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Studying properties of neurotransmitter receptors by non-stationary noise analysis of spontaneous synaptic currents.

机译:通过自发性突触电流的非平稳噪声分析研究神经递质受体的特性。

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The properties of neurotransmitter receptor channels are important for determining synaptic transmission in the nervous system. The presence of quantal variability complicates the use of conventional non-stationary noise analysis for determining the unitary conductance and number of channels involved in synaptic currents. Peak-scaled non-stationary noise analysis has been used to compensate for quantal variability, but there is evidence that the resulting variance versus mean relationships can be transformed from parabolic to skewed. We have used computer modelling based on experimentally derived kinetic schemes to investigate such relationships and demonstrate that their shape is a consequence of the temporal structure of the fluctuations during synaptic responses. Covariance analysis showed that peak-scaling generates a skewed relationship when the covariance function decays rapidly (compared to the average response waveform), corresponding to a low correlation between fluctuations at the peak and inneighbouring regions of the decay phase. A parabolic relationship is obtained when the covariance function decays more slowly, corresponding to a higher correlation. Irrespective of a skewed or parabolic relationship, we demonstrate that the unitary current can be reliably estimated, with a coefficient of variation (CV) as low as 0.05 and bias as low as +/-2% under ideal conditions. While the shape of the variance versus mean curve after peak-scaled non-stationary noise analysis is ultimately a consequence of the kinetic properties of the channels, inadequate alignment of individual waveforms can transform the relationship from parabolic to skewed, and low-pass filtering can transform the relationship from skewed to parabolic. These findings have important implications for analysis of experimental data.
机译:神经递质受体通道的性质对于确定神经系统中的突触传递很重要。数量可变性的存在使常规的非平稳噪声分析用于确定突触电流中涉及的单位电导和通道数量变得更加复杂。峰标度的非平稳噪声分析已用于补偿数量变异性,但是有证据表明,所得的方差与均值关系可以从抛物线转换为偏斜。我们已经使用基于实验得出的动力学方案的计算机模型来研究这种关系,并证明它们的形状是突触反应过程中波动的时间结构的结果。协方差分析表明,当协方差函数快速衰减时(与平均响应波形相比),峰比例缩放会产生偏斜关系,这与衰减阶段的峰值和相邻区域的波动之间的低相关性相对应。当协方差函数衰减得更慢(对应于更高的相关性)时,将获得抛物线关系。无论偏斜或抛物线关系如何,我们都证明可以可靠地估算出单一电流,在理想条件下,其变异系数(CV)可以低至0.05,偏置可以低至+/- 2%。虽然峰规模的非平稳噪声分析之后的方差与均值曲线的形状最终是通道动力学特性的结果,但单个波形的不充分对齐可能将关系从抛物线转换为偏斜,并且低通滤波会将关系从偏斜转换为抛物线。这些发现对分析实验数据具有重要意义。

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