# I must do my duty

**(continue)**

I**.**G. Goriachko, St. Petersburg, in February, 23.

Forms of neutral and changed body’s trajectories in Nature are very differently and depended on a pressure (p) and temperature (T) of surroundings. With reference to microcosm, the **neutral **bodies (photons, roentgen-rays, gamma-rays, free neutrons, and etc.) for lack of influence to them coulomb’s forces always moving merely by the **parabolical** trajectories. The **changed orbital bodies** (electrons, protons, -particles, and etc., being on the steady atom’s and nucleus’s orbits) always moving merely by **elliptical** orbits. These **changed **particles by their **crossing** from the one to the next steady **elliptical** orbit (and a free changed ones) always moving merely by **hyperbolical** trajectories. As a result of these crossings eccentricities of trajectories suddenly changed from the rangeto the (and back). This signified that eccentricity (e) of the orbit is appeared as the **quantum **parameter depended on (p, T). Into the atom and into its nucleus acted **only** exactly balanced **coulomb’s and gravity forces** of differently () orientations. Therefore, so-called «nuclei ‘s forces» are not existing. The **circle **or the **straight-line **motions in Nature are **impossible **in order to a really **curvature** in space and time. But as natural **indicator** of this curvature may be namely the **form **of body’s trajectory.

**3.The real body’s trajectories in Nature**

The explanation 2. It was shown in the exp. 1 for the orbital body: W for the non-orbital body: W>0,

Write down the conical equation (for the circle, ellipse, parabola, hyperbola) in the **non-dimensional** forms

- for the ellipse

, where 0 , (2)

- for the hyperbola , where 1. (3)

By means of (2), (3),(A) we obtain

, where , (a)

, where (b)

For the straight-line: Therefore, (c). For the circle: . Therefore,(d)

For the parabola: Therefore,(e). But for the **elliptical** and **hyperbolical** trajectories parametersare **periodical **ones.

4**.Some useful formulas**

Cephler’s the Third law has the next modern form (where f – the gravity constant, M – mass of the Sun, - the orbit ‘s semi-axis, – period) But as w= (where m – the planet’s mass) we obtain from (1) From these equations we obtain the correlation (A), where . Also from the (1) we obtain: a) For the **circle **() motion - the **first** cosmic velocity. For the **parabolic** () motion - the **second** (or so-called - the «parabolic») cosmic velocity, and etc. b) (where M – the planet’s mass, r–the planet’s radius, the basis vector). Therefore, the body’s **weight** () on the planet depended on the **form** its orbit. For the **circle** () motion, we obtain: - the **acceleration of gravity**. From the (B’) for the **photon **() , we obtain : - the **full photon’s energy**. And etc. You will be certained soon about the parameter ** fundamental significance **in thermomechanics of macro- and microcosm.

Thank you. To the next report in March, 08. G.I.G.