A theoretical study of the initiation, maintenance and termination of gastric slow wave re-entry

Peng Du;Niranchan Paskaranandavadivel;Greg O'Grady;Shou-Jiang Tang;Leo K. Cheng
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引用次数: 23

Abstract

Gastric slow wave dysrhythmias are associated with motility disorders. Periods of tachygastria associated with slow wave re-entry were recently recognized as one important dysrhythmia mechanism, but factors promoting and sustaining gastric re-entry are currently unknown. This study reports two experimental forms of gastric re-entry and presents a series of multi-scale models that define criteria for slow wave re-entry initiation, maintenance and termination. High-resolution electrical mapping was conducted in porcine and canine models and two spatiotemporal patterns of re-entrant activities were captured: single-loop rotor and double-loop figure-of-eight. Two separate multi-scale mathematical models were developed to reproduce the velocity and entrainment frequency of these experimental recordings. A single-pulse stimulus was used to invoke a rotor re-entry in the porcine model and a figure-of-eight re-entry in the canine model. In both cases, the simulated re-entrant activities were found to be perpetuated by tachygastria that was accompanied by a reduction in the propagation velocity in the re-entrant pathways. The simulated re-entrant activities were terminated by a single-pulse stimulus targeted at the tip of re-entrant wave, after which normal antegrade propagation was restored by the underlying intrinsic frequency gradient. Main findings: (i) the stability of re-entry is regulated by stimulus timing, intrinsic frequency gradient and conductivity; (ii) tachygastria due to re-entry increases the frequency gradient while showing decreased propagation velocity; (iii) re-entry may be effectively terminated by a targeted stimulus at the core, allowing the intrinsic slow wave conduction system to re-establish itself.

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胃慢波再入的起始、维持和终止的理论研究
胃慢波节律紊乱与运动障碍有关。与慢波再进入相关的胃速期最近被认为是一种重要的心律失常机制,但促进和维持胃再进入的因素目前尚不清楚。本研究报告了两种胃再进入的实验形式,并提出了一系列多尺度模型,定义了慢波再进入开始、维持和终止的标准。在猪和狗的模型中进行了高分辨率的电标测,并捕捉到了两种再入活动的时空模式:单环转子和双环八字形。开发了两个独立的多尺度数学模型来重现这些实验记录的速度和夹带频率。在猪模型中使用单脉冲刺激来调用转子重返,在犬模型中使用8字形重返。在这两种情况下,模拟的再入活动都被发现是由胃速引起的,伴随着再入途径中传播速度的降低。模拟的再入活动通过以再入波尖端为目标的单个脉冲刺激终止,之后通过潜在的固有频率梯度恢复正常的顺行传播。主要发现:(i)重返大气层的稳定性受刺激时间、固有频率梯度和电导率的调节;(ii)由于重返大气层引起的胃速增加了频率梯度,同时表现出传播速度降低;(iii)可以通过在核心处的有针对性的刺激有效地终止重返,从而允许固有的慢波传导系统重新建立自身。
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