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Local Response and Local Excitation

For medical students2 min readUpdated 2026-10-10

Local excitation (or local response) is a specific tissue reaction to a subthreshold stimulus. It occurs strictly at the site of stimulation, fades rapidly, and cannot propagate independently, yet it prepares the membrane for a full-fledged action potential.

CauseTriggered by subthreshold stimuli
LocalizationRestricted to the immediate site of stimulation
SummationResponses can add up upon repeated stimulation
LawDoes not follow the physiological 'all-or-none' law

Characteristics of the Local Response

For local excitation to occur in a tissue, it must be stimulated by an insufficient intensity—namely, a subthreshold stimulus. The primary feature of this response lies in its name: it is strictly local.

The excitation appears exclusively at the point of stimulus application. Any attempt by this signal to spread to neighboring membrane regions fails because it decays very rapidly. Furthermore, the amplitude of the resulting response is not constant; it depends directly on the strength of the applied stimulus. Due to this direct dependency, the local response does not obey the classic all-or-none law.

A crucial property of local excitation is the ability to undergo summation. If subthreshold stimuli are applied repeatedly, their effects can accumulate. During this process, membrane excitability always increases in the area of the local response. If summation brings the excitation to a critical threshold, the local process develops into a full propagating action potential.

Features of Propagating Excitation

Unlike the local response, propagating excitation manifests as a full-fledged action potential (AP). Its generation requires threshold or suprathreshold stimuli, or it can result from the successful summation of a series of local excitations.

The action potential differs fundamentally in its physiological characteristics:

Brief Comparison

CharacteristicLocal ExcitationPropagating Excitation
CauseSubthreshold stimuliThreshold and suprathreshold stimuli
PropagationDecreases/fades in adjacent areasTravels long distances without loss of strength
SummationCapable of summationIncapable of summation
All-or-None LawDoes not obey (graded by stimulus strength)Strictly obeys

Mnemonic

Imagine a stone thrown into water. A local response is like ripples from a tiny pebble: visible only at the point of impact, quickly fading, and sized according to the pebble (does not obey all-or-none). An action potential is a tsunami: triggered only by a massive push (threshold), travels all the way to the shore without losing strength (without decrement), and cannot summate with another tsunami.

Frequently asked questions

What ionic mechanism underlies local excitation?

Local excitation (local response) is driven by the opening of a small number of voltage-gated sodium channels. Influx of sodium ions into the cytoplasm leads to localized membrane depolarization and a decrease in the resting membrane potential.

What is the critical firing level of depolarization?

The critical firing level (CFL) is the threshold membrane potential (excitation threshold) at which voltage-gated channels open and an action potential is triggered.

What is decremental propagation of excitation?

Decremental propagation means that the amplitude of the excitation (membrane potential change) progressively decreases to zero with distance from the stimulus site. This property is characteristic of local responses and electrotonic potentials.

Why are action potentials incapable of summation?

Action potentials cannot summate because they obey the all-or-none law: their amplitude is independent of stimulus strength, producing a maximal response or none at all. During the spike's depolarization phase, the membrane is in an absolute refractory period—further excitation is impossible and the threshold is infinitely high.

Why does local excitation not obey the all-or-none law?

Because its amplitude is graded: the stronger the applied subthreshold stimulus, the higher the amplitude of the local response.

Can a local response turn into an action potential?

Yes. Due to the property of summation, repeated local excitations can accumulate, reach the critical firing level, and trigger a propagating action potential.

Does the amplitude of an action potential decrease as it propagates?

No, propagating excitation is transmitted without decrement, meaning without any reduction in its initial magnitude along the entire pathway.

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