Review. Gravitational Forces in Vectorial Relativity

Transcription

1 Jounl of etoil Reltiity JR (7) -6 Reiew ittionl Foes in etoil Reltiity J Quinteo D n J Fno R BSTRCT: It is known tht ele s Lws n be eie fo the Newton s Lw of niesl ittion Fo oing this, ss is onsiee s n inible ete lthough this onsietion woks wonefully to sole ost of obles in stonoy lultions, s well s in ll hysis, when stl boy s sees e so high n ey eise esueents e euie, the efee ele Lws o not oe enough wht is exete Tht s why the enel Theoy of Reltiity teilize s it ws inietly ointe out by Einstein in 95, Newton n ele Lws o not onsie the eltiisti ition of ss with its eloity The uose of this eiew is to isuss the thetil n theoetil hysis unelying the eeloent of the lssil oel s well s the esenttion of n oh tht ntully onlues with oifition of the Newton s niesl Foe of ittion in oe to t its onetion to ss-ition oen iew (eltiisti) This wok onsies genei ible ss, without estblishing ny use of its ition (Einstenin, o ny othe) It is woth entioning tht lthough this oh ws not woke une the Einstein s enel Theoy of Reltiity, but une thee-iensionl enionent, it n be lie insie ny eltiisti gittion theoy, we isuss the onsetion lws n the eutions of otion in etil, n oie nube of (in ou oinion) inteesting n elent litions EYWORDS: niesl ittion Lw, ele Lws, ngul oentu, etoil Reltiity INDEX I Intoution II ittion fo Constnt sses ele Lws III Effet of ittion Fiel on Light I ittionl Lw fo ny Pi of sses Conlusions Refeenes I INTRODCTION This eiew oies n intoution to the oeling of gittion by tking ss ying with eloity, o in oe genel wy, ying with tie In this sense we he e n effot to kee the esenttion egogil The tile will (hoefully) lso be useful to esehes who wok in es isussing the ext liity of Einstein s enel Reltiity lie to gittion Thoughout the tile we will ssue tht Reltiity is the oe esition of ntue in the sense of ss ition, though we on t sy nything bout wht kin of Reltiity in oe to Ineenent Resehe, Pueto Oz, enezuel, JounlofR@hotilo h, 7 Ineenent Resehe, Cs, enezuel, jfno@yhooo

2 J Quinteo D n J Fno R: ittionl Foes in etoil Reltiity: h, 7 llow the ossibility of lition of ny theoy s we hoe tht the tile will be use by stuents n esehes who e not neessily exets in eltiity, we he eeloe the isussion with the silest thetil tools euie to buil oels of eltiisti objets ien the otentil fo futue litions of this folis, we he ote to bse uh of ou esition on Fno s wok on the se toi [] II RITTION FOR CONSTNT SSES EPLER LWS This toi n be esily foun in the litetue, but we e going to esent bief esition of it in oe to intoue the thee Fo this, we ssue tht gittion is entl foe, whih ens tht the ietion of foes between boies ttting eh othe e o-line with the line joining thei entes of sses Fo siliity we onsie tht one of the boies ttting the othe boy is fixe In this wy tjetoy of oing boy n be gien in ol oointes We will intoue the ible unit etos, in the ietion of the ttting foe, n, nol to, whih n be efine s: y i j x y b i e b (e) j x Fig Reesenttion in ol oointes of unit etos tking helion o eihelion s initil oint JR (7) -6 Jounl of etoil Reltiity 3

3 J Quinteo D n J Fno R: ittionl Foes in etoil Reltiity: h, 7 i os j sin ; i sin j os isin jos n ios jsin Letting, the following exessions n be obtine: n () By lying Newton s niesl ittion Lw to two ttting boies of onstnt sses n, we n wite tht: F Substituting the exession of eletion in () we ie t: This etoil eution oigintes the following two sl eutions: ) ) By eebeing tht ngul eloity is efine s, The fist eution n be witten s: Log Log Constnt Constnt fo, esue t eihelion Fo this lst esult n be infee the seon ele s Lw fo lnets otion, beuse the iffeentil eleent of e of the tjetoy esibe by the oing lnet in its oeent oun the sun, in ol oointes, is gien by: JR (7) -6 Jounl of etoil Reltiity

4 J Quinteo D n J Fno R: ittionl Foes in etoil Reltiity: h, 7 n the efee esult ilies tht the line joining lnet n the Sun swees out eul es in eul intels of tie, n the onsetion of ngul oent: Constnt (Seon ele s Lw) Fo eihelion n helion, this lw n be ut s: () The eeloent of the seon sl eution:, ies to the following eltion: (3) Whih, elute t helion stting fo eihelion, n eebeing tht, gies: ( ) Elute t eihelion stting fo helion, it gies the se onstnt esult fo the ition of iuses t eihelion n helion: ( ) fte this enthesis, the eution in () hs the following solution: os / e h fo ) (, e h h e h n () The lue of the ius gien by the fist exession in () oies the th of the lnet n it eesents oni with eentiity e, with the sun in one of the fous This ft ilies the fist ele s lw: the obit of lnet bout the Sun is n ellise with the Sun's ente of ss t one fous JR (7) -6 Jounl of etoil Reltiity 5

5 J Quinteo D n J Fno R: ittionl Foes in etoil Reltiity: h, 7 s it n be obsee in the fist exession in () the only ibles e the ius n the ngle The xiu ius, whih ous t helion, fo π, n be lulte s: / h ( e) ( e) (5) e e ( e) Thus, the length of the jo xis will be: ( e), ( e) e The length of the ino xis will be, fo tingle etngle whose sies e:, the hyothenuse, b the oosite sie n e, the bse of tingle : b ( e ) e Let T be the eio oesoning to one olete obit So, the io-eto will swee out the e π b of the ellise in T units of tie In this wy, fo seon lw, π b T π b π T e (6) Now, in oe to hek the thi lw, let s obtin the exession fo the see of the lnet t eihelion,, in funtion of the eentiity e Fo this we use the oet efinition of Enegy : F Doing the integtion between eihelion n helion, we obtin the Enegy onsetion lw: ( ) Silifying, n substituting fo (), ( e ( e) ) e ( e ) ( e) ( e) ( e) ( e) ( e) ( e) (7) Substituting (7) in (6), n eebeing tht ( ), we finlly obtin ele s thi lw: e π b π e π e π T π T (8) 3 ( e) ( e)( e) ( e) ( e) 3 JR (7) -6 Jounl of etoil Reltiity 6

6 J Quinteo D n J Fno R: ittionl Foes in etoil Reltiity: h, 7 The sues of the obitl eios of lnets e ietly ootionl to the ubes of the 3 sei-jo xis of the obits: T s it hs been eiously eonstte, ele s Lws n be obtine fo the Newton s niesl Lw of ittion But s it hs been ete wolwie in oen hysis, lue of ss eens on its eloity n eious nlysis oes not tke into ount this ft, it is not oet, t lest fo high eloities of lnets nothe iotnt set not eite by this nlysis is the ne of eihelion obsee in lnets otion, o tjetoies of lnets e not efet ellises Neetheless, it hs woke s goo oxition fo til uses Next setion els with the inestigtion of how ible ss s hoton behes une the influene of the gittionl fiel ete by ssie boy III EFFECT OF RITTION FIELD ON LIHT In this t it is shown tht nlysis of the ss of hoton, tete s ible ss (o eltiisti), ttte by ssie boy with gittionl foe gien by the Newton s niesl Lw of ittion, les to n eoneous n fllious esult This oul inite tht the tetent of gittion when ible sses e tken into ount eithe is not so sile s it ws with onstnt sses, o inites tht soething is lking in Newton s niesl Lw of ittion It is known tht lthough hoton oes not he est ss when it is teling t see, it hs E non-zeo ss gien by the oet eltionshi, [] ien this fetue of hotons, they n be ttte by the gittionl fiel of ssie boy n tke uiline th s ny othe boy Let s ell tht when hoton hnges its ss only hnges its feueny, so, its eloity gnitue,, eins s it is: n uniesl onstnt Let's stt setting u the oble in the following wy: Let hoton be ttte by ssie boy, ohing onto it t iniu istne enote by io-eto, esue fo ente of ss of the ssie boy to oint, lote t this iniu istne, suh tht io-eto, fos n ngle of 9 egees with the hoton s eto eloity, t P Let's ty to R fin the efletion of the hoton, oue onto its ible ss by the gittionl fiel of the ssie boy By onsieing gittionl foe s entl, gien by Newton's niesl Lw n utting hoton ss s the uotient between the line oentu, n the see of light,, we n wite tht: P R JR (7) -6 Jounl of etoil Reltiity 7

7 J Quinteo D n J Fno R: ittionl Foes in etoil Reltiity: h, 7 F (9) whee, is the gittionl onstnt, the ssie boy s ss, n the unit eto on the ietion ointing tows gittionl entl foe inus sign inites the onty sense of entifugl foe, Thus, by king: : () () Exessing, s befoe, in ol fo fo lne uiline otion the eto eloity of light,, n its eletion eto,, s funtion of the unit etos ( os i sin j ) n ( sin i os j) The ngle, swet by io-eto of the hoton s ss in its oeent with oigin in the ente of ss of the ssie boy, beginning t P fo t, until genei oint of the tjetoy, P Oeting on, we obtin: () lso, we n get: () Substituting these esults in (), iiing by, n silifying, it follows tht: this etoil eution oigintes the following two onitions: ) Wht is ultilie by, ust be zeo beuse gittionl foe only he oonent on, n b) Wht is ultilie by euls (3) JR (7) -6 Jounl of etoil Reltiity 8

8 J Quinteo D n J Fno R: ittionl Foes in etoil Reltiity: h, 7 Fo the fist onition, we obtin: fo, By integting this lst exession fo (, ) to (,, ) oint P of the hoton tjetoy, it beoes:, P, between n nothe genei ln ln ln Constnt () If we iie both ebes by, the see of light, we eognize in eution () nothe esion of the ngul oentu fo light, onstnt, tifying the onsetion of ngul oentu Lw Thus, we he obtine onsistent eltionshi () woking on the fist onition lying the seon onition n substituting by, we he: (5) Befoe woking on this exession, let s ty to obtin n euilent one to following genel Enegy efinition n known eltions () n ():, though the ( ) (6) On the othe hn, light see n be ut s: ( ) ( ), fo By intouing eutions (6) n (7) in (5), we obtin: ( ) (7) Substituting by : (8) This seon oe iffeentil eution, inhoogeneous, hs s genel solution: JR (7) -6 Jounl of etoil Reltiity 9

9 J Quinteo D n J Fno R: ittionl Foes in etoil Reltiity: h, 7 [ e e ] e B e Whee initil onitions fo obtining the lues of onstnts n B, e: fo ngle, R, n, beuse ius is iniu t P Thus, the exliit n genel solution fo ny genei oint P, on the tjetoy, beoes: R e R e [ e e ] R osh [ osh ] (9) Let s nlyze this esult If inste of ssie boy thetil oint existe single ( ) ttting the hoton, inste of uiline th the hoton will esibe etiline oeent, 6 *R R se 8 6 R osh,5,5 Fig Diffeenes between lssil eution () n eution () n its ss, enegy n feueny will ein onstnts In suh sitution the well-known fist ele s lw lies n lso its genel solution: ; whee h ; fo Rse () R h h os R But, the solution gien by eution (9) is R osh Then, eution (9), fo, fo ny, gies s esult fo ius: R osh, whih is inonsistent n not li In ft, its solution iffes fo the oet one gien by eution () JR (7) -6 Jounl of etoil Reltiity 3

10 J Quinteo D n J Fno R: ittionl Foes in etoil Reltiity: h, 7 ssie ttte onstnt ss th (lssil solution) P R P [h (/R - h)os] Fig 3 Clssil solution Retiline ss th P P R R se Fig Solution of eution () Clssil solution fo P R P R osh Fig 5 Solution of eution () fo (!) Thus, we he to o n inentoy of esent ssutions n ostultes in this eeloent: ) See of light is onstnt s in etiline s in uiline otion It oe ostulte It will be intine ) Definition of hoton ss, ible It oes fo the eious ostulte 3) ittionl foes e entl It hs wonefully woke fo onstnt oing sses We will sustin it ) Definition of Newton s ittionl Foe hs been ete s li fo oble ible sses In utho s oinion, s it hs been shown in eious eeloent, it n be esue to be li only between stti ttting boies, o fo boies tht oe t onstnt see une the tttion of gittionl fiel (iul otion) Now, let s look fo gittionl lw exession, so tht logil n exete esults e obtine I DERITION OF THE RITTIONL LW FOR PHOTONS JR (7) -6 Jounl of etoil Reltiity 3

11 J Quinteo D n J Fno R: ittionl Foes in etoil Reltiity: h, 7 Let s ty to fin out whee the wekness of Newton s ittionl Foe oul be Thus, let s estt the nlysis of hoton une the effet of gittionl fiel oue by ssie boy Let s wok with genel eutions tying to oi s ossible, ssutions Let s stt suosing tht we on t know the exession of the Newton s uniesl gittionl foe The seon onition in eution (5) keeing s entl the unknown gittionl foe, F : F () By eseing the efinition of the gittionl fiel: F F F F F fo, F ; o, Whee, enotes the gittionl fiel Fo (7) we n ut () s: () ( ) F (3) Let s obtin othe genel eltionshis, in oe to oe the with the oiginl Newton exessions We know, by the lw of onsetion of the ngul oentu, tht: ( ) So, fo () we n estblish the following eltion: ( ) ( ) ( ) king the integtion fo the iniu ius (eihelion) to genei ius: ( ) Wht is just like to wite: JR (7) -6 Jounl of etoil Reltiity 3

12 J Quinteo D n J Fno R: ittionl Foes in etoil Reltiity: h, 7 ( ) ( ) Fo hee we n obtin: ( ) ( ) ( ) ( ) ( ) ( ) ( ) ( ) ( ) By eebeing tht, this tkes us to eltion siil to tht of the solution fo the lssil se of onstnt ss: ( ) On the othe hn, ( ) ) ( In this wy, we n wite own the following ext exession fo hoton s otion: JR (7) -6 Jounl of etoil Reltiity 33

13 J Quinteo D n J Fno R: ittionl Foes in etoil Reltiity: h, 7 () siil exession is foun in lssil nlysis fo onstnt ss (exet fo the seon te t ight): (5) Let s wok on this lssil exession to estblish soe itei to oientte ou eseh When in elliti otion onstnt ss, oing fo eihelion,, ss though helion, beoes null Tht is wht the lssil eution (5) ens Eluting (5) t helion we obtin: Chnging the oles of etes o whih is just like to sy tht we e eluting (5) t eihelion but oing fo helion Thus, we obtin: Fo these two esults, it follows tht fo ny onstnt ss tht oes ellitilly oun ss : Obsee tht this lst exession is the ngul oentu fo onstnt ss, elute t helion n eihelion: By tking this lssil solution s lue o s stting oint fo eeloing ou stuy in siil nne fo hoton s otion, n eebeing fo the esult obtine by lying the fist onition fo hoton,, llow the seon te t the ight in eution (6) being oifie in siil wy s: (6) In this wy, we woul be in the se sitution s befoe, when we wee in the lssil se Fo n elliti otion of the ible ss of hoton, oing fo eihelion,, n just ssing though helion, the il eloity beoes null t this oent Tht is wht is eue fo JR (7) -6 Jounl of etoil Reltiity 3

14 J Quinteo D n J Fno R: ittionl Foes in etoil Reltiity: h, 7 eution (6) Eluting (6) t helion n t eihelion, s befoe but now fo hoton, we obtin: (?) s we see, these two eutions le to the ontition tht iuses t eihelion n helion e foe to be eul gien the onstnt see of hoton, nely, only iul otion is llowe by eution (6), n wost of ll, onsetion of ngul oent is not esee, beuse if How to bek this illogil liittion? Fo nlyzing wht hene with lssil se, we onlue tht ou gol shoul be to obtin fto insie eution (6) tht soles the inonsisteny of iuses, eseing the onstny of ngul oentu fo hoton s otion Then, we he to look fo n exession slightly iffeent to tht of (6) suh tht fte eluting, iuses ontition beoes boken n we n ie t the eulity of ngul oentu, t eihelion n helion, ie: We he foun tht the following genel exession fo, with fto of the line oentus uotient ultilying the seon te t ight, fulfills the euieent of the ngul oentu s onsetion n iuses liittion is boken: (7) Peious one is the genel exession stting fo eihelion By onsieing s stting fo helion, the following genel exession shows u: (8) Eluting eutions (7) t helion n (8) t eihelion, we obtin the exete exession of onstnt ngul oentu, whih ws ou oete n exete gol: JR (7) -6 Jounl of etoil Reltiity 35

15 J Quinteo D n J Fno R: ittionl Foes in etoil Reltiity: h, 7 Whih ilies tht ition of iuses, stting fo eihelion o fo helion, hs lwys the se lue: siil sitution is obsee fo onstnt sses in eution (3) Fo iul otion of hoton oun the ssie boy whee, ;, n the following esult ises: Obsee efully this obble ext esult, whee, iul otion of hoton of light eens on the ss of the ssie boy, n hs ius tht hs uniue lue: Fo instne, if the bouny of the boy, t B /, is insie the ius of the iul otion of the hoton, ie, B < /, then this boy is known s blk hole, beuse hoton of light whose eihelion,, is between these two lues < only n he n ellitil otion P B P < oun the blk hole If its eihelion will be into the blk hole boe then it will stike the boy sufe n it will be bsobe lso, it is woth noting tht obtine esult,, is hlf of / the ius known in the eltiisti jek s Shwzshil ius [3 ] This esult oul be lso obtine fo the ey fist iffeentil n ext eution (3), though Fo instne, fo onstnt ius (iul otion) Newton s ittion hols n it eily ises: Fo fte this neessy oent, let s ontinue Obsee tht the exession (7) tkes iliit ssuing the eulity gien next, whih will be ontinuously heke thoughout ll this wok (9) Stting fo the exession (7), let s ty now to obtin the exession fo the gittionl fiel Fo tht, ou sttegy will be to tke eities eltie to tie, in oe to onstut n eution siil to the eution (), whee the foe n theefoe the gittionl fiel e unknowns Oeting on eution (7): 3 3 JR (7) -6 Jounl of etoil Reltiity 36

16 J Quinteo D n J Fno R: ittionl Foes in etoil Reltiity: h, Thus, eling n egouing, by obseing tht: Hee we ust ke the te between enthesis null, beuse eution (3), fo the se of the hoton, oes not ontin this te Sine within the enthesis it es the ittion Fiel like ible, this onition tkes us to obtin it In ft, fo: We finlly obtin the exession fo the gittion Fiel: If we substitute in this obtine exession, the exession eiously ssue by tht ext one in eution (9), we obtin oe silifie exession fo ittionl Fiel: (3) Obsee tht, oing to this wok, we he ie t n ext exession of the ittionl fiel fo hotons lso, it n be obsee tht gittionl fiel eens, not only on the ius but on the line oentu of hoton This ens lso tht Newton s ittionl Foe fo hotons will he the following new esenttion: JR (7) -6 Jounl of etoil Reltiity 37

17 J Quinteo D n J Fno R: ittionl Foes in etoil Reltiity: h, 7 F (3) fist onlusion of this stuy is tht the oiginl Newton s Lw of niesl ittion, s it is known n lie fo the se of hoton, fo exession (3), oing to this eeloent is li only fo iul otion of hoton, whee, ; By using nothe oess of ineenent eition, in oe to hek onsisteny of the ssution in (9), we shoul obtin nothe wy to get to the exession of the Fiel Reeting eution (9): Silifying n seting ibles, with the isble ultilitions, we obtin: Diffeentiting both ebes, ultilying by - n eling: We obtin tht both exessions obtine fo the ittion Fiel e eul, n theefoe the exete onsisteny in the ssue eltion is obtine This is luble esult in this seh fo the exession of the ittionl Fiel, beuse iffeent oesses of iffeentition oiginte linely ineenent eutions Yet we will ontinue heking the exession ssue though othe outes We will ty now to obtin the eltionshi between ius n line oentu Fo the ssution (9), we n esily obtin the exession fo, n lso fo : JR (7) -6 Jounl of etoil Reltiity 38

18 J Quinteo D n J Fno R: ittionl Foes in etoil Reltiity: h, 7 (3) Let s ke soe onetul heks on these esults We shoul exet tht fo, the line oentu be ositie lue, finite n less thn the oentu t the losest oint t, whee hoton hs its xiu enegy: < > In ft, thus it is, whih inites oheent esult itionlly, it is lso exete tht fo n infinite ius, beuse ngul eloity is null,, n oing to the genel eution fo eloities (7), the lue of shoul be eul to the eloity of light Fo the ext exession in (), obiously, we shoul he this esult Thus fo, we he: Thus, s it ws exete, we he: On the othe hn, oeting with the ssue exession in (9), by eoking the onsetion of the ngul oentu n eution of eloities (7) we he: ( ) ( ) JR (7) -6 Jounl of etoil Reltiity 39

19 J Quinteo D n J Fno R: ittionl Foes in etoil Reltiity: h, 7 Nely, the ssue exession is onsistent s in iul otion s in elliti, o boli n esets the onsetion of ngul oentu In su, until now in the heking oess the ssution hs suessfully sse I RITTIONL LW FOR NY PIR OF SSES Let s ty to follow siil oeue fo eeloing gittionl tttion between two genei ible sses fo obtining genel exession siil to tht of eution (7) Reeting eition oess: F F Substituting oely, F By eseing the efinition of the gittionl fiel s uotient between Foe n ss: F F F F F F ; ;, ) ( o, fo, (33) Whee, enotes the gittionl fiel The seon onition lie to ss oing oun nothe one oigintes n eution siil to tht of following eution () F JR (7) -6 Jounl of etoil Reltiity

20 J Quinteo D n J Fno R: ittionl Foes in etoil Reltiity: h, 7 ( ) (3) By following the se oeue one fo hoton, stting fo the onsetion of ngul oentu lw, we he: ) ( ( ) ( ) ) ( ( ) ( ) ( ) ( ) ( ) ( ) ( ) ( ) ( ) ( ) ( ) ( ) ( ) ( ) ( ) JR (7) -6 Jounl of etoil Reltiity

21 J Quinteo D n J Fno R: ittionl Foes in etoil Reltiity: h, 7 ( ) ( ) ( ) ( ) ( ) The ext exession obtine fo sses, nlogous to tht of hoton s eution (), by following siil oeue to tht of hoton s, is gien by: ( ) (35) n the exession to ssue, nlogous to tht of eution (7) tht ensues onsetion of ngul oentu beoes: (36) In ft, eious one is the genel exession stting fo eihelion By onsieing s stting fo helion, the following genel exession shows u: (36 bis) Eluting eutions (36) t helion n (36 bis) t eihelion, we obtin the exete exession of onstnt ngul oentu: JR (7) -6 Jounl of etoil Reltiity

22 J Quinteo D n J Fno R: ittionl Foes in etoil Reltiity: h, 7 Whih ilies tht the ition of iuses, stting fo eihelion o fo helion, hs lwys the se lue: This exession is the extly the se obsee fo onstnt sses n siil to tht fo hotons, s onseuene of eution (3) We see tht the ssution in this se inoles the following tes: ( ) Silifying this ssution: By tking eities fo obtining the oesoning eution fo lte euling to tht in (3), it will be obtine the genel exession of the gittionl fiel fo ny i of sses: JR (7) -6 Jounl of etoil Reltiity 3

23 J Quinteo D n J Fno R: ittionl Foes in etoil Reltiity: h, 7 Silifying gin, the looke fo exession ises: (37) Obsee tht exession (37) fo the gittionl fiel eues to tht of hoton, fo, gien the onstny of the see of light Exession (37) fo iul oeent of ss oun nothe ss, whee fo,, n, nely fo onstnt ss, lso eues onsistently to the known exession fo the Newtonin gittionl fiel: t this oent we n eh the onlusion tht the oiginl Newton niesl Lw of ittionl is li only fo onstnt sses whih is the se s sying tht it is li only fo fixe sses o t onstnt see in iul otion o in fee etiline otion In this wy, the genel exession of the gittionl foe between two sses: n F, tht oets tht of Newton, is finlly obtine s: F (38) Othe eltionshis tht n be obtine e: JR (7) -6 Jounl of etoil Reltiity

24 J Quinteo D n J Fno R: ittionl Foes in etoil Reltiity: h, 7 (ss) (39) (oentu) () (Rius) () (Ril eloity) () (enei eloity) (3) We shoul sy tht the only set tht we he not onsiee yet hee n tht oletes this stuy in the sense of efining eltiisti gittion, is the iffeent esenttions of ss eing in this eeloent, whih uses the following ss efinitions, esue by n obsee t the fixe oint : the est ss (hnge of nottion is to istinguish it fo the ssie ss P ), the initil ss, when it is oing t eloity n is ssing by t the iniu istne fo P ; n the genei lue of ss, esue when it hs nothe genei eloity n nothe genei ius, s so it ws obtine in eution () in the Reiew esente in st issue [3]: ss in etoil Reltiity, bse on Fno s wok [], whee, elling (with new nottion), they wee elte ong the s: 3 3 () JR (7) -6 Jounl of etoil Reltiity 5

25 J Quinteo D n J Fno R: ittionl Foes in etoil Reltiity: h, 7 CONCLSIONS s in eious efinitions of ss o enegy, gin we e in the se sitution: It is neessy to hek the exeientl lition of this oh Fo exle, until now we he not foun ny eltion between gittion n tie s it is in Einstein s enel Theoy of Reltiity o between the see of light n gittion s it is foun in the see of signl when it goes oosite to o llel to the gittionl foe The uy of new efinitions of ss, enegy o ittionl Foe igoously obtine, oing to us, in this wok n in eious ones, efee in the Reiews ublishe in this n eious issues, will obbly euie futhe eseh n olex exeients with known est sses elete t sees lose to tht of light in oe to estblish the oetness of ou wok These tsks obbly oul be ossible to hiee by next yes See in the News, in the fist t of eious Jounl, the tile Euoen new tile eleto: The Lge Hon Collie (LHC) It is lso elent to ell the heks one by ofesso Pith n Pofesso Thoson t IT of the esueents to sses istint of hotons in whee it oes tht ss ies with eloity s it ws one of the jo outoes of the Seil Theoy of Reltiity The onseuenes of these ontols tify tht eltiity is oet ision of ntue The olete tile E sses tough IT test n be e in this issue in the setion NEWS REFERENCES [] J Fno R etoil Loentz Tnsfotions Publishe by EJTP on Febuy 5th 6 EJTP 9 (6) 35-6 [] J Fno R Enegy in etoil Reltiity, E Publishe by JR on Noebe 6th 6 JR (6) -7 [3] J Quinteo D n J Fno R ss in etoil Reltiity Publishe by JR on Noebe 6th 6 JR (6) 33- JR (7) -6 Jounl of etoil Reltiity 6