We have a sighting of Venus’ Atmospheric Discontinuity in an IR (820-920 nm) observation of Venus taken by ALPO member Luigi Morrone captured on July 17th. As seen in his image below, the atmospheric rift appears as a “gouge” in the cloud deck.
![](data:image/png;base64,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)
This is a wonderful example of how amateur observers can continue to contribute to scientific investigation of our Solar System. As noted in an article in Sky & Telescope, “The quality and precision of the instrumentation available to amateur astronomers has improved markedly in recent years. They are now able to make really important contributions to the study of planetary bodies in our solar system that seriously complement what the professionals can do.”
We encourage all Venus section members to try to image the planet in IR to see if they can record the presence of this enigma in the planet’s atmosphere. All observations, whether including the discontinuity or not, should be sent to the section coordinator at venus@alpo-astronomy.org . Please follow the guidelines when submitting images.
Congratulations Luigi, job well done!
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The newly discovered Cloud Discontinuity phenomenon was observed during the last few weeks by amateur astronomers António Cidadão in Portugal, Luigi Morrone in Italy, and Clyde Foster in South Africa, who have been contributing their observations to the ALPO Venus Section from 2022 May 15 through 25. An example of their observations accompanies this alert. The presence of the curious cloud discontinuity has been captured in their images. It is expected that the next observations of this phenomenon will occur again starting 2022 May 30 and about every 5 days afterwards. It will be important to determine when it will dissipate, so imaging with IR wavelength filters are needed. It is critically important to observe every possible day in order to cover the global situation of the middle level Venusian clouds. Imaging in UV may be useful in confirming whether this wave dissipates before arriving at the cloud tops of the planet. Observations should be sent without delay to the ALPO Venus Section at
Venus@alpo-astronomy.org Important links with detailed background on the Venus Cloud Discontinuity are listed below for further information:
https://www.mdpi.com/2073-4433/13/2/348
https://agupubs.onlinelibrary.wiley.com/doi/10.1029/2020GL087221