Consequently to the article titled „The Gravitational Force Quantum and its Value” (see: https://www.davidpublisher.org/Public/uploads/Contribute/563c64d6451b6.pdf), I extended the Gravitational Force Quantum concept to further Objects of the Solar Planetary System and for the Pluto (O). He calculated values of the GFQ_{O} on the analogous basis, i.e. of the mass and the standard acceleration of the gravity of individual objects and of the atomic unit of the mass. I received GFQ_{O} values for: the Mercury 102.1427×10^{55 }N, the Venus 16,60012×10^{55 }N, the Earth 14.97839×10^{55 }N, the Mars 52.91869×10^{55 }N, the Jupiter 0.124391×10^{55 }N, the Saturn 0.17929 ×10^{55 }N, the Uranus 0.945178×10^{55 }N, the Neptune 1.002845×10^{55 }N, for the Pluto 458.9124×10^{55 }N, and for the Sun 0.001257×10^{55 }N, respectively. I multiplied the GFQ_{O} values by second power of the radii of the individual objects (O), receiving values denoted as the “Elementary Gravitational Charge” (G_{O}). The Elementary Gravitational Charge represented a gravitational force of one atomic unit of mass in the (radius) distance of 1 meter. They were found of the same value: G_{Me }= G_{V }= G_{E }= G_{Ma }= G_{J }= G_{S }= G_{P }= G_{Sun }= 6.079675463×10^{41 }N. The values were the same as the calculated one on the basis of the “classical” Newton´s formula: F_{G} = ϰ × M × m / R^{2}, for the gravitational force between the atomic unit mass and a mass of 1 kg at a distance of 1 meter, which value was calculated as G=6.079675463×10^{41} N. The quantity of the Elementary Gravitational Charge can be supposed to be analogous to the Elementary (Electric) Charge (e =1.6021766208(98) x10^{19} C) quantity.
Methodology
I used the following procedure:
According to the Newton´s law, a mass of m = 1 kg exerts on the Earth´s surface a gravitational force F_{Earth} = 9,819962 N.
The mass of the Earth (5.97219×10^{24} kg [4]) can be expressed as:
M_{Earth} = AUM × N_{AUMEarth} (1)
where, the AUM is the atomic unit of the mass, 9.10938356×10^{31} kg [12]), the N_{AUMEarth} is a number of atomic units of the mass contained in the Earth, i.e.:
N_{AUMEarth} = M_{Earth}/AUM =
5.97219×10^{24}/9.10938356×10^{31}=
0,655609 ×10^{55} (2)
The value of the gravitational force attributed to one atomic unit of the Earth’s mass, i.e. a “GFQ_{Earth} (the Gravitational force quantum)” can be calculated as:
GFQ_{Earth} = F_{Earth}/N_{AUM} =
9,819962/0,655609×10^{55 }= 1.497839×10^{54 }N. (3)
The value of the “Elementary Gravitational Charge” (G_{O}) of the Earth was calculated as:
G_{Earth }= GFQ_{Earth}× R_{Earth}^{2}
= 1.497839×10^{54 }× (6.371×10^{6})^{2}
^{ }= 6,079675463 ×10^{41 }N (4)
The same procedures were followed with data for the planets of the solar system and Pluto given in the Table 1.
TABLE 1 Values of Mass (M_{O}), Radius (R_{O}), Gravity (F_{O}), Number of atomic units (N_{AUMO}), Gravitational Force Quantum (GFQ_{O}), and Elementary Gravitational Charge (G_{O} ) of individual Objects of the Solar Planetary System and for Pluto.

M_{O} x10^{24}kg 
R_{O}, km 
F_{O}, ms^{2} 
N_{AUMO}x10^{55} 
GFQ_{O}x10^{55 }N 
G_{O}x10^{41 }N  
Mercury 
0,330104 
2439,7 
3,701428 
0,036238 
102,1427 
6,079675463  
Venus 
4,86732 
6051,8 
8,869766 
0,534319 
16,60012 
6,079675463  
Earth 
5,97219 
6371 
9,819962 
0,655609 
14,97839 
6,079675463  
Mars 
0,641693 
3389,5 
3,727756 
0,070443 
52,91869 
6,079675463  
Jupiter 
1898,13 
69911 
25,91948 
208,3709 
0,124391 
6,079675463  
Saturn 
568,319 
58232 
11,18562 
62,38831 
0,17929 
6,079675463  
Uranus 
86,8103 
25362 
9,007322 
9,529767 
0,945178 
6,079675463  
Neptune 
102,41 
24622 
11,27424 
11,24225 
1,002845 
6,079675463  
Pluto 
0,1309 
1151 
6,594478 
0,01437 
458,9124 
6,079675463  
Sun 
1989100 
695508 
274,4377 
218357,3 
0,001257 
6,079675463  
Sources 
[2]  [11] 
[2]  [11] 
Own calcul. 
Own calcul. 
Own calcul. 
Own calcul. 
The value of the „Elementary Gravitational Charge” corresponding to the atomic unit of the mass G_{AUM} was calculated by definition as a gravitational force between the atomic unit mass and a mass of m = 1 kg at a distance of 1 meter using the formula:
G_{AUM }= ϰ × M_{AUM} × m / R^{2}
= 6.67408×10^{11}×9.10938356×10^{31}× 1/1^{2}
= 6,079675463 × 10^{41} N. (5)
Conclusions
I defined the Elementary Gravitational Charge (G) as a force which exerts one atomic unit of the mass on 1 kg of the mass in the distance of 1 meter, which value was calculated as 6.079675463×10^{41} N.
The parameter of the Elementary Gravitational Charge can be supposed to be analogous to the Elementary (Electric) Charge e =1.6021766208(98) x10^{19} C [13]. Namely, both of the quantities cannot be divided into smaller parts, both are additive, both can be measured on the basis of the force effects, both are well known from their apparent physical features and practical applications, however, origins and physical backgrounds of the both phenomena are hidden so far [1315].
The quantity of the Elementary Gravitational Charge will probably be useful for the further development of the “quantum mechanical” approach to the description and to the general notion about the world.
The phenomenon of the gravitation might perhaps be connected with/caused/explained etc. by the distortion of the space around the mass objects. It could be one of the main inborn/decisive/distinguish characteristics of material objects (or a matter/mass). For further (rather philosophical) discussion, see ref. [15].
More details will be published soon.
References
Kala, T. “The Gravitational Force Quantum and its Value”, Journal of Physical Science and Application, 5 (4). 2015.
NASA. “Earth: by the Numbers.” Accessed Feb 5^{th}, 2016:
https://web.archive.org/web/20150215075328/https://solarsystem.nasa.gov/planets/profile.cfm?Object=Saturn&Display=Facts
NIST. “Fundamental Physical Constants  Complete Listing.” Accessed Feb 5^{th} 2016.
https://physics.nist.gov/cuu/Constants/Table/allascii.txt
Wikipedia. “Electric Charge.” Accessed Feb 5th, 2016. https://en.wikipedia.org/wiki/Electric_charge.
Halliday, D. and Resnick, R. 1981. “Fundamentals of Physics.” 2^{nd} Edition, John Wiley&¨Sons, Inc. N.Y., Chichester, Brisbane, Toronto. ISBN 0471033634.
Kala, T. “Comments on Matter/Mass/Field Categories”, Unitary Theory of the World, Accessed Feb 5th, 2016. https://www.tomaskala.net/.