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Verification of sinusoidal steady state system identification of a Phantom Omni haptic device using data driven modeling

机译:使用数据驱动建模验证Phantom Omni触觉设备的正弦稳态系统标识

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Haptic feedback has two important sources of dynamics: the machine being controlled and the haptic device itself. This paper concentrates on the means of identifying the dynamics of a Phantom Omni haptic feedback device. Two models are compared: a dynamic model with parameters using results from sinusoidal steady state analysis and a data driven model that uses pseudo-random binary sequences (PRBS) for identification. The overall form of the frequency and phase response is well-defined for the dynamics model but for the data driven model a spectral estimate from PRBS response data is used to determine the model order. The results in this paper show that a dynamic equation based minimal model produces accuracy as good as the data driven model. While the data driven model has more fitting accuracy the increase in accuracy is not useful for modelling the physical response as the differences occur at high frequencies where the Phantom arm is not sensitive anyway. The dynamic model is particularly useful as it gives a physical basis for the observed output and the sinusoidal steady state behaviour is useful for exposing non-linearities. Future work includes development and verification an arm inertia model that allows system parameters to be identified from response data at arbitrary arm angles.
机译:触觉反馈具有两个重要的动力学来源:被控制的机器和触觉设备本身。本文重点介绍了识别Phantom Omni触觉反馈设备动力学的方法。比较了两个模型:具有使用正弦稳态分析结果的参数的动态模型,以及使用伪随机二进制序列(PRBS)进行识别的数据驱动模型。对于动力学模型,频率和相位响应的整体形式是明确定义的,但对于数据驱动的模型,则使用PRBS响应数据的频谱估计来确定模型阶数。本文的结果表明,基于动态方程的最小模型产生的精度与数据驱动模型相同。尽管数据驱动的模型具有更高的拟合精度,但是精度的提高对于建模物理响应没有用,因为这种差异发生在幻影手臂始终不敏感的高频区域。动态模型特别有用,因为它为观察到的输出提供了物理基础,而正弦稳态行为对于暴露非线性很有用。未来的工作包括开发和验证手臂惯性模型,该模型可以从任意手臂角度的响应数据中识别系统参数。

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