A New Mathematical Justification for the Hypothesis of the Longevity of Jupiter’s Great Red Spot

As is known, the Great Red Spot (GRS) one of most mysterious sights in solar system and a strong storm that quite large. According to laws hydrodynamics gas dynamics, it should have disappeared several centuries ago, but scientists still observe cannot accurately explain this phenomenon. Since turbulence atmospheric waves GRS region absorb energy its winds, vortex loses by radiating heat. In work, proved with mathematical non-classical approach anticyclones will live for long time; otherwise, we had first all prove threads (loops) ovals could not exist. Based on these supports, methods their existence forever observing large (GRS); moreover, they are sources When proofs obtained, results consistent previous hypotheses researcher. The introduction work gives comparison various hypotheses; example, them states decrease size only an illusory observation. Next, consider applicability conditions justification hypothesis longevity Spot. wind equation energized absorbing smaller eddies ovals, total constant. With help KH mechanism case Brunt Vaisala, frequencies (which can be calculated program given formulas) determined using very strictly evidence substantiate validity about Jupiter’s