Saturday 23 April 2016

4 papers accepted in the 41st COSPAR, July 30 - August 7, 2016 in Istanbul, Turkey


The 41st COSPAR Scientific Assembly to be held July 30 - August 7, 2016 in Istanbul, Turkey accepted 4 papers

The following papers are accepted from Mr Satyavarapu Naga Parameswara Gupta
April 15, 2016
Notice of Acceptance and Schedule, 41st COSPAR Scienti c Assembly, 30 July { 07 August 2016, Istanbul, Turkey
Dear Mr Naga Parameswara Gupta,
On behalf of the Council of the Committee on Space Research, I am pleased to inform you that your contribution to the 41st COSPAR Scienti c Assembly entitled: Dynamic Universe Model predicts frequency shifting in electromagnetic radiation near gravitating masses has been accepted and scheduled for a poster presentation in scienti c event H0.2. COSPAR
c/o CNES
2 place Maurice Quentin - 75039 Paris - France
TELEPHONE : +33 1 44 76 75 10 - FAX : +33 1 44 76 74 37
e-mail : cospar@cosparhq.cnes.fr - internet : http://cosparhq.cnes.fr
HO.2-0017-16
 DYNAMIC UNIVERSE MODEL PREDICTS FREQUENCY SHIFTING IN ELEC-
TROMAGNETIC RADIATION NEAR GRAVITATING MASSES
In this paper, Dynamic Universe Model studies the light rays and other electromagnetic radiation passing grazingly near any gravitating mass. This change in frequency will depend on relative direction of movement between mass and radiation. Change in frequency depends on relative direction between ray and the Gravitating mass. Here in this paper we will mathematically derive the results and show these predictions.
Dynamic Universe Model uses a new type of Tensor. There are no di fferential or integral
equations here. No singularities and body to body collisions in this model. Many papers were published in USA and CANADA. See Dynamic Universe Model Blog for further details and papers
Dynamic Universe Model never reduces to General relativity on any condition. It uses a   different type of mathematics based on Newtonian physics. This mathematics used here is simple and straightforward. As there are no diff erential equations present in Dynamic Universe Model, the set of equations give single solution in x y z Cartesian coordinates for every point mass for every time step
Keywords: Dynamic Universe Model, Hubble Space telescope (HST), SITA simulations ,
singularity-free cosmology


HO.3-0018-16
EXPLAINING NEAR LIGHT VELOCITIES OBSERVED IN ASTRONOMICAL
JETS USING SITA SIMULATIONS
Very high velocities like velocity of light are observed in astronomical jets from the centres
of many Galaxies including our own Milkyway. The formation of such high velocity jet is
explained using SITA simulations in this paper. For this purpose the velocity attained by a
test neutron in the path traced by it is calculated and depicted using a setup of 133 bodies.
This setup consisting of one densemass of the mass equivalent to Galaxy center, 90 stars with similar masses of stars near Galaxy center, mass equivalents of 23 Globular Cluster groups, 16 Milkyway parts, Andromeda and Triangulum Galaxies at appropriate distances. The velocity of particle attained in the path by this test neutron was found to be very high as observed in an astronomical jet emerging from Galaxy center. Dynamic Universe model can be used for such an application.
Dynamic Universe Model uses a new type of Tensor. There are no di erential or integral
equations here. No singularities and body to body collisions in this model. Many papers were published in USA and CANADA. See Dynamic Universe Model Blog for further details and papers



HO.3-0019-16
EXPLAINING FORMATION OF ASTRONOMICAL JETS USING DYNAMIC
UNIVERSE MODEL

Astronomical jets are observed from the centres of many Galaxies including our own Milkyway. The formation of such jet is explained using SITA simulations of Dynamic Universe Model. For this purpose the path traced by a test neutron is calculated and depicted using a set up of one densemass of the mass equivalent to mass of Galaxy center, 90 stars with similar masses of stars near Galaxy center, mass equivalents of 23 Globular Cluster groups, 16 Milkyway parts, Andromeda and Triangulum Galaxies at appropriate distances. Five di erent kinds of theoretical simulations gave positive results The path travelled by this test neutron was found to be an astronomical jet emerging from Galaxy center. This is another result from Dynamic Universe Model. It solves new problems like a. Variable Mass Rocket Trajectory Problem b. Explaining Very long baseline interferometry (VLBI) observations c. Astronomical jets observed from Milkyway Center d. Prediction of Blue shifted Galaxies e. Explaining Pioneer Anomaly f. Prediction of New Horizons satellite trajectory etc. Dynamic Universe Model never reduces to General relativity on any condition. It uses a di fferent type of mathematics based on Newtonian physics. This mathematics used here is simple and straightforward. As there are no di erential equations present in Dynamic Universe Model,
the set of equations give single solution in x y z Cartesian coordinates for every point mass forevery time step


HO.3-0020-16

COSMIC RAYS ARE ORIGINATED IN ASTRONOMICAL JETS FORMED AT
THE GALAXY CENTER
 

The Particles emerging from Astronomical Jets will have su cient velocities and they will have direction perpendicular to Galaxy center. As the central plane of Galaxies will have diff erent orientations the directions of astronomical jet also vary. There can be many origins for the Cosmic rays, but this can be another sources.
This is another result from Dynamic Universe Model. It solves new problems like a. Variable Mass Rocket Trajectory Problem b. Explaining Very long baseline interferometry (VLBI) ob-servations c. Astronomical jets observed from Milkyway Center d. Prediction of Blue shifted Galaxies To support Dynamic Universe Model the we can nd the following supporting obser-vations a.Mathematical Prediction of Existence of Blue shifted Galaxies b. SN1987A- Neutrino emission c. The rst Redshifted Quasar 3C273 is blue shifted. (Supporting Existence of Blue Shifted Galaxies): d.The most distant Quasar eso1122 found to have a Blue Shift of 0.110473
(Supporting Existence of Blue Shifted Galaxies) Dynamic Universe Model never reduces to General relativity on any condition. It uses a di fferent type of mathematics based on Newtonian physics. This mathematics used here is simple and straightforward. As there are no di erential equations present in Dynamic Universe Model, the set of equations give single solution in x y z Cartesian coordinates for every point mass for every time step