Parası kalmadığı için otobüse binemiyordur ailesi porno izle ona daha yeni para gönderdiği için tekrar porno istemeye utanınca mecburen otostop çekmek için youporn çantasını alarak yol kenarına gelir etekli porno liseli türk kız yol kenarında dururken yanına yaklaşan porno kibar bir gencin onu gideceği yere kadar bırakmak porno izle istemesine çok mutlu olur arabaya bindiklerinde gideceği yer ile porno arabayı kullanan adamın gittiği yer arasında çok mesafe sex izle farkı olduğunu anlayan türk kız bu yaptığı porno indir iyilik karşısında arabada ona memelerini açar porno sapıklaşan adam yol kenarındaki hotelde durarak porno izle üniversiteli otostop çeken türk kızına odada sakso çektirip sikerA Light Deflection due to Forcing a Light Beam Hogged in Passing by the Sun in the Cartesian Coordinate System| Abstract

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Abstract

A Light Deflection due to Forcing a Light Beam Hogged in Passing by the Sun in the Cartesian Coordinate System

Author(s): Yasutsugu Ohki*

This paper proposes a new theory, given a beam reflected on a surface of the Mercury, to force the beam to hog in passing by the Sun. Under Maxwell’s exact differential equations, the theory is derived from postulations: (i) Every beam has multiple properties of mass density, momentum, energy, power, force. (ii) Every source of the beam radiates concurrently a mobile self-medium and the beam. (iii) The medium has a uniformity with isotropy, homogeneity, and partial differentiable continuity. (iv) The medium helps the electromagnetic field generate in itself. (v) The beam has an intrinsic repulsive force product of a time derivative of electric flux density and magnetic flux density. (vi) When a beam collides with the other beam at a right angle, a lifting force for the beam collided has a direction acting as an adverse effect in the conventional catenary theory. (vii) The catenary theory gets a constant negative β defined as a ratio of the lifting force to the repulsive force. (viii) From approximation of the catenary theory, the hogged angle Δθ (hog) changes (1/2) βX I (rad), where β is four divided by the speed of beam squared and X is an adequate distance forced to hog. Consequently, the angle Δθ (hog) results in nearly coincident with the well-known angle, Δθ=(1.75γ/2)/(d/Rs)[rad], where d is a distance between a surface of the Sun and the Mercury located at the perihelion point of the Mercury and Rs (a radius of the Sun), γ (a coefficient in a radian unit).


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