Landowne D, Scruggs V
J Membr Biol. 1981 Apr 15;59(2):79-89. doi: 10.1007/BF01875706.
The early transient current-voltage relationship was measured in internally perfused voltage clamped squid giant axons with various concentrations of sodium on the two sides of the membrane. In the absence of sodium on either side there is an outward transient current which is blocked by tetrodotoxin and varies with internal potassium concentration. The current increases linearly with voltage for positive potentials. Adding sodium ions internally increases the slope of the current-voltage relationship. Adding sodium ions externally also increases the slope between +10 and +80 mV. Adding sodium to both sides produces the sum of the two effects. The current-voltage relationships were fit by straight lines between +10 and +80 mV. Plotting the extrapolated intercepts with the current axis against the differences in sodium concentrations gave a straight line, Io = -P (Co-Ci)F. P, the Fickian permeability, is about 10(-4) cm/sec. Plotting the slopes in three dimensions against the two sodium concentrations gave a plane g = go + (aNao + bNai)F. a is about 10(-6) cm/mV-sec and b about 3 x 10(-6) cm/mV-sec. Thus the current-voltage relationship for the sodium current is well described by I = -P(Co-Ci)F+ (aco + bci)FV for positive potentials. This is the linear sum of Fick's Law and Ohm's Law. P/(a + b) = 25 +/- 1 mV (N = 6) and did not vary with the absolute magnitude of the currents. Within experimental error this is equal to kT/e or RT/F. Increasing temperature increased P, a and b proportionately. Adding external calcium, lithium, or Tris selectively decreased P and a without changing b. In the absence of sodium, altering internal and external potassium while observing the early transient currents suggests this channel is more asymmetric in its response to potassium than to sodium.
在膜两侧具有不同钠浓度的内部灌注电压钳制乌贼巨大轴突中测量早期瞬态电流-电压关系。在膜两侧均无钠的情况下,存在向外的瞬态电流,该电流被河豚毒素阻断,并随内部钾浓度而变化。对于正电位,电流随电压线性增加。内部添加钠离子会增加电流-电压关系的斜率。外部添加钠离子也会增加+10至+80 mV之间的斜率。两侧都添加钠会产生两种效应的总和。电流-电压关系在+10至+80 mV之间由直线拟合。将电流轴上的外推截距与钠浓度差异作图得到一条直线,Io = -P(Co-Ci)F。菲克渗透率P约为10(-4) cm/秒。将三维斜率与两种钠浓度作图得到一个平面g = go + (aNao + bNai)F。a约为10(-6) cm/mV-秒,b约为3×10(-6) cm/mV-秒。因此,对于正电位,钠电流的电流-电压关系可以很好地用I = -P(Co-Ci)F + (aco + bci)FV来描述。这是菲克定律和欧姆定律的线性总和。P/(a + b) = 25 +/- 1 mV(N = 6),且不随电流的绝对大小而变化。在实验误差范围内,这等于kT/e或RT/F。升高温度会使P、a和b成比例增加。添加外部钙、锂或Tris会选择性地降低P和a,而不改变b。在无钠的情况下,改变内部和外部钾浓度并观察早期瞬态电流表明,该通道对钾的反应比对钠的反应更不对称。