1.2 Insert Newer Ionic Channels and Mechanisms

Since the 1952 Hodgkin and Huxley description of the sodium and potassium channels in squid axons, many other voltage-sensitive channels and transport mechanisms have been described. Mike Hines has made a very useful tool, called "Inserter", for insertion and removal of the multitude of new channels and mechanisms which can be described by his Model Description Language. This should be very useful for comparing how new or modified channels or mechansims affect the membrance currents and action potential shapes seen with HH channels.

For our purposes here, we are providing a prepackaged simulation of a single compartment with a limited number of previously described and representative channels as choices for the experimenter. The channels and mechanisms are inserted inot or removed from the membrane by "clicking" on the button beside the named mechanism. A red checkmark shows beside the name when that mechanism is in the membrane. The channels available so far are

The Moore-Cox kinetic model for the sodium channel was manually fitted (by many, many iterations) to the HH sodium currents at several levels in a voltage clamp. The published version of the MC model turn s out to be spontaneously regenerative. A better fit has been made recently with the new fitter widget described in Chapter 9.. If one chooses "keep li nes" in the voltage trace panel, one can compare action potentials generated by the HH na channel and the MC na channel by toggle between them in the insert panel.

Several calcium ion flux mechanisms can be inserted also:
calcium channel,
intracellular calcium binding, diffusion and pumping, and
a sodium/calcium exchanger

The rate constants of these mechanisms have not yet been matched to experimental data. Experimentation with them is very useful in appreciating their roles and magnitudes. An area of 100 um2 was chosen for the "soma" so that the value of the current density mA/cm2 is identical to the total current in nA, the range of units you would expect to encounter in a simple spherical cell. Thus this single compartment has quite small dimensions: {diam=10 L=10/PI}.
This example needs more polishing but is RUN as it is. Please come back later for additional channels and text.