Methodological foundation
Polarised radiative transfer
What is polarisation of light?
Light is an electromagnetic wave. In ordinary sunlight or starlight, the electric field oscillates in many directions, so the light is effectively unpolarised. After scattering by molecules or cloud particles, or reflection by a surface such as an ocean, some directions become preferred and the light becomes partly polarised. The first figure above summarises this idea and shows the degree of polarisation, P: the fraction of polarised radiance relative to the total radiance.
Why is it useful?
Polarisation often carries information that brightness and colour alone do not. It is sensitive to wavelength, illumination and viewing geometry, and to the size, shape, and composition of particles and surfaces. Because the degree of polarisation is a relative quantity, it is also less sensitive to the absolute brightness of the incoming sunlight and to several instrumental effects.
What can it reveal?
The HARP2 image above shows this added value directly. The true colour panel shows the cloud field off the west coast of South America, while the polarisation panel reveals a bright cloudbow. Such a cloudbow is produced by nearly spherical liquid water droplets, so it tells us that these are liquid water clouds. The detailed signal can then be used to constrain droplet size and cloud microphysics. The same basic idea also works beyond Earth. A classic example is Venus: Hansen and Hovenier (1974) used polarisation measurements of Venus as a whole planet, at different phase angles, to show that the main Venus clouds are made of sulfuric-acid droplets.
Why simulate it?
To make full use of polarisation measurements, observations need to be linked back to physics. Polarised radiative-transfer simulations describe how light changes as it is scattered and absorbed in an atmosphere and reflected by the surface. They are needed to interpret satellite and telescope data, to design and test future instruments, and to explore how clouds, oceans, habitability, and possible biosignatures could appear in reflected light. MONKI was developed for this purpose, including for atmospheres with three-dimensional cloud structures.
Dutch scientific context
This work builds on a strong Dutch tradition in optics, light scattering, and polarimetry. Christiaan Huygens (1629-1695) formulated an early wave theory of light and used it to explain phenomena such as reflection, refraction, and double refraction. Professor Marcel Minnaert (1893-1970) connected optics, astronomy, and atmospheric phenomena. Professor Henk van de Hulst (1918-2000) made fundamental contributions to the theory of light scattering by small particles. Professor Joop Hovenier (1936-2024) developed much of the modern theory of polarised radiative transfer in planetary atmospheres.
More recently, Dr Johan de Haan and Dr Piet Stammes made important contributions to polarimetry and radiative transfer at KNMI. Dr Daphne Stam laid important foundations for the use of polarimetry in Earth observation, planetary science, and exoplanet science, and supervised my master’s thesis on exoplanet polarimetry. Dr Ping Wang supervised my PhD work at KNMI. Much of my own understanding of polarisation comes from Hovenier’s Transfer of Polarized Light in Planetary Atmospheres, together with the classic review by Hansen and Travis (1974).