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一种测定跨膜电压-浓度关系的快速方法。

A rapid method for determining voltage-concentration relations across membranes.

作者信息

Diamond J M

出版信息

J Physiol. 1966 Mar;183(1):83-100. doi: 10.1113/jphysiol.1966.sp007852.

Abstract
  1. A rapid method is described for obtaining curves relating the potential difference (p.d.) across a membrane to solute concentration gradients. The experiment consists of measuring the p.d. as a function of time while the concentration at the membrane is continuously increasing from 0 to C(o) (or decreasing from C(o) to 0) owing to diffusion through an unstirred layer.2. The voltage trace is then analysed with a piece of transparent paper, on which lines corresponding to solutions of the diffusion equation convert the time axis of the voltage trace into a concentration axis. Superposition of this paper on an experimental voltage trace permits one to read off the p.d. corresponding to any concentration between 0 and C(o).3. The relation between diffusion potentials and NaCl concentration, and between streaming potentials and concentrations of impermeant non-electrolytes, has been reconstructed by this procedure in rabbit gall-bladder. The method yields non-linear voltage-concentration curves in good agreement with those obtained by conventional methods, but requires much less time and experimental manipulation. The conditions that must exist for the method to be valid are discussed.4. The thicknesses of the unstirred layers in rabbit gall-bladder are measured, and are shown to have a negligible effect upon steady-state streaming potentials and NaCl diffusion potentials.5. The changes of permeability with osmolarity described in rabbit gall-bladder must be complete within a fraction of a second, in agreement with the interpretation that they represent swelling and shrinking of the cell membrane itself.
摘要
  1. 本文描述了一种快速方法,用于获取膜两侧电位差(p.d.)与溶质浓度梯度之间关系的曲线。实验包括测量电位差随时间的变化,在此期间,由于通过未搅拌层的扩散作用,膜处的浓度从0持续增加到C(o)(或从C(o)持续降低到0)。

  2. 然后用一张透明纸分析电压轨迹,在这张纸上,对应扩散方程解的线条将电压轨迹的时间轴转换为浓度轴。将这张纸叠加在实验电压轨迹上,就可以读出0到C(o)之间任意浓度对应的电位差。

  3. 通过该方法,已重建了兔胆囊中扩散电位与氯化钠浓度之间的关系,以及流动电位与非渗透性非电解质浓度之间的关系。该方法得到的非线性电压-浓度曲线与传统方法得到的曲线吻合良好,但所需时间和实验操作要少得多。文中还讨论了该方法有效的必要条件。

  4. 测量了兔胆囊中未搅拌层的厚度,结果表明其对稳态流动电位和氯化钠扩散电位的影响可忽略不计。

  5. 兔胆囊中描述的渗透率随渗透压的变化必须在不到一秒的时间内完成,这与它们代表细胞膜本身的肿胀和收缩的解释一致。

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1
Non-linear osmosis.非线性渗透
J Physiol. 1966 Mar;183(1):58-82. doi: 10.1113/jphysiol.1966.sp007851.

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