Explore the dynamics of neuronal firing with adjustable parameters. Visualize ion movement, membrane potential changes, and action potential phases.
Action potentials are the electrical signals that neurons use to transmit information. They are brief, rapid changes in the electrical potential across the cell membrane, caused by the flow of ions through specialized channels.
Resting State: The neuron membrane is polarized, with a negative charge inside (-70 mV) relative to outside.
Depolarization: When stimulated above threshold, sodium channels open, allowing Na+ ions to rush in, making the inside of the cell more positive.
Repolarization: Potassium channels open and sodium channels inactivate, allowing K+ ions to flow out, restoring negative charge inside.
Hyperpolarization: Potassium channels remain open briefly, causing the membrane potential to become even more negative than the resting potential.
Recovery: All ion channels return to their resting states, and ion pumps restore the original ion concentrations.
This simulation uses the Hodgkin-Huxley model, a mathematical model that describes how action potentials are initiated and propagated in neurons. The model represents the electrical characteristics of excitable membranes as electrical circuits with resistors and capacitors.
The key equation is:
Where:
Understanding action potentials is crucial for neuroscience and medicine. Many neurological disorders and medications affect ion channels and action potential generation:
Experiment with the simulator to see how changes in membrane properties and ion channel characteristics affect action potential generation and propagation.