IB Physics HL B.2 Greenhouse Effect Question Bank
Practise IB Physics HL B.2 by quantifying radiative balance and analysing molecular infrared absorption, re-emission and feedback evidence.
- Syllabus
- First assessment 2025
- Course
- Physics HL
- Level
- HL
Practise IB Physics HL B.2 by quantifying radiative balance and analysing molecular infrared absorption, re-emission and feedback evidence.
The diagram shows a simple model of the energy balance in the Earth surface-atmosphere system. The intensities of the radiations are given.

What is the average intensity radiated by the atmosphere towards the surface?
100Wm−2
150Wm−2
240Wm−2
390Wm−2
B
The diagram shows a simplified energy-balance model for the Earth surface-atmosphere system.

The following data are given:
State what is meant by the solar constant.
The diagram shows a simplified energy-balance model for the Earth surface-atmosphere system.
The following data are given:
The intensity <<of solar radiation>> received by the Earth
Marking guidance:
Accept 'power per unit area' for
intensity.
Outline the physical mechanism by which some of the radiation emitted by the surface is absorbed by greenhouse gases in the atmosphere and re-radiated towards the surface.
<<Absorption by GHG molecules of>> radiation whose energy matches the energy difference between molecular levels
OR
<<Absorption of radiation that causes>> resonance of the GHG molecule
Followed by emission «from GHG molecules» in random/all directions
For MP2 do not accept towards the surface as that is in the stem of the
question.
Show that the average global intensity of radiation absorbed by the surface is about 240Wm−2.
Average incoming intensity =4S « =340 W m−2 »
Absorbed intensity =(1−0.30)×340 or 238 W m−2
The steps in the calculation must be
shown.
Determine the average intensity re-radiated by the atmosphere towards the surface. Assume that the emissivity of the surface is 0.90 .
Emitted intensity =≪5.67×10−8×0.90×2884=>351 W m−2
Intensity leaving Earth =238 W m−2
Re-radiated intensity =≪351−238=>113 W m−2
Marking guidance:
Ignore units as they are not required for the answer.
The steps in the calculation must be checked.
Accept outgoing intensity =240 W m−2 for MP2.
A planet has an albedo of 0.30 . A simplified energy balance for the planet is shown.

What is the intensity radiated by the surface of the planet?
70Wm−2
90Wm−2
100Wm−2
130Wm−2
D