Fever Defervescence Calculator

See how fast a fever is dropping and when it may reach normal.

How it is calculated

Two readings in °C and the hours between them give a straight-line rate: total drop = start − now and rate = drop ÷ hours (°C per hour). If the current reading is above 37 °C and the rate is positive, the projected time to normal is (now − 37) ÷ rate hours. If the current reading is already 37 °C or below, the projection shows 0 h. If the temperature is flat or rising, the projection shows a dash because it never reaches 37 °C at that pace, and the rate and drop are negative or zero. Results are rounded to two decimals. Hours must be above zero and both temperatures must lie between 30 and 45 °C; anything outside that range, which includes Fahrenheit readings, gives no result. The target of 37 °C is fixed, and the projection assumes the same drop every hour.

Worked example

A child's temperature was 39.8 °C and three hours later it is 38.6 °C. Total drop: 39.8 − 38.6 = 1.20 °C. Rate: 1.20 ÷ 3 = 0.40 °C/h. Distance still to go: 38.6 − 37 = 1.6 °C. Projected time: 1.6 ÷ 0.40 = 4.00 h. The tool shows a decline rate of 0.40 °C/h, a time to normal of 4.00 h and a total drop of 1.20 °C.

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Common mistakes

  • Typing Fahrenheit readings such as 102 and 100. The tool expects °C and rejects anything above 45, so it shows no result; convert to °C first.
  • Entering the hours since the fever peaked rather than the hours between the two readings. The rate then describes the wrong interval.
  • Swapping the two readings. The first field is the earlier, usually higher, value. A later reading that is higher, say 38 then 39 over 3 hours, gives a rate of -0.33 °C/h and a dash for time to normal.
  • Treating the projected time as a forecast. It extends a straight line from two points, and real fevers often fall in steps or level off.
  • Mixing measurement sites, for example an ear reading first and an oral reading second. Part of the apparent drop is then the difference between methods.

About this calculator

Defervescence is the medical term for the decline phase of a fever, the period when body temperature falls back toward the normal 37 °C (98.6 °F) baseline after peaking. By taking two temperature readings a known amount of time apart, this calculator finds the rate of temperature decline in degrees per hour and linearly projects how much longer it should take to reach normal if the fever keeps falling at the same pace.

Parents, caregivers, and nursing staff track defervescence to judge whether a fever is responding as expected after an antipyretic like acetaminophen or ibuprofen, or whether it is following the typical resolution curve of a viral illness. A fever that plateaus or fails to trend downward despite treatment is one of the signals clinicians watch for when deciding whether further evaluation is warranted.

The projection here is a simple linear estimate from two data points, not a clinical prediction — actual fever curves are rarely perfectly linear, and this tool is for educational tracking only, not medical advice.

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