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A quantitative analysis of cell volume and resting potential determination and regulation in excitable cells

机译:兴奋细胞中细胞体积的定量分析和静息电位的测定与调节

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摘要

This paper quantifies recent experimental results through a general physical description of the mechanisms that might control two fundamental cellular parameters, resting potential (Em) and cell volume (Vc), thereby clarifying the complex relationships between them. Em was determined directly from a charge difference (CD) equation involving total intracellular ionic charge and membrane capacitance (Cm). This avoided the equilibrium condition dEm/dt = 0 required in determinations of Em by previous work based on the Goldman-Hodgkin-Katz equation and its derivatives and thus permitted precise calculation of Em even under non-equilibrium conditions. It could accurately model the influence upon Em of changes in Cm or Vc and of membrane transport processes such as the Na+–K+-ATPase and ion cotransport. Given a stable and adequate membrane Na+–K+-ATPase density (N), Vc and Em both converged to unique steady-state values even from sharply divergent initial intracellular ionic concentrations. For any constant set of transmembrane ion permeabilities, this set point of Vc was then determined by the intracellular membrane-impermeant solute content (Xi) and its mean charge valency (zX), while in contrast, the set point of Em was determined solely by zX. Independent changes in membrane Na+ (PNa) or K+ permeabilities (PK) or activation of cation–chloride cotransporters could perturb Vc and Em but subsequent reversal of such changes permitted full recovery of both Vc and Em to the original set points. Proportionate changes in PNa, PK and N, or changes in Cl permeability (PCl) instead conserved steady-state Vc and Em but altered their rates of relaxation following any discrete perturbation. PCl additionally determined the relative effect of cotransporter activity on Vc and Em, in agreement with recent experimental results. In contrast, changes in Xi produced by introduction of a finite permeability term to X (PX) that did not alter zX caused sustained changes in Vc that were independent of Em and that persisted when PX returned to zero. Where such fluxes also altered the effective zX they additionally altered the steady state Em. This offers a basis for the suggested roles of amino acid fluxes in long-term volume regulatory processes in a variety of excitable tissues.
机译:本文通过对可能控制两个基本细胞参数(静息电位(Em)和细胞体积(Vc))的机理的一般物理描述来量化最近的实验结果,从而阐明它们之间的复杂关系。 Em由包含细胞内总离子电荷和膜电容(Cm)的电荷差(CD)方程直接确定。这避免了以前的工作,根据高盛-霍奇金-卡兹方程及其导数确定Em时需要的平衡条件dEm / dt = 0,因此即使在非平衡条件下也可以精确计算Em。它可以准确地模拟Cm或Vc的变化以及Na + –K + -ATPase和离子共转运等膜转运过程对Em的影响。给定稳定且适当的膜Na + –K + -ATPase密度(N),即使从初始细胞内离子的剧烈分歧,Vc和Em都收敛到唯一的稳态值浓度。对于任何恒定的跨膜离子渗透率集合,然后通过细胞内膜不渗透溶质含量(X - i)及其平均电荷价( z X),相反, E m的设定点仅由 z X 确定。膜Na + P Na )或K + 渗透率( P > K )或激活阳离子-氯化物共转运蛋白可能会干扰 V c E m ,但随后对此类更改的撤消允许将 V c E m 全部恢复到原始集合点。 P Na P K N 成比例变化em>或Cl -磁导率的变化( P Cl )代替,而保持稳态的 V c E m ,但是在发生任何离散扰动后,它们的弛豫率改变了 P Cl 还确定了共转运蛋白活性对 V c E 的相对影响 m ,与最近的实验结果一致。相反,通过将有限磁导率项引入X - P <没有改变 z X 的sub> X )导致 V c 的持续变化与 E m 无关,并且在 P X 返回零时仍然存在。在这种通量还改变有效 z X 的地方,它们还改变了稳态 E m 。这为氨基酸通量在各种可兴奋组织中的长期体积调节过程中的建议作用提供了基础。

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