Spatial and temporal aspects of ACh-induced [Ca2+]i oscillations in porcine tracheal smooth muscle

Spatial and temporal aspects of ACh-induced [Ca2+]i oscillations in porcine tracheal smooth muscle
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DOI:
10.1054/ceca.1999.0106
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发表时间:
2000-03-01
期刊:
影响因子:
4
通讯作者:
Sieck, GC
Sieck, GC
中科院分区:
生物学2区
文献类型:
--
作者:
Prakash, YS;Pabelick, CM;Sieck, GC

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本研究探讨了乙酰胆碱(ACh)诱导的猪气管平滑肌(TSM)细胞内局部钙离子浓度([Ca 2 +](i))升高与整体细胞反应的关系。使用实时共聚焦显微镜在加载fluo-3的TSM细胞中测量[Ca 2 +](i)的区域(类似于1.5 μ m(3))和全局(全细胞)变化。区域响应表现为传播[Ca 2 +](i)振荡,而全球响应反映了这些区域响应的时空整合。在一个区域内,[Ca 2 +](i)振荡是“双相”的初始较高的频率,其次是较慢的稳态振荡。随着ACh浓度的增加,区域[Ca 2 +](i)振荡的峰值(相对于0 nM的最大值)保持相对恒定,而频率和传播速度都增加。相反,区域振荡反应的整体时空整合表现为峰值和平均细胞[Ca 2 +](i)的浓度依赖性增加。ACh诱导的[Ca ~(2+)](i)振荡的意义在于通过调节振荡频率和传播速度来建立较慢的Ca ~(2+)依赖性生理过程的平均[Ca ~(2+)](i)水平。(C)2000年哈考特出版社有限公司
This study evaluated the relationship between regional elevation in intracellular calcium concentration ([Ca2+](i)) induced by acetylcholine (ACh) and the global cellular responses in porcine tracheal smooth muscle (TSM) cells. Regional (similar to 1.5 mu m(3)) and global (whole cell) changes in [Ca2+](i) were measured in fluo-3 loaded TSM cells using real-time confocal microscopy. Regional responses appeared as propagating [Ca2+](i) oscillations whereas global responses reflected the spatiotemporal integration of these regional responses. Within a region, [Ca2+](i) oscillations were 'biphasic' with initial higher frequencies, followed by slower steady-state oscillations. With increasing ACh concentration, the peak (maximum value relative to 0 nM) of regional [Ca2+](i) oscillations remained relatively constant, whereas both frequency and propagation velocity increased. In contrast, the global spatiotemporal integration of the regional oscillatory responses appeared as a concentration-dependent increase in peak as well as mean cellular [Ca2+](i). We conclude that the significance of ACh-induced [Ca2+](i) oscillations lies in the establishment of mean [Ca2+](i) level for slower Ca2+-dependent physiological processes via modulation of oscillation frequency and propagation velocity. (C) 2000 Harcourt Publishers Ltd.