Doppler-Voigt-Einstein Selforganization The Mechanism for Information Transfer

Transcription

1 Apeiron, Vol. 7, No., Otober Doppler-Voigt-Einstein Selforganization The ehanism for Information Transfer Jiří Stáek Laboratory of Diffusion Proesses Prague, Czeh Republi Doppler-Voigt-Einstein self organization transmits information about the relatie eloity of the soure and the obserer. Experimentally, we should obsere three steps. In the iinity of the soure, the, rel tuning should be obsered, where, rel is the light speed relatie to the soure. This effet was experimentally obsered by ugnai, Ranfagni and Ruggeri in the year. In the seond step, the photon moes with, rel to the iinity of the obserer. In the iinity of the obserer, the photon tunes, rel to the alue, rel, where, rel is the light speed relatie to the obserer. Keywords: Information transfer, light speed tuning at the soure, light speed tuning at the obserer C. Roy Keys In.

2 Introdution Apeiron, Vol. 7, No., Otober There is no information an sih or in other words information needs in all ases a material arrier. E.g., the geneti information has been insribed in the DNA sequenes for oding of information strutural units on moleular leel are used. Analogially, photons with mass m, waelength λ, and frequeny ν reeal many properties that are used for information transfer. An experiened obserer an extrat from measured photon properties a set of aluable information about the soure of those photons. For the interpretation of the obsered photon properties, we will use onepts of old physis where the photon with mass m (Laoisierian alori mass onept) selforganizes its surroundings with the waelength λ (Aristotelian spae onept) and the frequeny ν (Galilean time onept). During the Doppler-Voigt-Einstein selforganization the eents summarized in the Table I should be obsered. C. Roy Keys In.

3 Apeiron, Vol. 7, No., Otober 6 TABLE I Doppler-Voigt-Einstein selforganization Aristotelian onept of spae, rel, rel d d λ λ, rel, rel Galilean onept of time λ λ, rel, rel ν ν t t ν ν m m Laoisierian onept of alori mass,, The symbols in the Table I hae the following meaning: and are speeds of a falling objet, d and d are distanes, t and t are times,, rel is the light speed relatie to the soure, rel is the light speed relatie to the soure m, λ, ν are the photon properties tuned at the soure, m, λ, ν are the photon properties tuned at the obserer, is the relatie speed between the soure and the obserer. rel rel m m m m The onept of the selforganizing photon properties transmitting information enables us to interpret the experimental eidenes found for photons as the partiles information messengers. These properties are summarized in the TABLE II. C. Roy Keys In.

4 Apeiron, Vol. 7, No., Otober 7 TABLE II Photons information messengers Researhers Type of information Experimental eidenes Doppler-Voigt-Einstein (DVE) Selforganization Relatie speed Voigt transformation, rel tuning: ugnai, Ranfagni and Ruggeri, rel tuning: not yet obsered photon mass diffusion Slipher-Wirtz-Hubble (SWH) Selforganization Hazard-Shmidt-Arp (HSA) Selforganization Bolton-urdin-Webster (BW) Selforganization ayor-queloz-ary (Q) Selforganization Anderson-Nieto- Turyshe (ANT) Selforganization Distane Hubble onstant Deay of photons Seondary photons Tifft redshift periodiity Not yet deoded Karlsson formula Deay of photons Seondary photons Not yet deoded Periodial growth and deay of photons Not yet deoded Periodial growth and deay of photons Pioneer anomaly Anderson onstant Growth of photons C. Roy Keys In.

5 Photon tuning properties Apeiron, Vol. 7, No., Otober In this onept, the photon partile m moes simultaneously with its selforganized surroundings with waelength λ and frequeny ν. Doppler-Voigt-Einstein selforganization transmits information about the relatie eloity of the soure and the obserer. We should experimentally obsere three steps during this kind of selforganization: st step:, rel tuning: the formed photon in the iinity of the soure should tune the alue, rel the light speed eloity relatie to the soure. This behaiour of photons was already obsered and desribed by ugnai, Ranfagni and Ruggeri in the year. They found the, rel tuning within the distane of λ from the soure. nd step: transport of photon with the light speed, rel to the iinity of the obserer. The photon with mass m, waelength λ and frequeny ν approahes the iinity of fermions into the so-alled diffusion layer around the fermions whih is estimated to be around λ. rd step:, rel tuning: in the iinity of the obserer photon starts to tune alues m, λ and ν in order to ahiee the alue, rel the light speed relatie to the obserer. This is the mehanism for the information transfer about the relatie speed of the soure and the obserer. This tuning effet was not yet desribed in the literature. From these, rel and, rel tuning properties of photons we an derie three tuning mehanisms of photons summarized in the TABLE III. C. Roy Keys In.

6 Apeiron, Vol. 7, No., Otober 9 TABLE III Three tuning mehanisms in the Doppler-Voigt- Einstein selforganization Tuning of the light speed onstany λ ν λ ν, rel, rel Tuning of the Equation h m λ h h m λ m λ, rel, rel Tuning of the Equation h ν m h m m h ν ν, rel, rel In the redshifted DVE selforganization we should obsere the diffusion of alori mass from the photon mass to the surfae of the moing objet. In the blueshifted DVE selforganization we should obsere the diffusion of the alori mass from the moing objet to the photon mass (the radiation of the moing partile). This alori mass transfer is desribed by equations in the TABLE IV. The total energy of moing partiles is gien the TABLE V. The total energy of a moing partile whih is the total sum of energies the redshifted and blueshifted selforganizations gies the idential result as it was found by Einstein. C. Roy Keys In.

7 Apeiron, Vol. 7, No., Otober TABLE IV Diffusion of the alori mass in the Doppler-Voigt- Einstein Selforganization Einsteinium mass Relatiisti mass Newtonian mass Rest mass Laoisierian mass Calori mass Δ Total relatiisti Rest energy Calori energy energy Laoisierian energy Newtonian energy Einsteinian energy 6 ( ) 6 C. Roy Keys In.

8 Apeiron, Vol. 7, No., Otober C. Roy Keys In. TABLE V Total energy in the Doppler-Voigt-Einstein selforganization Redshifted selforganization 6 6 Blueshifted selforganization 6 6 Redshifted and Blueshifted selforganization 6 6 Voigt transformation - Aknowledgement I am thankful to Pael Pokorný for the ealuation of the used Taylor series.

9 Conlusions Apeiron, Vol. 7, No., Otober Doppler-Voigt-Einstein self organization should be experimentally obsered:., rel tuning in the iinity of the soure was obsered by ugnai, Ranfagni and Ruggeri in the year.., rel, rel tuning in the iinity of the obserer should be obsered.. Calori mass diffusion desribed in the Table IV and the Table V should be routinely obsered in relatiisti experiment.. Total energy of moing partiles desribed in the Table V should be obsered in relatiisti experiments. Referenes [] D. ugnai, A. Ranfagni and R. Ruggeri, Obseration of Superluminal Behaiours in Wae Propagation, Phys. Re. Lett. () -. [] J. Stáek, Eolution of Self-Organized Photon Waes, Apeiron (6) -7. [] J.J. areš et al., Phenomenologial Approah to the Calori Theory of Heat, Thermohimia Ata 7 () 6-. C. Roy Keys In.