Use-Dependent Block: Local Anesthetics & Na⁺ Channels (2D)
Interactive 2D model of the modulated-receptor hypothesis: a local anesthetic binds voltage-gated Na+ channels far more readily in their open/inactivated states than at rest, so repeated firing progressively blocks conduction — tune drug concentration, stimulation frequency and channel recovery time and watch the action potential fail to propagate.
This simulator models the molecular reason a local anesthetic silences a firing nerve while sparing a quiet one. A 2D axon carries ten rings of voltage-gated Na⁺ channels, each drawn as its true cross-section — channels arranged around the circumference — cycling through resting, open and inactivated conformations as an action potential sweeps past. The anesthetic binds every channel with a state-dependent affinity — barely at rest, far more readily once a channel opens or inactivates — so the drug preferentially traps channels that have just fired. Raise the concentration, speed up the stimulation frequency, or switch to a slower-unbinding drug and watch blocked (purple) channels accumulate ring by ring until the action potential's amplitude drops below the propagation threshold and conduction fails outright — the real basis of use-dependent, frequency-selective nerve block used in regional anesthesia. A strip-chart panel below tracks the blocked-channel fraction and AP amplitude live so the use-dependent build-up is visible over time, not just per-spike.
Interactive 2D model of the modulated-receptor hypothesis: a local anesthetic binds voltage-gated Na+ channels far more readily in their open and inactivated states than at rest, so repeated firing progressively traps channels and blocks conduction. Ten axon rings are drawn as true cross-sections — 12 channels around each circumference, exactly as in the 3D model — with a live strip-chart tracking blocked-channel fraction and AP amplitude over time.
2D · HTML5 Canvas 2D · 60 FPS target · runs fully client-side, no install