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首页> 外文期刊>IEEE Transactions on Medical Imaging >Walsh function current patterns and data synthesis for electrical impedance tomography
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Walsh function current patterns and data synthesis for electrical impedance tomography

机译:Walsh函数电流模式和数据合成,用于电阻抗层析成像

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摘要

A data collection method which uses Walsh functions as injection current patterns is presented. This method can satisfy two conditions: the optimality of current patterns in every iteration and the single-time data measurement condition. The use of Walsh functions simplifies the design of current sources since only two levels of current (+1 and -1) are required, whereas sinusoidal injection requires a digital-to-analog converter to produce many different values of currents. Compared to diagonal or neighboring type of pulses as injection current patterns, Walsh injection current patterns provide more information about the interior of the subject since Walsh function simulate low and high spatial frequency patterns. Therefore, Walsh function injection uses the simplicity of pulse type injection and yields the better distinguishability or SNR of sinusoidal injection,.
机译:提出了一种使用沃尔什函数作为注入电流模式的数据采集方法。该方法可以满足两个条件:每次迭代中电流模式的最优性和单次数据测量条件。 Walsh函数的使用简化了电流源的设计,因为仅需要两个级别的电流(+1和-1),而正弦波注入则需要数模转换器来产生许多不同的电流值。与对角线或相邻类型的脉冲作为注入电流模式相比,沃尔什注入电流模式可提供有关对象内部的更多信息,因为沃尔什函数可模拟低空间频率模式和高空间频率模式。因此,沃尔什函数注入使用了脉冲型注入的简单性,并产生了更好的正弦注入分辨度或SNR。

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