These graphs allow detailed investigation of scattering in
the vicinity
of the following nominal conditions:
Fig. 1 Intensity as a function of radius Fig. 1 shows that the scattered intensity varies dramatically with small changes in radius. In addition to some relatively gradual changes, such as the peaks around 9.005 µm and 9.088 µm for parallel polarisation, there are very sharp "spikes". It is important to understand that these spikes are extremely narrow: for example the spike near 9.021 µm has a width of 3 x10-12 m - which is of atomic dimensions!
Fig. 2 Intensity as a function of wavelength Fig. 2 shows similar complicated behaviour with small variations in wavelength. Note that varying the wavelength automatically varies the refractive index used in the calculations.
Fig. 3 Intensity as a function of refractive index Fig. 3 shows the effect of varying the refractive index whilst
keeping
the other parameters fixed at their nominal values.
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| This "micro-structure" of scattering is not due to some
mathematical
quirk, but has been observed in experiments. No simple
explanation
has so far been offered!
Close examination of Figs 1 - 3 suggests that many of the sharp minima for parallel polarisation correspond to sharp maxima for perpendicular polarisation. Fig. 4 shows scattering of monochromatic red light from drops of radius 9 - 9.1 µm for scattering angles between 170° and 180°. Strong scattering occurs around 178° for parallel polarisation, with even stronger scattering due to sharp maxima near 180°. Some "strange" behaviour is also apparent, such as the vertical lines showing that the sharp maxima at 180° correspond with minimal scattering at between 170° and 179°.
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wavelengths |
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