I'm pushing mass m
mass m is on table in my room
How big resistance will register my finger ?
please evaluate problem ( 30 km/s respect to Earth )
after this repeat the same for other stars (not only for SUN)
Mass m is on the table ( in your room )
You are pushing mass m left and right
respect to Earth 300 km/s ( Qx = m*g +/- radial force ) How big force is regstering Your finger ???
(SUN and other Stars )
Secoundary School they Told us That we have SYMETRY in physics
Marosz now I want to ASK respect to what ?
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m...dynamite....m
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in pipe exist friction T = Qx * f(n )
Please Show me place in universe where not exist Grawitation and radidial forces
To Above model we must ADD very important problem 3D motion and 3D signals ( btween masses in universe exist huge distance )
it is natural that I can not give You all ansver for all problems but univrse need something more than only Eintein and Only Newton
Vx<<<m-----------------M >>>>>V
where mass M started signal ( gravitation ) where mass m is registering the signal. please add to above problem huge distance in space and Inverse Square Law ( 3D signal ) and fact that not exist C+ V or C- V exist only C
Action Yes but where is reaction ? ( III Newton Law ??? )
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below I showing You sorce link
http://www.physicsmyths.org.uk/equivalence.htm 
In these illustrations it is suggested that the experimenter fires a small rocket engine fixed to the floor inside the lab. Until the exhaust fumes reach the ceiling, this will impart an acceleration which counteracts the acceleration provided by the external rocket motor and thus reduce the gravity accordingly. However, the same experiment in the ground lab will not produce a noticeable change, as the mass of the earth (to which the lab is effectively fixed) is much too high for this. Of course, one does not need to fire a rocket engine inside the lab to figure out whether one is in space or on the earth, but in principle almost anything one does in the lab will produce a difference, even just lifting an arm or leg. Also for instance, despite the identical apparent gravity, the period of a pendulum inside the two labs will be different as we are dealing with a two body problem and the period is affected by the mass of the lab.
This demonstrates that it is in fact impossible to make a correct interpretation of a local measurement without taking the global physical situation into account. Ignoring the latter and replacing it by one that is 'equivalent' in a certain respect can in general not give a correct description of physical reality. In this case, this means that forces due to gravity have to be considered separately from other forces
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Marosz (me) about above 
UP and Down problem ( Inverse Square Law )
( near floore and ceiling also exist problem )
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many peoples in linkedin ( physicist , editors - physics joulrnal , matematica, engineer ) confirmed my skills . I DON't know this people and they don't know me
https://www.linkedin.com/profile/view?id=219015865&trk=nav_responsive_tab_profilenear 3 years I working and learning my imagination new problems - here is very important Idea
http://youtu.be/HXKwNvA8VHsFew weeks ago NASA showed raport about EMdrive please find on my forum place where I explainig what They made !!!
http://tesla4.blogspot.com author (thank You for support True and only one real Model )
Inventor & Engineer
Maciej Marian Marosz ( Poland )
