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Gating reaction mechanisms for NMDA receptor channels.NMDA受体通道的门控反应机制。
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2
Gating of acetylcholine receptor channels: brownian motion across a broad transition state.乙酰胆碱受体通道的门控:跨越宽广过渡态的布朗运动
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Single-channel behavior of heteromeric alpha1beta glycine receptors: an attempt to detect a conformational change before the channel opens.异源α1β甘氨酸受体的单通道行为:在通道开放前检测构象变化的尝试。
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Reaction mechanism determines NMDA receptor response to repetitive stimulation.反应机制决定了NMDA受体对重复刺激的反应。
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Use of the covariance matrix in directly fitting kinetic parameters: application to GABAA receptors.协方差矩阵在直接拟合动力学参数中的应用:应用于GABAA受体。
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6
Ethanol administration rapidly reverses alpha4 GABAA receptor subunit upregulation following steroid exposure.乙醇给药可迅速逆转类固醇暴露后α4 GABAA受体亚基的上调。
Neuropharmacology. 2004 Jul;47(1):9-16. doi: 10.1016/j.neuropharm.2004.03.010.
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Structural elements involved in activation of the gamma-aminobutyric acid type A (GABAA) receptor.参与γ-氨基丁酸A型(GABAA)受体激活的结构元件。
Biochem Soc Trans. 2004 Jun;32(Pt3):540-6. doi: 10.1042/BST0320540.
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Neuroactive steroids have multiple actions to potentiate GABAA receptors.神经活性甾体具有多种增强γ-氨基丁酸A型(GABAA)受体的作用。
J Physiol. 2004 Jul 1;558(Pt 1):59-74. doi: 10.1113/jphysiol.2004.066571. Epub 2004 May 14.
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Selective, orally active gamma-aminobutyric acidA alpha5 receptor inverse agonists as cognition enhancers.作为认知增强剂的选择性口服活性γ-氨基丁酸Aα5受体反向激动剂。
J Med Chem. 2004 Apr 22;47(9):2176-9. doi: 10.1021/jm031076j.
10
GABAA receptors: building the bridge between subunit mRNAs, their promoters, and cognate transcription factors.γ-氨基丁酸A型受体:构建亚基信使核糖核酸、其启动子与相关转录因子之间的桥梁。
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GABA(A)受体门控的模式与模型

Modes and models of GABA(A) receptor gating.

作者信息

Lema Gareth M C, Auerbach Anthony

机构信息

Center for Single Molecule Biophysics, Department of Physiology and Biophysics, State University of New York at Buffalo, 3435 Main Street, Buffalo, NY 14214, USA.

出版信息

J Physiol. 2006 Apr 1;572(Pt 1):183-200. doi: 10.1113/jphysiol.2005.099093. Epub 2006 Feb 2.

DOI:10.1113/jphysiol.2005.099093
PMID:16455693
原文链接:https://pmc.ncbi.nlm.nih.gov/articles/PMC1779655/
Abstract

Upon activation by agonist, the type A gamma-aminobutyric acid receptor (GABAR) 'gates', allowing chloride ions to permeate membranes and produce fast inhibition of neurons. There is no consensus kinetic model for the GABAR gating mechanism. We expressed human alpha(1)beta(1)gamma(2S) GABARs in HEK 293 cells and recorded single channel currents in the cell-attached configuration using various GABA concentrations (50-5000 microm). Closed and open events occurred individually and in clusters that had at least three different modes that were distinguishable by open probability (P(O)): High (P(O)= 0.73), Mid (P(O)= 0.50), and Low (P(O)= 0.21). We used a critical time to isolate shorter bursts of openings and to thus eliminate long-lived, desensitized events. Bursts from all three modes contained three closed and three open components. We employed maximum likelihood fitting, autocorrelation analysis and macroscopic current simulation to distinguish kinetic schemes. The 'core' gating scheme for most models contained two closed states that preceded an open state (C(1) C(2) O(1)). The two best-fitting models had a third closed state connected to C(1) and a second open state (O(2)) connected to C(2). The third open state, whose occupancy varied greatly between modes, could be connected either to O(2) or C(2). We estimated rate constants for two identical, independent GABA binding steps by globally fitting data across GABA concentrations ranging from 50 to 1000 microm. For the most highly ranked model the binding rate constants were: k(+)= 3 microm(-1) s(-1) and k(-)= 272 s(-1) (K(D)= 91 microm).

摘要

在被激动剂激活后,A型γ-氨基丁酸受体(GABAR)“开启闸门”,使氯离子能够透过细胞膜并对神经元产生快速抑制作用。目前对于GABAR的门控机制尚无统一的动力学模型。我们在HEK 293细胞中表达了人α(1)β(1)γ(2S) GABAR,并在细胞贴附模式下使用不同浓度的GABA(50 - 5000微摩尔)记录单通道电流。关闭和开放事件单独出现以及成簇出现,这些簇具有至少三种不同模式,可通过开放概率(P(O))区分:高(P(O)= 0.73)、中(P(O)= 0.50)和低(P(O)= 0.21)。我们使用一个关键时间来分离较短的开放爆发,从而消除长时程、脱敏事件。来自所有三种模式的爆发都包含三个关闭成分和三个开放成分。我们采用最大似然拟合、自相关分析和宏观电流模拟来区分动力学方案。大多数模型的“核心”门控方案包含在开放状态之前的两个关闭状态(C(1) C(2) O(1))。两个拟合最佳的模型有一个连接到C(1)的第三个关闭状态和一个连接到C(2)的第二个开放状态(O(2))。第三个开放状态,其占有率在不同模式之间变化很大,可以连接到O(2)或C(2)。我们通过对50至1000微摩尔范围内的GABA浓度数据进行全局拟合,估计了两个相同、独立的GABA结合步骤的速率常数。对于排名最高的模型,结合速率常数为:k(+)= 3微摩尔^(-1) 秒^(-1) 和k(-)= 272秒^(-1)(K(D)= 91微摩尔)。