[1] Sprites and halos in the mesosphere are produced electrostatically by lightning ground flashes whose polarity is positive, by a margin of at least 1000 to 1 in collected observations. The initiation of these events is controlled by the vertical charge moment change of the flash. Schumann resonance ELF methods have been used to measure the charge moments of millions of flashes worldwide. The bipolar distributions of these events show stronger positive than negative tails, consistent with the predominance of ''positive'' sprites, but the negative tail of supercritical events is still of the order of 10% of the total supercritical population, more than 1 order of magnitude larger than the observed fraction of ''negative'' sprites. This juxtaposition constitutes a paradox. The suggested resolution of the paradox is that the more impulsive population of supercritical negative flashes is producing dim halos that are not readily detected in conventional video imagery. Additional sensitive, high-resolution, and high-speed imager (<1 ms) studies of halos and their lightning parents are needed to verify this hypothesis.
[1] This study revisits the sprite polarity paradox, first manifest by observations that exceptional cloud-to-ground flashes with negative polarity generally did not produce detectable sprites. The paradox is here resolved by the Transient Luminous Event (TLE) known as the halo, which on account of its inferior brightness (0.3 MR versus 1.5 MR) and substantially shorter duration (1 ms versus 10-100 ms) in comparison with the sprite, is not readily detectable in ground-based video cameras with standard field duration (16.7-20 ms). Observations with improved temporal resolution (ISUAL (Imager of Sprites and Upper Atmospheric Lightnings) from space and PIPER (Photometric Imager of Precipitated Electron Radiation) observations from the ground) provide evidence that flashes with negative polarity dominate the global halo population, and that the halo numbers are more than sufficient to account for the previously missing TLEs. The evidence for lightning polarity-dependent TLEs (sprites, positive and halos, negative) is attributable to the well established but incompletely understood contrast in the behavior of negative and positive lightning flashes to ground.
<p>Performing radio astronomy observations from the Earth&#8217;s surface is plagued with interference issues. The Earth and its surrounding atmosphere, particularly our ionosphere, are massive sources of natural interference. There are also human sources of interference. There have been several studies attempting to solve the issues surrounding radio observations. One such solution is to find radio-quiet zones, such as the far side of the Moon. In his article "Farside explorer: unique science from a mission to the farside of the moon" David Mimoun states that the Moon is "the most radio-quiet environment in near-Earth space." [1] The far side of the Moon is insulated from Earth's various interference sources. This certainly makes it a great candidate for radio astronomy.&#160;[2][3]</p> <p>&#160;</p> <p>Due to the rotation and orbiting speed of the Moon, the same side of the Moon is always facing Earth. However, the building of a radio antenna array on the Moon and operating it would be costly. Therefore, tests must be prepared on Earth in advance. These tests are performed with the EuroMoonMars project. Using the Radio Jove receiver with dipole antennae, Solar and Jovian observations will be performed. These observations can be compared with data from other radio telescopes and arrays. This would allow radio astronomy to be tested both as a concept and as a prediction tool for solar weather. Even though the Earth is protected by our atmosphere, the Earth is affected by solar weather. [4] The near side of the Moon will be affected by solar weather and this could be predicted and diagnosed by radio instruments.&#160;</p> <p>&#160;</p> <p>During the COVID-19 pandemic and lockdown, observations have been carried out in Bray, Ireland and at The European Space Technology and Research Centre (ESTEC) and Leiden in the Netherlands. These locations are all at similar latitudes. Further observations are planned in Iceland. The EuroMoonMars is launching the CHILL-ICE campaign in 2021 and radio observations will be an integral research topic. Experiments will be carried out to determine the angular response and efficiency of the apparatus in a volcanic region.&#160;The rest of the EuroMoonMars CHILL-ICE team deserve thanks for their support of these experiments.</p> <p>&#160;</p> <p>The Earth-based apparatus contains a single dipole, the Radio Jove receiver and a laptop to receiver processed data. The experimental methods can be defined as follows:&#160;</p> <ol> <ol> <li>Prediction software can be used to predict Io storms from Jupiter and observations can be performed at these times. The aim is to capture Io events. Wav files can also be recorded from the Radio Jove and presented in a spectrogram.&#160;</li> <li>Observations can be performed for periods during the day. Ideally, during the period that the Sun is with the range of the antenna. The wav files can also be recorded to analyse events such as solar prominences.</li> <li>Observations can also be performed for 24-hour periods. Solar and Jovian events may be recorded in method three too. Wav files can also be recorded intermittently.</li> </ol> </ol> <p>&#160;</p> <p>&#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160;<img src="data:image/png;base64, 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