Paper Titles in Periodical
International Letters of Chemistry, Physics and Astronomy
ILCPA Volume 52

Subscribe to our Newsletter and get informed about new publication regulary and special discounts for subscribers!

ILCPA > ILCPA Volume 52 > Angular Nonradial vs. Usual Radial Potential...
< Back to Volume

Angular Nonradial vs. Usual Radial Potential Energy Quotient

Full Text PDF


Potential energy quotient of the angular nonradial to the usual radial potential energy (and the quotient’s density for a closed orbit or an openended trajectory of a satellite) is offered without direct dependence on the mass of the given (assumed as nonrotating) celestial body (such as star or planet) but with explicit dependence on the body’s density of matter.


International Letters of Chemistry, Physics and Astronomy (Volume 52)
J. Czajko, "Angular Nonradial vs. Usual Radial Potential Energy Quotient", International Letters of Chemistry, Physics and Astronomy, Vol. 52, pp. 172-177, 2015
Online since:
June 2015

[1] Czajko J. Path-independence of work done theorem is invalid in center-bound force fields. Stud. Math. Sci. 7(2) (2013) 25-39 http: /cscanada. net/index. php/sms/article/view/j. sms. 1923845220130702. 2469/5279.

[2] Czajko J. Radial and nonradial effects in Frenet frame. Appl. Phys. Res. 3(1) (2011) 2-7 http: /www. ccsenet. org/journal/index. php/apr/article/viewFile/9555/7421.


[3] Ohanian H.C. Einstein's mistakes. The human failings of a genius. New York: W.W. Norton, 2008, p. XIX.

[4] Czajko J. Equipotential energy exchange depends on density of matter. Stud. Math. Sci. 7(2) (2013) 40-54 http: /cscanada. net/index. php/sms/article/view/j. sms. 1923845220130702. 2752/5336.

[5] Czajko J. Mathematical gateway to complementary hidden variables in macrophysics. International Letters of Chemistry, Physics and Astronomy 50 (2015) 117-142 http: /www. scipress. com/ILCPA. 50 May (2015).


[6] Czajko J, On conjugate complex time II: Equipotential effect of gravity retrodicts differential and predicts apparent anomalous rotation of the Sun. Chaos, Solit. Fract. 11 (2000) 2001-(2016).


[7] Mercier A. Analytical and canonical formalism in physics. Amsterdam: North-Holland, 1959, p.122.

[8] Mercier A. Speculative remarks on physics in general and relativity in particular. [pp.295-303 in: De Sabbata, V. & Weber, J. (Eds. ) Topics in theoretical and experimental gravitation physics. London: Plenum Press, 1977].


[9] Czajko J. Galilei was wrong: Angular nonradial effects of radial gravity depend on density of matter. International Letters of Chemistry, Physics and Astronomy 11(2) (2014).


[10] Birkhoff G. (Ed. ) A source book in classical analysis. Cambridge, MA: Harvard Univ. Press, 1973, p.335, 360.

[11] Czajko J. Operationally complete work done suggests presence of potentials corresponding to repulsive forces. International Letters of Chemistry, Physics and Astronomy 18 (2014).


[12] Newton I. Principia. Edited and commented by Stephen Hawking. Philadelphia: Running Press, 2002, p.1.

[13] Shipman H.L. Black holes, quasars, and the universe. Boston: Houghton Mifflin, 1980, p.239.

[14] Davies P.C.W. Einstein's greatest mistake? Astrophys. Space Sci. 244 (1996) 219-227.

[15] Kellermann K.I. Superluminal radio sources. Comments Astrophys. 11C (1985) 69.

[16] Pfleiderer J. Are quasar redshifts distance-dependent? ZS. Astroph. 69 (1968) 140-145.

[17] Hoyle F. Review of recent developments in cosmology. Proc. R. Soc. Lond. A308 (1968) 1.

[18] Hodge P.W. Concepts of the universe. New York: McGraw-Hill, 1969, p.110.

[19] Burbidge G. Two universes. Astrophys. Space Sci. 244 (1996) 169-176.

[20] Kaufmann W.J., III. Relativity and cosmology. New York: Harper & Row, (1973).

[21] Apsel D. Time dilations in bound muon decay. GRG 13 (1981) 605-607.


[22] Ihrig E. A local relativistic red-shift effect. GRG 8 (1977) 877-885.

[23] Sadeh D., Knowles S.H. & Yaplee B.S. Search for a frequency shift of the 21-centimeter line from Taurus A near occultation by Sun. Science 159 (1968) 307-308.


[24] Sadeh D., Knowles S. & Au B. The effect of mass on frequency. Science 161 (1968) 567-569.

[25] Szekeres G. Effect of gravitation on frequency. Nature 220 (1968) 1116-8.

[26] Einstein A. The Foundations of the General Theory of Relativity. [pp.111-164 in: H.A. Lorentz et al. The principle of relativity. New York: Dover, 1923, see p.161].

Show More Hide
Cited By:
This article has no citations.