Baevsky Stress Index

Quantifying sympathetic stress from the RR histogram

What is the Stress Index?

The Baevsky Stress Index (SI), developed by Russian physiologist R.M. Baevsky, estimates the level of sympathetic nervous system activation by analyzing the shape of the RR interval histogram. Instead of looking at individual intervals or successive differences, SI asks: how concentrated is the distribution?

A narrow, peaked histogram means your heart is beating very regularly (sympathetic dominance, stress). A wide, flat histogram means lots of variability (parasympathetic activity, relaxation).

First: What is a Histogram?

A histogram groups your RR intervals into bins (ranges) and counts how many intervals fall into each bin. It shows the distribution of your heartbeat intervals.

RR Interval Histogram Count 0 5 10 15 20 RR Interval (ms) 725 775 825 875 925 975 1025 Mode (Mo) AMo = height of tallest bin
RR intervals grouped into 50 ms bins. The tallest bin is the Mode.

Bin Width Matters

The bin width determines how wide each range is. Common choices are 50 ms or 1/128 s (≈ 7.8 ms) (Baevsky's original). The choice affects how the histogram looks and the SI value.

Wide bins (100 ms) Fewer bins → less detail Narrow bins (25 ms) More bins → more detail Same data, different bin widths → different AMo values!
Wider bins smooth the histogram; narrower bins reveal more structure but change AMo.
Important: Because AMo depends on bin width, SI values are only comparable when the same bin width is used. Always report which bin width was used alongside your SI value.

The Three Ingredients

The Stress Index combines three properties of the histogram:

ParameterSymbolWhat it measures
Mode Mo The most frequent RR interval value (center of the tallest bin), in seconds
Amplitude of Mode AMo The percentage of intervals that fall in the modal bin (%)
Variation Range MxDMn Difference between the longest and shortest RR interval (max − min), in seconds
Mo AMo MxDMn (variation range)
The three histogram features that define the Stress Index

The Formula

SI = AMo / (2 × Mo × MxDMn)

Where AMo is in %, Mo in seconds, and MxDMn in seconds. The result is in units of 1/s² (though often reported without units).

Intuition

All three factors point the same way: a stressed, sympathetically-dominated heart produces a high SI.

Worked Example

Suppose we have 100 RR intervals with bin width = 50 ms:

Mo = 825 ms = 0.825 s
AMo = 35% (35 of 100 intervals fall in the 800–850 ms bin)
MxDMn = 950 − 710 = 240 ms = 0.240 s

SI = 35 / (2 × 0.825 × 0.240) = 35 / 0.396 ≈ 88.4

Check: This is a moderate stress level — the heart has some variability (240 ms range) but a fairly concentrated peak (35%).

Visual: Stressed vs Relaxed

Relaxed (Low SI) Wide spread, low peak AMo ↓   MxDMn ↑   → SI ↓ Stressed (High SI) Narrow spread, tall peak AMo ↑   MxDMn ↓   → SI ↑ SI ≈ 50 SI ≈ 500 0 150 500+ Stress Index scale
A relaxed state produces a wide, flat histogram (low SI); stress produces a narrow, peaked one (high SI)

Interpreting SI Values

SIInterpretation
< 50Low stress — parasympathetic dominance, relaxed state
50 – 150Normal range — balanced autonomic activity
150 – 500Elevated stress — moderate sympathetic activation
> 500High stress — strong sympathetic dominance
Context matters: SI values vary widely between individuals. Athletic, young adults at rest might have SI < 50, while the same person during a meeting might hit 200. Track your own baseline rather than comparing to others.

Key Points