主题演讲一:张拉整体工程:整合结构设计、控制和信号处理

R. Skelton
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摘要

众所周知,设计最终系统的各个组件的各种学科是不协调的,除非以特别的方式。本文对结构、控制和信号处理设计的形式化集成采取了一些步骤。为了整合结构和控制,我们采用了张拉整体结构范式。为了集成信号处理和控制,我们采用了称为信息架构的新工作,其中所有传感器和执行器的精度和位置与控制设计相协调,这都是由闭环性能要求决定的,包括硬件的成本限制。我们假设传感器或执行器的成本与仪器的精度成正比。设计约束是:i)所有传感器和执行器的成本必须小于指定的预算$,ii)控制能量必须满足指定的上界U, iii)闭环性能必须满足输出误差的指定协方差上界Y, iv)结构的可调参数与关节结构/控制设计协调以达到所需的性能界限Y。给定硬件预算$,性能预算U和Y,本文显示了在固定成本$和固定能源预算U下可以实现的性能(Y)。或者,对于固定性能和能源预算(Y, U),本文显示了实现该性能所需的最小硬件成本$。
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Keynote address I: Tensegrity engineering: Integrating the design of structure, control, and signal processing
It is well-known that the various disciplines that design the individual components of the final system are not coordinated, except in an ad hoc way. This paper takes some steps toward the formal integration of Structure, Control, and Signal Processing designs. To integrate structure and control we employ the tensegrity structural paradigm. To integrate signal processing and control we employ the new work called Information Architecture, where the precisions and locations of all sensors and actuators are coordinated with the control design, which are all dictated by the closed loop performance requirements, including a cost constraint on the hardware. We assume that sensor or actuator costs are proportional to the precision of the instrument. The design constraints are: i) the cost of all sensors and actuators must be less than a specified budget, $, ii) the control energy must satisfy a specified upper-bound, U, iii) the closed loop performance must satisfy a specified covariance upper-bound, Y, of the output error, iv) adjustable parameters of the structure are coordinated with the joint structure/control design to achieve the required performance bounds, Y. Given a hardware budget $, and performance budgets U and Y, the paper shows what performance (Y) is achievable for a fixed cost $ and a fixed energy budget U. Alternatively, for a fixed performance and energy budget (Y, U) the paper shows the minimum hardware costs $ required to achieve this performance.
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