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热疗过程中的多点温度控制:理论与模拟

Multipoint temperature control during hyperthermia treatments: theory and simulation.

作者信息

VanBaren P, Ebbini E S

机构信息

Department of Electrical Engineering and Computer Science, University of Michigan, Ann Arbor 48109, USA.

出版信息

IEEE Trans Biomed Eng. 1995 Aug;42(8):818-27. doi: 10.1109/10.398643.

Abstract

A real-time multipoint feedback temperature control system has been designed and implemented with an ultrasound phased-array applicator for hyperthermia. The control parameters are the total power available from the supply and the dwell times at a sequence of preselected heating patterns. Thermocouple measurements are assumed for temperature feedback. The spatial operator linking available heating patterns to temperature measurements is measured at the outset of the treatment and can be remeasured on line an adaptive implementation. A significant advantage of this approach is that the controller does not require a priori knowledge of either the placement of the thermocouples or the power distribution of the ultrasound heating patterns. Furthermore, the control loop uses a proportional integral (PI) gain in conjunction with a singular value decomposition (SVD) of the spatial transfer operator. This approach is advantageous for robust implementation and is shown to properly balance the power applied to the individual patterns. The controller also deals with saturation in the inputs without integrator windup and, therefore, without temperature overshoot. In this paper, we present the theoretical formulation and representative simulation results of the proposed controller. The control algorithm has been verified experimentally, both in vitro and in vivo. A subsequent paper describing these results and the practical implementation of the controller will follow.

摘要

已经设计并实现了一种用于热疗的实时多点反馈温度控制系统,该系统与超声相控阵换能器配合使用。控制参数为电源提供的总功率以及一系列预选加热模式下的驻留时间。假设采用热电偶测量进行温度反馈。将可用加热模式与温度测量联系起来的空间算子在治疗开始时进行测量,并且可以在自适应实现过程中在线重新测量。这种方法的一个显著优点是,控制器不需要事先了解热电偶的放置位置或超声加热模式的功率分布。此外,控制回路结合空间传递算子的奇异值分解(SVD)使用比例积分(PI)增益。这种方法有利于稳健实现,并能适当地平衡施加到各个模式的功率。该控制器还能处理输入中的饱和问题,不会出现积分饱和现象,因此也不会出现温度过冲。在本文中,我们给出了所提出控制器的理论公式和代表性仿真结果。该控制算法已在体外和体内实验中得到验证。后续将有一篇论文描述这些结果以及控制器的实际实现。

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