A Flexible Concept for Designing Multiaxis Force/Torque Sensors Using Force Closure Theorem

Multiaxis force/torque sensors have many applications in the areas of robotics and automation. A building blocks concept to design multiaxis force/torque sensors is introduced to provide a flexible and low-cost solution to measure multidimensional force/torque signals using a modularized assembly of...

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Bibliographic Details
Published inIEEE transactions on instrumentation and measurement Vol. 62; no. 7; pp. 1951 - 1959
Main Authors Wang, Dangxiao, Guo, Jing, Sun, Chuangchuang, Xu, Mu, Zhang, Yuru
Format Journal Article
LanguageEnglish
Published IEEE 01.07.2013
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Summary:Multiaxis force/torque sensors have many applications in the areas of robotics and automation. A building blocks concept to design multiaxis force/torque sensors is introduced to provide a flexible and low-cost solution to measure multidimensional force/torque signals using a modularized assembly of several off-the-shelf 1-D force sensors. Based on the force closure theorem, we first identify the relationship between the required number of the 1-D force sensors and the dimensions of the measured force/torque signal. Furthermore, we formulate alternatives of the design solution for a multiaxis force/torque sensor, including the location and direction of each 1-D sensor. A virtual prototype of a six-axis force/torque is developed using this concept. Matrix-based force measuring models are derived to compute the six-axis force/torque signals from the output signals of seven 1-D force sensors. The matrix-based force measuring equations are validated using automatic dynamic analysis of mechanical systems. The output signals of the six-axis force/torque signal is consistent with the reference signals measured by an ATI Nano-17 force/torque sensor. One major advantage of this design concept is its flexibility; we can easily adapt the mechanical structure to design multidimensional force/torque sensors ranging from two degrees of freedom (2-DOFs) to 6-DOFs.
ISSN:0018-9456
1557-9662
DOI:10.1109/TIM.2013.2246907