COMPLETE UNIVERSE - DYNAMIC SPACE - WAVE PHENOMENA

Having thought about something so tiny and trying to describe invisible phenomena that play a structural role for the existence of physical world, we must understand that all what we say does not concern a multitude of things and their history. In order to be able to describe these microscopic phenomena and understand them and to reveal unknown relations of nature through the structure of matter, we do not need to know some new things but quantities and mathematical relations that link these quantities. What is done in the tiny space and which can be observed very indirectly by using complex instruments and computers is nothing else but elementary variations in quantities. Therefore, in order to be able to think and understand, we will have to represent these changes in shapes, circles, arcs, strings, radii, trigonometric relations and observe the numerical values of changes (with fragmentation and "freezing" of changes in corresponding lengths, time intervals, equivalent quantities) from which the results of the measurements are derived. Laws, mathematical "preferences" of nature and mathematical relations which lead to the existence of the ordinary world by visible mass are revealed by the observation of numerical relations. The application of trigonometric relations on paper for the representation of physical phenomena which create and sustain the Universe is a source of knowledge of the laws of nature. This application stimulates research with more expectations than the particle collisions into accelerators.

The wave principle of formation and preservation of microscopic phe­nomena and their strangeness will appear more clearly with few numbers. The length of 1m needs time of 1m / 2,997924e8 m / s = 0,333564e-8 sec with the maximum speed of light. The length of 1cm is traveled in about 3e-11sec (ie. in 0,00000000003 sec). It is not necessary to compute separately these numbers with many zeros. Here it is needed only to compare and imagine if it helps. Suppose that the observations of the microscopic phenomena are in this (relatively large) distance of 1 centimeter. The advanced technology of the 20th century is already needed in order to make inquiries and accurate measurements at such distance. The outer electrons of an atom are linked at several shorter lengths, at which light traveled in quite less time, approaching 10e-20 zeros before the decimal point. Question to good elementary school students and high school students: Can we observe changes in such small dimensions if light takes longer to reach the detectors or directly our eyes? With how much delay?

The problem becomes even more difficult and interesting, when we consider that light - by which we are informed - is not a continuous flow of particles or a continuous beam but is an alternating and rhythmic phenomenon (of two fields). The light frequency range is close to the frequency (in cycles per sec) of 10e14 Hz and conversely, the period of the alternation of fields is about 10e-14 sec. So if changes are made in an alternating and rhythmic manner in so short lengths, then these changes should be slower than the pace of light in order to be observed properly. Only in that case light "is prepared" to react to all the short moments, when microscopic changes occur instantane­ously. Otherwise, if the paces of the microscopic changes are faster than the one of light then light will not react at all the times with the microscopic phenomena and will not reveal them properly as a whole. The observation and information will encounter difficulties and our technology will be primitive if we consider that the origin of wave phenomena, by which particles are produced by the "empty" space, is in most microscopic lengths and in greater rates than the 14 zeros of light (and at time intervals shorter than the 14 zeros before the decimal point of sec).

COMPLETE UNIVERSE - DYNAMIC FREE SPACE - WAVE PHENOMENA

The 1st publication

 COMPLETE UNIVERSE AS FREE SPACE