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Supplemental material for "Neutrino propagation hinders fast pairwise flavor conversions" (arXiv eprint: 1911.09110)

Authors: Shashank Shalgar, Ian Padilla-Gay and Irene Tamborra


One dot configuration


Temporal evolution of the components of the density matrix integrated over the emission angle in the absence of advection for the one dot configuration. The neutrino flavor evolution in the one dot configuration is discussed in Sec. 4.2. This movie is complementary to Fig. 5 of our paper.

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Temporal evolution of the components of the density matrix integrated over the emission angle in the presence of advection for the one dot configuration. The neutrino flavor evolution in the one dot configuration is discussed in Sec. 4.2. This movie is complementary to Figs. 6 and 7 of our paper.

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Temporal evolution of the angular distributions of electron neutrinos and electron anti-neutrinos for different values of the advection velocity. The angular distributions are shown for the comoving point with the largest number density. This movie is complementary to Fig. 8 (top panel) of our paper.

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One stripe configuration


Temporal evolution of the components of the density matrix integrated over the emission angle in the absence of advection for the one stripe configuration. The neutrino flavor evolution in the one stripe configuration is discussed in Sec. 4.3. This movie is complementary to Fig. 9 of our paper.

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Temporal evolution of the components of the density matrix integrated over the emission angle in the presence of advection for the one stripe configuration. The neutrino flavor evolution in the one stripe configuration is discussed in Sec. 4.3. This movie is complementary to Figs. 10 and 11 of our paper.

Download the movie in Matroska(mkv) format
Download the movie in MPEG-4(mp4) format
Download the movie in WebM format

Temporal evolution of the angular distributions of electron neutrinos and electron anti-neutrinos for different values of the advection velocity. The angular distributions are shown for the comoving point with the largest number density. This movie is complementary to Fig. 8 (bottom panel) of our paper.

Download the movie in Matroska(mkv) format
Download the movie in MPEG-4(mp4) format
Download the movie in WebM format


Please cite the paper if you use any of these movies in your talks or in any other academic setting.
If you face technical difficulties in accessing the movies or if you wish to receive further information, feel free to contact Irene Tamborra (tamborra@nbi.ku.dk).