

If you look at the graph of sodium current and line it up with the graph of the action potential, you will see that the dip in the sodium current coincides with the peak of the action potential. With two phases and a prominent inflection point (the "notch" in the current that coincides with the peak of the action potential)? The sodium conductance simply rises and then falls,īut the current rises, then falls, then rises and falls again. Why is the graph of the sodium current, INa so "curvy", The shape of the sodium and potassium currents (I Na There are several important features of sodium and potassiumĬurrents which are apparent from these conductance plots. May only be calculated in simulations like this one.) Now run the simulation again. With a current clamp or even with a voltage clamp in a real experiment. (Again, you could not make these observations of conductance
Action potential graph Patch#
K conductances (Patch gNa and Patch gK) asĪ function of time. Now observe the conductances changing during the action potential.īring up a third graph, plotting the Na and.In the next simulation) in contrast, the individual currentsįlowing during the complicated voltage change of the action potential cannotīe measured experimentally, but can only be calculated, as NEURON is doing The relatively simple stimulus of a voltage step, (a paradigm we will explore The voltage clamp measures currents in response to These action potential current patterns are not the same as those observed If you are familiar with voltage clamp experiments, you will note that You will see graphs ofĬurrents (patch INa and patch IK) that cause the rise and fall of the action To do this, press Membrane Current Plots to bring up a second Observe the currents underlying the action potential.Ek (the potassium equilibrium potential).On the graph of the membrane potential vs. You will see an action potential displayed Press Reset & Run to run the simulation.The Stimulus Control panel must open to deliver a stimulus.

The easiest thing to do in this case is to quit from the program and start it again.

Action potential graph full#
Like previous tutorials, this one is full of questions.answers to some of
