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SUMMARY:One solution of singularity problem and perihelion problem
DTSTART;VALUE=DATE-TIME:20110302T170000Z
DTEND;VALUE=DATE-TIME:20110302T180000Z
DTSTAMP;VALUE=DATE-TIME:20261010T193620Z
UID:indico-event-118@indico.ipb.ac.rs
DESCRIPTION:Abstract: Newton's gravity concept\, which describes with suff
 iciently exactness\, in spite of some acutely vexed questions within it\, 
 Sun's planetary system\, via Kepler's laws of planetary motion\, is one of
  the fundamental laws of the classical mechanics. The first vexed question
 \, based on the purely theoretical basis\, is the so-called singularity pr
 oblem. Namely\, on the basis of the mathematical model of two material poi
 nts motion of the same mass in the field of action of the central Newton's
  gravity force\, when the direction of material points motion coincides wi
 th the assaulted direction of the force\, it is easy to see that absolute 
 values of all relevant physical variables\, such as velocity\, force\, kin
 etic and potential energy\, in the limit as mutual distance of the materia
 l points tends to zero\, tend to infinity. The second one\, which is clean
 ly empirical nature\, is the perihelion problem. Namely\, it has been expe
 rimentally stated that the perihelion of Mercury's orbits moves into the p
 lane of its planetary motion around the Sun. In other words\, all planetar
 y motions of Sun's planetary system depart from elliptical orbits obtained
  from Newton's mathematical gravity model. Accordingly\, to solve simultan
 eously these two acutely vexed questions within Newton's gravity concept\,
  the goal of the manuscript is a modification of Newton's gravity concept 
 itself.\n\nhttps://events.saifa.rs/event/118/
LOCATION:Mathematical Institute 301 F
URL:https://events.saifa.rs/event/118/
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