Michelson E L, Spear J F, Moore E N
Anat Rec. 1981 Sep;201(1):55-65. doi: 10.1002/ar.1092010108.
A canine model of chronic myocardial infarction has been studied in which animals are susceptible to the initiation of sustained ventricular tachyarrhythmias using routine methods of programmed stimulation. The pacing-induced arrhythmias in this model are similar to those observed in man in their mode of initiation and termination, as well as in their response to both pacing and pharmacologic interventions. Indirect evidence has suggested a localized protected reentrant mechanism for these arrhythmias. The susceptibility to arrhythmia initiation in this model has been related to both electrophysiologic and histopathologic findings. Consistently, animals have demonstrated a marked heterogeneity of local properties of excitability and refractoriness at sites within areas of infarction. Correspondingly, animals have shown a marked inhomogeneity of histopathologic findings within areas of infarction, with close interspersing of normal and abnormal myocardium. Remarkably, even animals with small mottled infarctions, often less than 1 cm x 2 cm and electrocardiographically silent, were highly susceptible to the initiation of ventricular tachyarrhythmias, and especially fibrillation. Thus, initial provocative studies in this model have suggested its potential importance both in studying arrhythmia mechanisms and in evaluating the efficiency of potential antiarrhythmic interventions. In addition, this should be an ideal model in which to correlate pathophysiologic and morphologic alterations in the setting of chronic myocardial infarction.
已对一种慢性心肌梗死犬模型进行了研究,在该模型中,使用常规程控刺激方法,动物易于引发持续性室性心律失常。该模型中由起搏诱发的心律失常在起始和终止方式上,以及在对起搏和药物干预的反应方面,均与人中观察到的心律失常相似。间接证据表明这些心律失常存在局部保护折返机制。该模型中对心律失常起始的易感性与电生理和组织病理学发现均有关。一直以来,动物在梗死区域内的部位表现出兴奋性和不应期局部特性的显著异质性。相应地,动物在梗死区域内显示出组织病理学发现的显著不均匀性,正常心肌和异常心肌紧密交错。值得注意的是,即使是有小的斑点状梗死(通常小于1厘米×2厘米且心电图无异常表现)的动物,也极易引发室性心律失常,尤其是颤动。因此,该模型中的初步激发性研究表明其在研究心律失常机制以及评估潜在抗心律失常干预措施的有效性方面均具有潜在重要性。此外,这应该是一个将慢性心肌梗死情况下的病理生理和形态学改变相互关联的理想模型。