Excitability and threshold¶
This experiment teaches the core electrophysiology idea of excitability: a neuron can switch abruptly from silent to spiking when input drive crosses a threshold-like boundary.
In Spikeling, you will reproduce this using a current-clamp style workflow:
- control input drive (DC injection, steps, stimulus strength)
- observe Vm and spikes
- quantify the transition point and how it depends on neuron mode, noise, and stimulus waveform
If you need background first, see: Concepts → Threshold and excitability.
Learning goals¶
By the end of this experiment, students should be able to:
- define excitability in terms of input–output transformation
- locate an approximate threshold for spiking under current clamp
- explain why threshold can be state dependent (history and adaptation)
- predict how noise alters threshold and spike probability
- compare excitability across different neuron modes
What you need¶
- Spikeling hardware (or Emulator mode)
- Spikeling GUI
- Optional: second unit for synaptic threshold comparisons
Recommended signals to display:
- Vm
- Total input current (Itot / Input Current, if available)
- Stimulus (if using stimulus protocols)
Practical notes¶
- Start with small currents/stimulus strengths.
- Keep noise off for the first pass (you will add it later).
Part A — Threshold with direct DC injection (fastest demonstration)¶
Concept: in current clamp, the simplest protocol is “hold a constant injected current and observe Vm”.
Steps (hardware)¶
- Set the current injection potentiometer to the centre detent (0 current).
- Confirm Vm shows a stable baseline.
- Turn the potentiometer slowly right (depolarising) until spikes begin.
- Turn slightly back left until spiking stops.
- Repeat once to confirm reproducibility.
Steps (emulator)¶
- Start emulator and open Neuron Parameters.
- Increase Patch clamp injected current slowly until spikes begin.
- Reduce slightly until spiking stops.
- Repeat once.
Record / report¶
- the approximate injection level where spikes first appear (“threshold injection”)
- Vm baseline and Vm just below threshold
- whether the transition is sharp or gradual
Teaching tip
Ask students to predict before turning the knob: “What should Vm do as I increase depolarising current? When do spikes appear?”
Part B — Threshold with a step protocol (more measurable)¶
Concept: threshold depends on timing; a step stimulus gives you a clean “before/after” window.
Setup¶
- Use the GUI Steps stimulus routed to Current.
- Choose a simple baseline → step → baseline waveform.
Steps¶
- Ensure injected DC is near 0 (or at a fixed small bias).
- Start with a low step strength (no spikes).
- Increase step strength in small increments until spikes occur during the step.
- Run each amplitude 2–3 times.
Record / measure¶
- minimal step amplitude that evokes spikes
- spike latency (time from step onset to first spike)
- spike count during the step
Expected observations¶
- below threshold: Vm depolarises but no spikes
- at threshold: occasional spikes (often variable)
- above threshold: reliable spiking
Part C — Threshold is not always a fixed number (state dependence)¶
In many neuron models (and biological neurons), the effective threshold depends on the neuron’s state and recent history.
Demonstration 1: adaptation changes threshold-like behaviour¶
- Drive the neuron into sustained spiking for a few seconds.
- Return to a near-threshold condition.
- Repeat the same step stimulus as in Part B.
Observation: the neuron may require a larger step (or spikes may become less reliable) after recent spiking.
Demonstration 2: bias current shifts threshold¶
- Set a small constant depolarising bias.
- Re-run the step series.
Observation: threshold step amplitude decreases as baseline Vm is closer to spiking.
Part D — Noise makes threshold probabilistic¶
Concept: near threshold, noise can trigger spikes even when the mean input is below the deterministic threshold.
Steps¶
- Set injected current so the neuron is just below threshold (no spikes).
- Increase Noise gradually.
- Observe when intermittent spikes appear.
- Increase noise further to see spike probability/rate rise.
Measure (simple)¶
- spike rate vs noise level
- time to first spike after noise is increased (optional)
Interpretation¶
- threshold becomes a probability boundary, not a single line
- spikes appear via fluctuation-driven threshold crossings
Part E — Compare excitability across neuron modes¶
Concept: neuron modes differ in intrinsic dynamics; the same input can produce different outputs.
Steps¶
- Choose two or three modes (e.g., regular spiking-like, fast spiking-like, bursting-like).
- For each mode:
- find threshold with DC injection (Part A), or
- find minimal step amplitude that evokes spiking (Part B)
- Compare:
- threshold injection/step
- firing rate above threshold
- adaptation strength
Report¶
A simple table works well:
| Mode | Threshold (DC or step) | Firing rate above threshold | Adaptation (qualitative) |
|---|---|---|---|
| Mode A | |||
| Mode B | |||
| Mode C |
Discussion prompts (useful for lab reports)¶
- Why might “threshold” depend on recent spiking?
- How does adding noise change the meaning of threshold?
- What does it mean for a neuron to be “more excitable”?
- If two modes have the same threshold, can their firing patterns still differ?
Extensions (optional)¶
- Strength–duration curve: vary step duration as well as amplitude.
- Spike-triggered averages: align Vm or current around spikes.
- Synaptic threshold: use an excitatory synapse input as the drive and ask how much presynaptic spiking is needed to recruit postsynaptic spikes.
What to read next¶
- Pattern diversity: Adaptation and firing patterns
- Synaptic drive: Synapses and inputs
- Two-unit coupling: Network with two units
- Data pipeline: Recording and export