González Hortensia, Nagai Yoshihiko, Bub G, Glass Leon, Shrier Alvin
Laboratorio de Biofísica, Facultad de Ciencias, UNAM, México City, Mexico.
Biosystems. 2003 Sep;71(1-2):71-80. doi: 10.1016/s0303-2647(03)00111-4.
According to the classic model initially formulated by Mines, reentrant cardiac arrhythmias may be associated with waves circulating in a ring geometry. This study was designed to study the dynamics of reentry in a ring geometry of cardiac tissue culture. Reentrant calcium waves in rings of cultured embryonic chick cardiac myocytes were imaged using a macroscope to monitor the fluorescence of intracellular Calcium Green-1 dye. The rings displayed a variety of stable rhythms including pacemaker activity and spontaneous reentry. Waves originating from a localized pacemaker could lead to reentry as a consequence of unidirectional block. In addition, more complex patterns were observed due to the interactions between reentrant and pacemaker rhythms. These rhythms included instances in which pacemakers accelerated the reentrant rhythm, and instances in which the excitation was blocked in the vicinity of pacemakers. During reentrant activity an appropriately timed electrical stimulus could induce resetting of activity or cause complete annihilation of the propagating waves. This experimental preparation reveals many spontaneously occuring complex rhythms. These complex rhythms are hypothesized to reflect interactions between spontaneous pacemakers, wave propagation, refractory period, and overdrive suppression. This preparation may serve as a useful model system to further investigate complex dynamics arising during reentrant rhythms in cardiac tissue.
根据最初由迈因斯提出的经典模型,折返性心律失常可能与以环形几何结构循环的波有关。本研究旨在研究心脏组织培养环形结构中的折返动力学。使用宏观显微镜对培养的胚胎鸡心肌细胞环中的折返性钙波进行成像,以监测细胞内钙绿 -1 染料的荧光。这些环呈现出多种稳定节律,包括起搏器活动和自发折返。源自局部起搏器的波可能由于单向阻滞而导致折返。此外,由于折返节律与起搏器节律之间的相互作用,还观察到了更复杂的模式。这些节律包括起搏器加速折返节律的情况,以及兴奋在起搏器附近被阻滞的情况。在折返活动期间,适时的电刺激可诱导活动重置或导致传播波完全消失。这种实验准备揭示了许多自发出现的复杂节律。据推测,这些复杂节律反映了自发起搏器、波传播、不应期和超速抑制之间的相互作用。这种准备可作为一个有用的模型系统,以进一步研究心脏组织折返节律期间出现的复杂动力学。