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REVUE BIOMETRIE HUMAINE ET ANTHROPOLOGIE 1999,17,3-4, p. 91-92. B. Rybak. Metrologie et Temps. et http://xxx.lpthe.jussieu.fr/html/physics/0005006 contact maginel @ computer.org METROLOGY AND TIME RYBAK Boris __________________________________________________________ SUMMARY The algorithm Pi/sinx reveals an elliptic excess which acts as the real component (Space) inducing the imaginary component (Time). Key words : metrology , chronogenesis , tropic year , anomalistic year. RESUME L 'algorithme Pi/sinx revele un excedent elliptique constituant la composante active d ' espace dont la composante reactive exprime la chronogenese tropique aussi bien qu ' anomalistique. Mots-cles : metrologie , chronogenese , annee tropique , annee anomalistique. ___________________________________________________________________________________ Time remains a vague assumption that dictionaries denominate fluid or a variable , or a duration , meaning that the origin of this magnitude is indeterminate. certainly , the Space-Time of Minkovski (1910, 1915 ) promotes the problematic in scientific terms , but does not give quantified values of generation of Time . However arithmetic geometry is engaged here. Indeed it leads to this ; consider the circle unit; sin 1°=0,0174524064...
1/arc 1° - 1/sin 1° is in order of 10-3 . consider moreover the Euclidian in its definition based on the sum of the angles of a triangle = 2 rights ( = Pi trigonometric = Pi tr ) ; the operation 180° x sin 1° = 3,141433158... is an arithmetic value of Pi ( =Pi arithmetic = Pi ar ) with only the first 4 figures in conformity with the universal constant , whereas 180° x arc 1° = 3,1415926535... order that one immediately reaches by considering arc like a limit of the sine , for example 180° x sin 0°001 ) However if Pi ar / arc 1° = 180° , la relation Pi ar / sin 1°= 180° 009138847( Rybak, 1987, 1988, 1989, 1998 ). This circular surplus of Pi tr primary form ( of which the secondary form by x 3600 = 648.032899849 ... ) introduces > E .Now , Time is given through the observation of regular periodicities , including the uranometric ones where the sampling standard is the year . The tropic year ( interval of timebetween two vernal equinoxes ) = 365d5h48mn46s (from where ensues the sideral year - interval of time between which , in its apparent movement , the sun is found in front of the same stars = 365j6h9mn9s5, i-e the tropic year + the time function of the precession of the equinoxes). The anomalistic year (between two passages of the Earth at the orbital perihelion) = 365d6hl3mn53s. In the 3D x, y, z of the material masses in gravitation, the Time is generated in 1D according to the orbital circulation of the Earth around the Sun, which operates on a plane that of the ecliptic - therefore in 2D x, y, then a whole total 2D + 1 stable, of which the excentricity is of 0,0167 - a remarkable value since it is appreciably the half of the circular surplus of which it is question. To obtain the exact value of the tropic year, I proceed by using my algorithm Pi ar/sinx (Rybak, 1988) in the form : Pi ar/sin # 0°5 Let be 0° 4999989359 = 360°005335446 which, divided by 4 = 9O°0013338615, squaring which, dividing 32899849 = 365j5h48mn46s. CQFD. In other words, the circular surplus 32899849 represents the fix element of Space, expressing the real component. - also named active - in the complex plane, the factor i - significant operator of the rotation group - conducts in squaring this surplus, making to appear the reactive component which is the Time.
To obtain, furthermore, the exact value of the chronogenesis of the anomalistic year, I proceed in the following similar way : (Pi ar / sin # 2° being 2°00000000087 ) 3600 = 324.065806576 ... where 65806576326 is the active component and, with the squaring 90°0045694235 ( which corresponds 180°009138847/2 ) : ( 65806576326 / 90,0045694235 ) / 2 = 365,57353003 which is, in sexagesimal : 365d6h13mn53s. CQFD. Thus, my metrologic proposal, which enters not at all in the arcane of astronomical processes, is that Space generates Time forming the Space -Time that I have named.Chronochor and I formulate it z => ( x , y ) i = t.
Copyright Boris Rybak - 27 mars 2000 .Translated from French text published in the revue BIOMETRIE HUMAINE et ANTHROPOLOGIE
B. Rybak - Physiologie Sorbonne Nouvelle, 21 rue Beranger F-75003 Paris .France. Article reçu le 12/11/99 , accepte le 15/12/99. BIBLIOGRAPHIE MINKOWSKI H. 1910 - Das Relativitatprinzip , Math. Ann.,68,472. MINKOWSKI H. 1915 - Das Relativitatprinzip , Ann.Phys., 47,927. RYBAK B. 1987 - L 'ordre chaotique, Semin. Phi.Math., ENS Ulm . RYBAK B. 1989 - L 'ordre chaotique, I.T.B.M. 10, n°5 , 587. RYBAK B. 1988 -La relation Pi/sin1. R.B.M., 10, n° 6, 293. RYBAK B. 1998 - De la TeIemedecine 1998 à la Radio-chirurgie 1959. Biom. Hum. et Anthropol. 16,3-4,167. Web INTERNET http://www.burcomm.net ref : metrologyandtime4110502 ______________________________________________________________________________________ boris rybak relativite astrophysique astrophysic astronomy mathematique mathematics geomatry metrology minkovsky einstein physique time definition du temps espace-temps espace temps boris rybak physic geometry chronogenesis chronogenese le temps definition valeurs chiffrees physique mathematique astronomie gravitation temps nombres complexes sideral astronomie la generation du temps : keywords for crawlers
http://scienceworld.wolfram.com/astronomy/AnomalisticYear.html Keywords:Metrologie du temps -boris rybak le TEMPS TIME metrologie et temps Home ________________________________________________________________________________ HOME * Web INTERNET http://206.114.153.195 Mailto Boris Rybak METROLOGY and TIME - METROLOGIE ET TEMPS La Relation PI / sin 1 La precision des tables de calcul Algorithm for TIME Generation TIME Matematical origin or the french text The TIME we live physiologically LICHNEROWICZ
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