Schauf C L, Baumann G
Biophys J. 1981 Sep;35(3):707-14. doi: 10.1016/S0006-3495(81)84822-9.
Aggregation kinetics, in contrast to the Hodgkin-Huxley equations, predict that if an axon is subjected to a brief perturbing depolarization of large amplitude, the resulting perturbed current will cross over the response to a conventional maintained depolarization, and then remain smaller for the remainder of the depolarizing step. This has been experimentally tested using voltage-clamped Myxicola giant axons, compensated for series resistance and bathed in 10% Na+ sea water to minimize possible artifacts. Under such conditions perturbed and unperturbed currents are observed to cross over in a manner qualitatively consistent with the behavior predicted by an aggregation model. We suggest, therefore, that the aggregation concept may warrant further experimental and theoretical investigation.
与霍奇金-赫胥黎方程不同,聚合动力学预测,如果轴突受到大幅度的短暂扰动去极化,那么由此产生的扰动电流将超过对传统持续去极化的响应,然后在去极化步骤的剩余时间内保持较小。这已经通过对电压钳制的黏液虫巨型轴突进行实验测试,对串联电阻进行了补偿,并浸泡在10%的Na+海水中以尽量减少可能的假象。在这种条件下,观察到扰动电流和未扰动电流以一种与聚合模型预测行为定性一致的方式交叉。因此,我们认为聚合概念可能值得进一步的实验和理论研究。