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Multiplicative valve to control many cylinders

机译:倍增阀可控制多个气缸

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This paper presents a multiplicative valve design that allows mn hydraulic cylinders to be controlled by m+n actuators. For example, 100 cylinders could be controlled using a multiplicative valve block with 20 actuators. That can be thought of as having 20 valves controlling 100 ports. This is accomplished by using a row-column structure. Singular Value Decomposition (SVD) and Semi-Nonnegative Matrix Factorization (SNMF) have been shown to enable simultaneous control when using a row-column structure. However, the SVD and SNMF methods require the input to each system in the row-column structure to be a product of the row and column inputs. The multiplicative valve design presented in this paper can physically realize this row-column multiplication. It uses two actuators to vary each orifice area. We give an experimental result for a 2 × 2 grid of uni-directional valves that validates the multiplicative relationship. We extend the design to bi-directional valves for use with either the SNMF or SVD methods. A simulation demonstrates the use of the bi-directional valve to control 9 hydraulic cylinders in a 3 × 3 grid using the SNMF method.
机译:本文提出了一种乘法阀设计,该设计允许使用m + n个执行器控制mn个液压缸。例如,可以使用带有20个执行器的乘性阀组来控制100个气缸。可以认为它具有20个控制100个端口的阀。这是通过使用行列结构来完成的。奇异值分解(SVD)和半负矩阵分解(SNMF)已显示出在使用行列结构时可以同时进行控制。但是,SVD和SNMF方法要求行-列结构中每个系统的输入都是行和列输入的乘积。本文提出的乘法阀设计可以在物理上实现这种行列乘法。它使用两个执行器来改变每个孔口的面积。我们给出了一个2×2的单向阀网格的实验结果,该结果验证了乘法关系。我们将设计扩展到与SNMF或SVD方法一起使用的双向阀。仿真演示了使用SNMF方法使用双向阀控制3×3网格中的9个液压缸。

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