Math 2.0

Geophysics Definition

Radiative forcing

Builds on Climate model

Definition

Let NN be the net downward radiative flux at the top of the atmosphere, in W/m2\mathrm{W/m^2}. It is absorbed solar minus outgoing infrared radiation, averaged over the globe and over a year. Consider an imposed change of an external factor of the climate system. Examples are the concentration of a greenhouse gas, the amount of aerosols or the solar output. The radiative forcing ΔF\Delta F of the change is the resulting change of NN, with the global mean surface temperature held at its prior value.

Variants differ in what else is held fixed:

  1. the instantaneous forcing holds the whole state of the atmosphere fixed;
  2. the stratospheric-adjusted forcing lets the temperature of the stratosphere adjust to radiative equilibrium, and measures the flux at the tropopause;
  3. the effective radiative forcing lets the atmosphere and land adjust, as computed in a climate model, with the sea surface temperature held fixed.

Remarks

Example: a widely used fit for carbon dioxide at concentration cc, relative to a reference c0c_0, is ΔF=5.35ln⁡(c/c0) W/m2\Delta F = 5.35 \ln(c / c_0) \ \mathrm{W/m^2}. For a doubling, c/c0=2c / c_0 = 2, it gives ΔF=5.35ln⁡2≈3.7 W/m2\Delta F = 5.35 \ln 2 \approx 3.7 \ \mathrm{W/m^2}. The logarithm reflects the saturation of the strongest absorption bands of carbon dioxide.

Non-example: the extra infrared emission of a planet that has already warmed is not a forcing but part of the response, since the definition holds the surface temperature fixed.

A positive forcing makes N>0N > 0, so the climate system gains energy and warms until NN returns to 00.

Reading path

To understand this page from the ground up, read these 2 pages in order. The foundations come first.

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  1. Climate model concept
  2. Radiative forcing definition

Further reading

  1. Web https://en.wikipedia.org/wiki/Radiative_forcing
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DefinesRadiative forcing
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Changed3 November 2026

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