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葡萄糖通过离子和糖酵解机制调节胰岛中的[Ca2+]i振荡。

Glucose modulates [Ca2+]i oscillations in pancreatic islets via ionic and glycolytic mechanisms.

作者信息

Nunemaker Craig S, Bertram Richard, Sherman Arthur, Tsaneva-Atanasova Krasimira, Daniel Camille R, Satin Leslie S

机构信息

Department of Pharmacology and Toxicology, Virginia Commonwealth University, Richmond, VA, USA.

出版信息

Biophys J. 2006 Sep 15;91(6):2082-96. doi: 10.1529/biophysj.106.087296. Epub 2006 Jun 30.

Abstract

Pancreatic islets of Langerhans display complex intracellular calcium changes in response to glucose that include fast (seconds), slow ( approximately 5 min), and mixed fast/slow oscillations; the slow and mixed oscillations are likely responsible for the pulses of plasma insulin observed in vivo. To better understand the mechanisms underlying these diverse patterns, we systematically analyzed the effects of glucose on period, amplitude, and plateau fraction (the fraction of time spent in the active phase) of the various regimes of calcium oscillations. We found that in both fast and slow islets, increasing glucose had limited effects on amplitude and period, but increased plateau fraction. In some islets, however, glucose caused a major shift in the amplitude and period of oscillations, which we attribute to a conversion between ionic and glycolytic modes (i.e., regime change). Raising glucose increased the plateau fraction equally in fast, slow, and regime-changing islets. A mathematical model of the pancreatic islet consisting of an ionic subsystem interacting with a slower metabolic oscillatory subsystem can account for these complex islet calcium oscillations by modifying the relative contributions of oscillatory metabolism and oscillatory ionic mechanisms to electrical activity, with coupling occurring via K(ATP) channels.

摘要

胰岛朗格汉斯细胞会因葡萄糖刺激而出现复杂的细胞内钙变化,包括快速(数秒)、慢速(约5分钟)以及快速/慢速混合振荡;慢速和混合振荡可能是体内观察到的血浆胰岛素脉冲的原因。为了更好地理解这些不同模式背后的机制,我们系统分析了葡萄糖对钙振荡不同模式的周期、振幅和平台期分数(活跃期所占时间比例)的影响。我们发现,在快速振荡和慢速振荡的胰岛中,葡萄糖浓度升高对振幅和周期的影响有限,但会增加平台期分数。然而,在一些胰岛中,葡萄糖会导致振荡的振幅和周期发生重大变化,我们将其归因于离子模式和糖酵解模式之间的转换(即模式改变)。在快速振荡、慢速振荡和模式改变的胰岛中,提高葡萄糖浓度均会使平台期分数同等增加。一个由离子子系统与较慢的代谢振荡子系统相互作用构成的胰岛数学模型,可通过改变振荡代谢和振荡离子机制对电活动的相对贡献来解释这些复杂的胰岛钙振荡,耦合通过K(ATP)通道发生。

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