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一种测量误差理论及其对趋化作用期间空间和时间梯度感知的影响。

A theory of measurement error and its implications for spatial and temporal gradient sensing during chemotaxis.

作者信息

DeLisi C, Marchetti F, Del Grosso G

出版信息

Cell Biophys. 1982 Jun-Sep;4(2-3):211-29. doi: 10.1007/BF02918313.

Abstract

In order that cells respond to environmental cues, they must be able to measure ambient ligand concentration. Concentrations fluctuate, however, because of thermal noise, and one can readily show that estimates based on concentration values at a particular moment will be subject to substantial error. Cells are therefore expected to average their estimates over some limited time period. In this paper we assume that a cell uses fractional receptor occupancy as a measure of ambient ligand concentration and develop general expressions for the error a cell makes because the length of the averaging period is necessarily limited. Our analysis is general, relieving many of the assumptions underlying the seminal work of Berg and Purcell. The most important formal difference is our inclusion of occupancy-dependent dissociation--a phenomenon that has been well-documented for many systems. In addition, our formulation permits signal averaging to begin before chemical equilibrium has been established and it allows binding kinetics to be nonlinear (i.e., biomolecular rather than pseudo-first-order). The results are applied to spatial and temporal concentration gradients. In particular we estimate the minimum averaging times required for cells to detect such gradients under typical in vitro conditions. These estimates involve assigning numerical values to receptor ligand rate constants. If the rate constants are at their maximum possible values (limited only by center of mass diffusion), then either temporal or spatial gradients can be detected in minutes or less. If, however, as suggested by experiments, the rate constants are several orders of magnitude below their diffusion-limited values, then under typical constant gradient conditions the time required to detect a spatial gradient is prohibitively long, whereas temporal gradients can still be detected in reasonable lengths of time. This result was obtained for large cells such as lymphocytes, as well as for the smaller, bacterial cells. The ratio of averaging times for the two mechanisms--amounting to several orders of magnitude--is well beyond what could be reconciled by limitations of the calculation, and strongly suggests heavy reliance on temporal sensing mechanisms under typical in vitro conditions with constant spatial gradients.

摘要

为了使细胞能够对环境信号做出反应,它们必须能够测量周围配体的浓度。然而,由于热噪声,浓度会发生波动,并且很容易证明基于特定时刻浓度值的估计会存在很大误差。因此,预计细胞会在有限的时间段内对其估计值进行平均。在本文中,我们假设细胞使用受体占有率分数作为周围配体浓度的度量,并针对由于平均周期长度必然有限而导致细胞产生的误差推导出一般表达式。我们的分析具有普遍性,摒弃了伯格和珀塞尔开创性工作所基于的许多假设。最重要的形式差异在于我们纳入了占有率依赖性解离——这一现象在许多系统中都有充分记录。此外,我们的公式允许在化学平衡建立之前就开始信号平均,并且允许结合动力学是非线性的(即生物分子的而非准一级的)。结果被应用于空间和时间浓度梯度。特别是,我们估计了在典型体外条件下细胞检测此类梯度所需的最小平均时间。这些估计涉及为受体 - 配体速率常数赋予数值。如果速率常数处于其最大可能值(仅受质心扩散限制),那么无论是时间梯度还是空间梯度都可以在几分钟或更短时间内被检测到。然而,如果正如实验所表明的那样,速率常数比其扩散限制值低几个数量级,那么在典型的恒定梯度条件下,检测空间梯度所需的时间会长得令人望而却步,而时间梯度仍可在合理时长内被检测到。这个结果是针对诸如淋巴细胞这样的大细胞以及较小的细菌细胞得出的。两种机制的平均时间之比达到了几个数量级,远远超出了计算局限性所能解释的范围,并且强烈表明在具有恒定空间梯度的典型体外条件下,细胞严重依赖时间传感机制。

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