Page 33 - Spirit and Mind. Vol 1
P. 33

Nicolai Levashov. Spirit and mind. Vol.1

                  Interaction  can  occur  between  the  waves'  and  atoms'  self-dimensionality  only
            when the distance between the atoms approximates the wavelength. The impact of the
            same wave on the dimensionality level of other atoms would not be the same: one
            atom's dimensionality level may increase, while another's may decrease or remain the
            same. Therefore, interaction requires atoms to have similar dimensionality levels.

                  This  is  precisely  what  leads  to  the  dimensionality  balance  required  for  the
            combining  of  atoms  (see  Fig.  13).  If  the  wavelength  significantly  exceeds  the
            distance between atoms, there is minimal or no change in the atoms' dimensionality

            gradient. Rather, there is a synchronous change in the self-dimensionality level of all
            the atoms, while the initial qualitative difference between the atomic dimensionality
            levels remains the same.

                  The  amplitude  of  the  waves  determines  the  amount  of  change  in  space
            dimensionality caused by these waves as they pass through a particular medium. For
            the various atoms to exert different degrees of influence upon the medium, they must
            themselves have dimensionality levels that differ from one another. It is precisely the
            amplitude of the waves which serves this function during wave

            propagation. The distance between atoms in liquid as opposed to a solid medium lies
                                              -8
            within the range of 10  to 10  meters.
                                     -10
                  Consequently, a spectrum of waves from ultraviolet to infrared is absorbed and
            emitted  during  chemical  reactions  in  a  liquid  medium.  That  is,  in  this  new
            combination of atoms, absorption or emission of heat or visible light occurs (endo-or
            exothermic reactions) because only those waves meet the necessary conditions.

                  Thus,  transverse  waves,  ranging  from  infrared  to  gamma  represent
            microscopic  fluctuations  of  dimensionality  arising  during  nuclear  and

            thermonuclear  reactions.  The  amplitude  of  waves  in  a  chemical  reaction  is
            determined by the difference between the dimensionality level of the atoms existing
            before the reaction and the dimensionality level of the molecules resulting after the
            reaction.

                  It is no accident that radiation emits packets — quanta.
                  Every  quantum  of  radiation  is  a  result  of  a  single  process  of  atomic
            transformation.  Therefore,  upon  completion  of  this  process,  waves  are  no  longer
            generated.  Radiation  emission  occurs  within  a  thousandth  of  a  second  and  then

            ceases. Consequently, radiation is also absorbed in quanta (packets).

                  In  nature,  there  exist  longitudinal  waves  of  space  dimensionality  fluctuation.
            What are these waves and how do they manifest?
                  A  powerful  flow  of  radiation  arises  from  thermonuclear  reactions  of  the  sun.
            The largest portion consists of waves in the visible spectrum. The upper layer of the

            planetary surface absorbs this solar emission as it reaches the planetary surface.

                  When photons of light are absorbed en masse by surface layer atoms in a given
            area, the dimensionality level of this layer increases by a specific value of ΔL. This
            value corresponds to the amplitude of waves absorbed by the planetary surface layer
            (infrared, visible and ultraviolet solar radiation).

                  As  a  result,  the  dimensionality  gradient  between  atmospheric  and  planetary
            surface levels in the absorption zone decreases by a value of ΔL. Concomitantly, the



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