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The time constants for cathodic make stimulation of electrical syncytia: an application to cardiac pacing

机译:阴极的时间常数刺激电合胞体:在心脏起搏中的应用

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In the framework of cardiac pacing, measured chronaxies are different for current and for voltage pulses. They increase with the distance between the pacing cathode and the myocardium, and with the size of the electrode. Mathematical formulae that relate the time constants (and the chronaxies) of the strength duration curves with the parameters of the system composed by the electrode, the volume conductor and the myocardium are used to explain the aforementioned experimental results and to discuss, from an engineering standpoint, some aspects related with thresholds for cardiac pacing, both for unipolar and bipolar pacing. These formulae are derived from a mathematical model of the electric stimulation of a syncytium framed in the bidomain theory. The time constants are given as increasing functions of a non dimensional number, equal to the quotient between a a certain characteristic length and myocardium''s space constant. In the case of pacing electrodes, the characteristic length is a function of the size and shape of a region of influence of the cathode on the excitable tissue located adjacent to the electrode
机译:在心脏起搏的框架中,电流和电压脉冲的测量时变是不同的。它们随着起搏阴极和心肌之间的距离以及电极的尺寸而增加。将强度持续时间曲线的时间常数(和时间轴)与电极,体积导体和心肌组成的系统参数相关联的数学公式可用于解释上述实验结果并从工程角度进行讨论,某些方面与单极和双极起搏的心脏起搏阈值有关。这些公式是从在双畴理论中构建的合体电刺激的数学模型得出的。时间常数作为无量纲数字的递增函数给出,等于某个特征长度与心肌空间常数之间的商。在起搏电极的情况下,特征长度是阴极对邻近电极的可激励组织的影响区域的大小和形状的函数

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