Recovery trajectories
An adjustable illustration of response size, settling speed and overlapping responses.
Reading the curves
The blue line is a fixed reference. The dashed green line responds to changes in response size, settling speed and the timing of a second disturbance. Compare one setting at a time. Axes remain fixed so that scale changes do not hide differences.
These curves are generated from a simple rise-and-decay equation, not fitted to biological data. Adding a second mathematical response illustrates overlap; it is not a rule for adding real-life demands. The diagram does not estimate health, recovery time or physiological reserve. A smaller response or faster return is not necessarily better in every biological context.
A reproducible illustration
The archived SVG and PNG show the default scenario. A download from the interactive explorer records the selected parameters, model version and source. Parameter values are unitless illustration settings, not physiological measurements or recommendations.
Custom scenarios are generated locally in your browser and are not deposited as individual archived editions. To identify a custom image, retain its parameter line alongside the figure citation. The archive preserves the default illustration, equation and source text, not a historical copy of the entire interactive website.
Figure specification
tap-recovery/1.0; t=0..100; onset=12; r(s)=s<=0?0:(a/100)*(1-exp(-s/2))*exp(-s/(5+(100-v)*0.22)); second response at 12+i if enabled; fixed axes; default a=55,v=55,i=38,second=false
Change a setting. Follow the curve.
Change one setting and watch the shape. Response size and settling speed describe different aspects of this illustration.
© The Allostasis Project. Reuse with attribution is permitted in editorial reporting, teaching and noncommercial presentations under the TAP permission. Advertising, product marketing, paid asset resale and adaptations require separate permission. Legal exceptions remain unaffected.
Educational illustration · no physiological units or personal score
How to read this illustration
The curve uses a simple rise-and-decay equation. The reference and axes stay fixed. Adding a second disturbance adds another mathematical response; this is an illustration of overlapping responses, not a rule for adding real-life demands. It does not estimate recovery time, physiological reserve or health. A smaller response or faster return is not necessarily better in every biological context.