Action Potentials and Conduction
Core flashcards on voltage-gated channel kinetics, the action potential curve, refractory periods and conduction velocity.
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Questions Covered in This Set
11 cards to master
What two gates does a voltage-gated Na⁺ (Naᵥ) channel have, and how do they behave?
A fast activation gate (m) that opens on depolarisation in ~0.1–0.5 ms, and a slower inactivation gate (h) that closes on depolarisation in ~1 ms. In series, they make the channel self-terminating.
Why is the action potential 'all-or-none'?
Naᵥ opening is regenerative positive feedback; once threshold (~−55 mV) is crossed the spike proceeds, and its amplitude is set by the ion gradients, not stimulus strength. Information is coded in frequency, not amplitude.
Define threshold in current terms.
The voltage (~−55 mV) at which inward Na⁺ current just exceeds outward K⁺/leak current, triggering the regenerative loop.
Why does the peak only reach ~+30 mV rather than E_Na (+60 mV)?
Naᵥ inactivation and slow Kᵥ-mediated K⁺ efflux are already occurring, so V_m never fully approaches E_Na.
What causes afterhyperpolarisation (the undershoot)?
Kᵥ channels close sluggishly, so g_K remains above resting level and V_m drifts toward E_K (−90 mV) before settling back.
Does the Na⁺/K⁺-ATPase repolarise the cell?
No. One action potential moves only ~10⁻¹² mol/cm² of ion — negligible. The pump maintains gradients long-term; repolarisation is done by K⁺ efflux through Kᵥ channels.
Absolute vs relative refractory period
Absolute: Naᵥ h-gates are inactivated, no stimulus of any strength can fire a spike. Relative: during afterhyperpolarisation some h-gates have reset but g_K is high and V_m is further from threshold, so a stronger-than-normal stimulus is needed.
Give two functional consequences of refractoriness.
(1) Action potentials cannot summate or tetanise (vital for cardiac filling); (2) propagation is unidirectional because the membrane behind the spike is inactivated. It also caps firing at ~500–1000 Hz.
What is the length constant (λ) and what determines it?
λ = √(r_m/r_i): the distance passive current spreads before decaying. It increases with membrane resistance (r_m) and decreases with axoplasmic resistance (r_i).
What is the time constant (τ) and how do λ and τ affect conduction velocity?
τ = r_m·c_m, the time for a patch to charge. Conduction velocity rises with a larger λ and falls with a longer τ.
How does propagation actually occur along an axon?
By local circuit currents: the depolarised patch acts as a current source, positive charge flows longitudinally through axoplasm to the adjacent resting patch, bringing it to threshold.