedom technology, applied in the mechanical and hydraulic fields, can solve the problems of loss, analysis error, misleading scheme selection and structural design, etc., to achieve the effect of high stiffness and strong bearing capacity
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Embodiment 1
[0032] Step 1: By mapping the force and moment on the test piece in the working space of the six-degree-of-freedom parallel mechanism loading system to the hinge point space of the parallel mechanism, establish the relationship between the output force and moment of the six-degree-of-freedom parallel mechanism loading platform and the parallel mechanism The force balance equation between the output forces of the actuators converts the force and moment required to be loaded on the test piece into the driving force of each actuator of the parallel mechanism.
[0033] The force loading of the specimen can be divided into two types: static force loading and dynamic force loading. When the six-degree-of-freedom parallel mechanism is used to statically load the test piece, the inertial force of each moving part of the six-degree-of-freedom parallel mechanism has little effect on the output loading force. When establishing the force balance equation between the output force and momen...
Embodiment 2
[0036] Such as figure 1 As shown, the multi-degree-of-freedom loading system based on the closed-loop driving force of the parallel mechanism is taken as an example: the system mainly includes the lower platform, six actuators, six single-degree-of-freedom sensors, the upper platform interacting with the test piece, the tested pieces. The lower platform is fixed on the ground, the upper platform loads the load, and the upper platform and the base are connected by 6 parallel actuators. The six parallel actuators are respectively connected to the upper platform and the base through Hooke hinges. The distribution of the hinge points of the upper platform and the base has certain rules. The perpendicular bisector of the two adjacent hinge points of the upper platform or the base Both pass through the origin of the coordinate system, and the angle between the three vertical bisectors is 120°. The position distribution of the three vertical bisectors on the upper platform is obtain...
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