; TeX output 2002.09.07:1152u0CU1F'홊*yNff cmbx12===ffTHEADORNMENT===pyN cmbx12------Yun-QiResultsof\Relativity"/V퍒XQ cmr12ChangyuWVangӍgK`y 3 cmr10cyw!ang@yun-qi.com b||http://www.yun-qi.comxTeoron!to,fOntario,Canada."='Sincetheyareextremelycontroversialwithto`day'sunderstandings3Jofphysics,wemayusethemasthetouchstonestoexamineifYun-QiKingdomexistsornot?dͽ=============================/V퍑"H1.TVoSdary'szVphysicsassumesthattheforcesaparticlereceivesfromthe xed"$electrical eldsourcesareconstanrtduringitsmoving.3$UnfortunatelyV,this -priorassumptionistotallyWRrONG!Theforcethata"$particle(receivresfromits xed eldsourceIS(NOTCONSTVANT.(ItwillvXary"$withthemorvingspSeedvofthisparticle.8TheformulawillbSe:0xÿg cmmi12~F̶=P(1!", cmsy10ōvn92|{Ycmr82۟Qmfe q  c2)x~F̾0wԽ(1)l̶=P(1ovn9 2 )x~F̾0wԽ(2)3$Where%F̾0 y)istheforcewhicrhaparticlereceivesatitsreststate,^v=vn9=c"$andthecisthespSeedoflighrt;"H2.FVrompSoinrt1,\ifaparticle'sveloScityapproachestothespSeedoflightc,"$thisrparticlethenwillreceivreNOjforce.=Therefore,thisparticlewillhaveNO"$accelerationatthattime,`OFCOURSEthisparticlecannotpassthespSeed"$oflighrt;v41*u0CU1F'홊"H3.If7wreuseotherforcesources,forexampleimagingifthisparticlelikesajet,"$thenwrecanbrokenthespSeedoflightceasilyV.8So:%*gThereisNOsp`eedlimit,andwecanpassthespeedoflightjustxlikewecanpassthesp`eedofsound!!!"H4.8ThemassofaparticlewillNOTcrhangeduringitsmoving.8Theformula::^mUR=ōm̾0Qmfe)g #-p -̉zg 41ovn92wӽ(3)3$iswrong;"H5.8Thetimewillde nitelyNOTcrhangeduringitsmoving.8Theformula:(tUR=t̾0DpDzg j1ovn92wӽ(4)3$isalsowrong;"H6.\ActuallyV,(pSoinrt|4and5canbeobtainedfromaspecialcasethatthemag-"$nitudeof}~?vaisconstanrt:ፍxC~‡FZ=URm̾0ōdd~v7Qmfe<  dt̾0wӽ(5)23$or:(1ovn9 2 )x~F̾0=URm̾0ōdd~v7Qmfe<  dt̾0wӽ(6)3$so:x'L~jiF̾0>$,ThereexistsNOrelativity,andthewholetheoriesoftherelativityaretotallyarti ciallyman-made.3$OnemaryaskthatwhymostofthepastandtoSday'sexpSerimentsstrongly"$suppSorttherelativitry?3$Answrer:`There~reallyexistsome\relativity"results,BUT~ktheyareNOT"$comingfromtherelativitryV,theyindeedcomesfromtheforce'sFACTOR:?y1v0 !2@cmbx82׽(11) ?3$===EXPERIMENTHINT|I===3$FVorthe xedelectrical eldforce,wrehave:3$To`day'sTheory::^mUR=ōm̾0Qmfe)g #-p -̉zg 41ovn92׽(12)A^F=URF̾0׽(13)3$So:ōmQmfe G  F"*=ōm̾0xQmfe)g #-p -̉zg 41ovn92 ōw1۟Qmfe [4  F̾0ؽ(14)7"*=ō10orxAS<0:1,Bthenwrecanalwayswritethe"$abSorveformulainthefollowing:2|qv q=URx=Ax=Aؽ(39)3$or:x=A $;=URxR Խqv׽(40)v46)u0CU1F'홊"3$====Norwlet'sseewhatwillYVun-QiTheorygive====23$InYVun-QiKingdom, theforcefactor(1fvn922 )isalsosuitabletoapplyto"$theLorenrtzforce,thatis:mF=UR(1ovn9 2 )(LorSentz5Force)=(1ovn9 2 )evn9Bؽ(41)3$WherebwresuppSosetheforceisintheplanewhichispSerpendicularbtothe"$magnetic led.QFVromYun-Qitheory,QNewton'slarwwillbSetrueforallveloScityV,"$thenwrehave:܍M(1ovn9 2 )evn9BX=URmō33v2233Qmfe q  Rؽ(42)3$or:Qnōǖ$vQmfeg  1ovn92o9=ōeBRQmfe  Wmc׽(43)e鍑3$or:UōGKv/Qmfeg  1ovn92=xhURRؽ(44)3$HereXthemassmisalwraysXtherestmassandwillnotcrhangeduringitsmo-"$tion.zComparingutheabSorveuequationwiththepreviouscorrespondingequation,"$wrecanseethebigdi erence.3$Solvingthisequation,wreget:"ٍ}v}=нEsڽEfe*jt1+ō G1۟Qmfeԟ  4xRJ2ѼōcE1۟QmfeП  2xR׽(45)#pk}=нRsڽRfe$N'~1+ōxA2۟Qmfe  y4ōxA۟Qmfe  ww2(46)pT3$afterdevreloping,wehave: C1 v y=UR1ōxA۟Qmfe  ww2+ōxA22۟Qmfe  y8Jōx_A24۟Qmfe  128[+׽(47)v472Πu0CU1F'홊3$Similar,wrethenhave:L󍍍Zqv q=URō33133Qmfe  2Fbx=A׽(48)3$or:x=A $;=UR2qv׽(49)3$Norwlet'slisttheabSoveformulasinthetable:2͍d$BffY ʍͤ36ff͟|TVoSdary'sTheory|ff|YVun-QiTheory|͟36ffffY Ϣͤcff%zf"PR/Jv ?=Fu鼾v콉ferFEK cmsy8p\FE\)t01RvI{2C/cffx$UR4=Fu _ v콉fet0'1RvI{2>M˟cff\'ffY ͤ wff뉍"e!v+e뉽=Fu1콉fee B@p ze1+P=*A2Gff@byv8=UR,q US,fe(+ ԍ1+Fu۾1۟콉fe@'4x jO QA28&Fu۾1۟콉fe@'2x jO QAKI wff z݉ffY ^ͤ36ffEʽqv q=URx=A x=A#d.ffqv q=URFu33133콉fe@'2jx=A$!Q36ffffYͤ36ffwPʽx=A $;=URxR ҽqv ffʽx=A $;=UR2qv! 36ffffY׽(50),ͩՍ3$FVrom_thetable,bwrecaneasilyseethatYun-Qitheoryhasnothingsame"$with)toSdary'srelativityV.XdSowealsocaneasilydetectwhichtheoryisindeed"$true!5pJFVorthesamexZR ի,Yun-Qitheorywillgivrethedi erentrealspSeedsofthe"$particlecomparingwithtoSdary'srelativity:wR1ʉff-* Ϣ͟36ffBI9 #R }ff&〽TVoSdary'sTheory͟36ff8YVun-QiTheory͟36ffݒNetDi erence͟36ffff-*ff-* ʍͤ36ff͟0.25ff09*0.242535625"w36ff0.236067977 \36ff]0.006467648 36ffff-*ͤ36ff͟0.50ff09*0.447213595"w36ff0.414213562 \36ff]0.033000033 36ffff-*ͤ36ff͟0.75ff09*0.600000000"w36ff0.535183758 \36ff]0.064816242 36ffff-*ͤ36ff͟1.00ff09*0.707106781"w36ff0.618033988 \36ff]0.089072793 36ffff-*ͤ36ff͟1.50ff09*0.832050294"w36ff0.720759219 \36ff]0.111291075 36ffff-*ͤ36ff͟2.00ff09*0.894427191"w36ff0.780776406 \36ff]0.113650785 36ffff-*ͤ36ff͟3.00ff09*0.948683298"w36ff0.847127088 \36ff]0.101556210 36ffff-*ͤ36ff͟5.00ff09*0.980580675"w36ff0.904987562 \36ff]0.075593113 36ffff-*ͤ36ff͟7.00ff09*0.989949493"w36ff0.931119202 \36ff]0.058830291 36ffff-*ͤ36ff ^10ff09*0.995037190"w36ff0.951249219 \36ff]0.043787971 36ffff-*ͤ36ff ^15ff09*0.997785157"w36ff0.967222067 \36ff]0.030563090 36ffff-*ͤ36ff ^20ff09*0.998752338"w36ff0.975312451 \36ff]0.023439887 36ffff-*ͤ36ff ^25ff09*0.999200958"w36ff0.980199980 \36ff]0.019000978 36ffff-*ͤ36ff ^35ff09*0.999592086"w36ff0.985816320 \36ff]0.013775766 36ffff-*v48 ;Ѡu0CU1F'홊3$It'speasytoreadtheabSorveptable.xFVorexample,Hifwresetthex,R=UReBRJ=(mc)="$1nBintheexpSerimenrts,#today'snBrelativitywillteachusthatthisparticleisinthe"$spSeed|7of0.707106781c,whileYVun-Qitheorywillpredictthatitactuallyis"$0.618033988c.8Boththeoriesharveshownthebigdi erencesabSove.3$FVorthehigherxzR |,wrehavefollowingdata:#N|pz1ff5! Ϣ͟36ffBoYR(ff/_TVoSdary'sTheory͟36ffYVun-QiTheory͟36ff%NetDi erence͟36ffff5!ff5! ʍͤ36ffǟ50ff80.999800060"w36ff 30.990049998 \36ffq0.009750062 36ffff5!ͤ36ffǟ75ff80.999911123"w36ff 30.993355555 \36ffq0.006555568 36ffff5!ͤ36ff ɟ100ff80.999950003"w36ff 30.995012500 \36ffq0.004937503 36ffff5!ͤ36ff ɟ150ff80.999977778"w36ff 30.996672222 \36ffq0.003305556 36ffff5!ͤ36ff ɟ200ff80.999987500"w36ff 30.997503124 \36ffq0.002484376 36ffff5!ͤ36ff ɟ300ff80.999994444"w36ff 30.998334722 \36ffq0.001659722 36ffff5!ͤ36ff ɟ400ff80.999996875"w36ff 30.998750781 \36ffq0.001246094 36ffff5!ͤ36ff ɟ600ff80.999998611"w36ff 30.999167013 \36ffq0.000831598 36ffff5!ͤ36ff ɟ800ff80.999999218"w36ff 30.999375195 \36ffq0.000624023 36ffff5!ͤ36ff˟1000ff80.999999500"w36ff 30.999500124 \36ffq0.000499376 36ffff5!ͤ36ff˟1500ff80.999999777"w36ff 30.999666721 \36ffq0.000333056 36ffff5!ͤ36ff˟2000ff80.999999875"w36ff 30.999750031 \36ffq0.000249844 36ffff5!ͤ36ff˟3000ff80.999999944"w36ff 30.999833347 \36ffq0.000166597 36ffff5!ͤ36ff˟4000ff80.999999968"w36ff 30.999875007 \36ffq0.000124961 36ffff5!ͤ36ff˟5000ff80.999999980"w36ff 30.999900004 \36ffq0.000099976 36ffff5!ͤ36ff˟7500ff80.999999991"w36ff 30.999933335 \36ffq0.000066656 36ffff5!ͤ36ff͟10000ff80.999999995"w36ff 30.999950001 \36ffq0.000049994 36ffff5!5"3$See,forxR'=100,toSdary'stheorywillmeanthatthisparticleisinthe"$spSeedof0.999950003c,=butYVun-Qitheorywillpredictthatitonlyharvethe"$realspSeedof0.995012500c."Thenetdi erencebetrweenthesetrwotheorieswill"$bSea0.004937503c.z Itisnotasmallnrumber.z I\hopeawecanuseexpSerimentsto"$detectwhicrhoneistrue.3$FVoranryrealspSeed,thebendingxjRwillbedi erenrt. Thefollowingtable"$listssomedata:v49 N u0CU1F'Y퍍:؟ff\Q ʍͤ36ff͟ʽRealVVeloScitryffV_TVoSdary'sTheory͟36ff YVun-QiTheory͟36ff UNetDi erence͟36ffff\Qff\Qͤ36ff0.20ffnd0.2041m36ffɼY0.2083{R36ff!0.0042G36ffff\Qͤ36ff0.25ffnd0.2582m36ffɼY0.2667{R36ff!0.0085G36ffff\Qͤ36ff0.30ffnd0.3145m36ffɼY0.3297{R36ff!0.0152G36ffff\Qͤ36ff0.35ffnd0.3736m36ffɼY0.3989{R36ff!0.0253G36ffff\Qͤ36ff0.40ffnd0.4364m36ffɼY0.4762{R36ff!0.0398G36ffff\Qͤ36ff0.45ffnd0.5039m36ffɼY0.5643{R36ff!0.0604G36ffff\Qͤ36ff0.50ffnd0.5774m36ffɼY0.6667{R36ff-H0.&36ffff\Qͤ36ff0.55ffnd0.6586m36ffɼY0.7885{R36ff!0.1299G36ffff\Qͤ36ff0.60ffnd0.7500m36ffɼY0.9375{R36ff!0.1875G36ffff\Qͤ36ff0.65ffnd0.8553m36ffɼY1.1255{R36ff!0.2702G36ffff\Qͤ36ff0.70ffnd0.9802m36ffɼY1.3725{R36ff!0.3923G36ffff\Qͤ36ff0.75ffnd1.1339m36ffɼY1.7143{R36ff!0.5804G36ffff\Qͤ36ff0.80ffnd1.3333m36ffɼY2.2222{R36ff!0.8889G36ffff\Qͤ36ff0.85ffnd1.6136m36ffɼY3.0631{R36ff!1.4495G36ffff\Qͤ36ff0.90ffnd2.0647m36ffɼY4.7368{R36ff!2.6721G36ffff\Q~fc"3$FVromtheabSorvetable,:weseethat,:sayV,fortherealvreloScityof0.25c,toSdary's"$relativitryhewillpredictitscorrespSondingbendingx{R۞is0.2582,rwhileYVun-Qiwill"$saryritiswrong,therealbSendingxRJis0.2667.Thenetdi erencebetrweenrthem"$are0.0085.3$FVorthehigherrealvreloScities,wehave:vg10 ^fu0CU1F'o3 sfjffl ʍͤ36ff͟ʽRealVVeloScitryffV_TVoSdary'sTheory͟36ff YVun-QiTheory͟36ff UYVun-Qi:8ToSdary's͟36fffflfflͤ36ff0.925000000ffnd2.4344m36ffɼY6.4069{R36ff/[f2.63(ޟ36fffflͤ36ff0.950000000ffnd3.0424m36ffɼY9.7436{R36ff/[f3.20(ޟ36fffflͤ36ff0.960000000ffnd3.4286m36ff[12.2449T36ff/[f3.57(ޟ36fffflͤ36ff0.970000000ffnd3.9900m36ff[16.4129T36ff/[f4.11(ޟ36fffflͤ36ff0.980000000ffnd4.9247m36ff[24.7474T36ff/[f5.03(ޟ36fffflͤ36ff0.990000000ffnd7.0179m36ff[49.7487T36ff/[f7.09(ޟ36fffflͤ36ff0.995000000ffnd9.9625m36ff[99.7494T36ff,kh10.01%)36fffflͤ36ff0.999000000ffnd22.344m36ffɼY499.75{R36ff,kh22.37%)36fffflͤ36ff0.999500000ffnd31.611m36ffɼY999.75{R36ff,kh31.63%)36fffflͤ36ff0.999900000ffnd70.705m36ff̬W5,000kP36ff,kh70.72%)36fffflͤ36ff0.999950000ffnd100.00m36ffɼY10,000{R36ff){j100.00"936fffflͤ36ff0.999990000ffnd223.60m36ffɼY50,000{R36ff){j223.60"936fffflͤ36ff0.999995000ffnd316.22m36ff[100,000T36ff){j316.22"936fffflͤ36ff0.999999000ffnd707.11m36ff[500,000T36ff){j707.11"936fffflͤ36ff0.999999500ffkt1000.00o36ff:1,000,00036ff&l1000.00I36fffflͤ36ff0.999999900ffkt2236.07o36ff:5,000,00036ff&l2236.07I36fffflͤ36ff0.999999950ffkt3162.28o36ffJ10,000,000 36ff&l3162.28I36fffflͤ36ff0.999999990ffkt7071.07o36ffJ50,000,000 36ff&l7071.07I36ffffl"3$See,D/there2Gexistthehrugedi erences.FVorrealveloScityv=:0:999c,D/toSday's"$theory2 givrethenumbSerx!R1=UR22:34,VbutYVun-QitheorywillpredictthisnumbSer"$should_bSe499.75.*FVorthespeedsnearthespeedoflighrt,}theresultsofYVun-"$Qi:willexactlybSeequaltothesquareofthecorrespondingresultsoftodary's"$relativitryV.3$FVord5thecrhangesbSetweentwo\realveloScities",sayV,0.99999d5and0.999995,"$toSdary'sEmrelativitywillgivethecorrespSondingchangesofxՃRequalsto(316.22-"$223.60))=92.62,(butYVun-Qiwillpredictthecrhangesof(100,000-50,000)="$50,000.Thesedhrugedi erencewillmeanthat,ifYVun-Qitheoryistrue,then"$aovrerysmallveloScitychangeswillcauseso-calledhuge\energy"change,Gsince"$toSdary'shigh\energy"isdeterminedbyxzR |.vg11 iu0CU1F'홊3$Thefollorwingtwotablesmayhelpusclearlytoidentifythesedi erences"$bSetrweendi erentinitialveloScitieswithdi erentveloScitychanges."3$FVorthelorwerveloScities,wehave:xfc"$ff! ʍͤ36ff͟RealVVeloScitryffV_VVel.8Changes͟36ffR!TVoSdary'sTheory͟36ffYVun-QiTheory͟36ff]ZDi erence͟36ffff!ff!ͤ36ff0.20ffm0.05T36ffW0.0541m36ff^0.0584{R36fff90.004336ffff!ͤ36ff0.25ffm0.05T36ffW0.0563m36ff^0.0630{R36fff90.006736ffff!ͤ36ff0.30ffm0.05T36ffW0.0591m36ff^0.0692{R36fff90.010136ffff!ͤ36ff0.35ffm0.05T36ffW0.0628m36ff^0.0773{R36fff90.014536ffff!ͤ36ff0.40ffm0.05T36ffW0.0675m36ff^0.0881{R36fff90.020636ffff!ͤ36ff0.45ffm0.05T36ffW0.0735m36ff^0.1024{R36fff90.028936ffff!ͤ36ff0.50ffm0.05T36ffW0.0812m36ff^0.1218{R36fff90.040636ffff!ͤ36ff0.55ffm0.05T36ffW0.0914m36ff^0.1490{R36fff90.057636ffff!ͤ36ff0.60ffm0.05T36ffW0.1053m36ff^0.1880{R36fff90.082736ffff!ͤ36ff0.65ffm0.05T36ffW0.1249m36ff^0.2470{R36fff90.122136ffff!ͤ36ff0.70ffm0.05T36ffW0.1537m36ff^0.3418{R36fff90.188136ffff!ͤ36ff0.75ffm0.05T36ffW0.1994m36ff^0.5079{R36fff90.308536ffff!ͤ36ff0.80ffm0.05T36ffW0.2803m36ff^0.8409{R36fff90.560636ffff!ͤ36ff0.85ffm0.05T36ffW0.4511m36ff^1.6737{R36fff91.222636ffff!ͤ36ff0.90ffm0.05T36ffW0.9777m36ff^5.0068{R36fff94.029136ffff!~fc3$FVorthehighervreloScities,wehavethefollowingtable:vg12 z[u0CU1F'hfS#٠zffP ʍͤ36ff͟ʽRealVVeloScitryffV_VVel.8Change͟36ffTVoSdary'sTheory͟36ff^_YVun-QiTheory͟36ff`sRatio 36ffffPffPͤ36ff0.925000000ffh0.025U36ffG0.6080m36ff 3.3367{R36ffd5.49ş36ffffPͤ36ff0.950000000ffk0.01S36ffG0.3862m36ff 2.5013{R36ffd6.48ş36ffffPͤ36ff0.960000000ffk0.01S36ffG0.5614m36ff 4.1680{R36ffd7.42ş36ffffPͤ36ff0.970000000ffk0.01S36ffG0.9347m36ff 8.3345{R36ffd8.92ş36ffffPͤ36ff0.980000000ffk0.01S36ffG2.0932m36ff25.0013T36ffa.11.94ǟ36ffffPͤ36ff0.990000000ffh0.005U36ffG2.9446m36ff50.0007T36ffa.16.98ǟ36ffffPͤ36ff0.995000000ffh0.004U36ffG12.381m36ff 400.00{R36ffa.32.31ǟ36ffffPͤ36ff0.999000000ffe0.0005#W36ffE9.267 k36ff 500.00{R36ffa.53.95ǟ36ffffPͤ36ff0.999500000ffe0.0004#W36ffG39.094m36ff4,000kP36ff^>102.32 ɟ36ffffPͤ36ff0.999900000ffb~5102536ffG29.295m36ff5,000kP36ff^>170.68 ɟ36ffffPͤ36ff0.999950000ffb~4102536ffG123.60m36ff 40,000{R36ff^>323.62 ɟ36ffffPͤ36ff0.999990000ffb~5102636ffE92.62 k36ff 50,000{R36ff^>539.84 ɟ36ffffPͤ36ff0.999995000ffb~4102636ffG390.89m36ff400,000T36ff[N1023.31˟36ffffPͤ36ff0.999999000ffb~5102736ffG292.89m36ff500,000T36ff[N1707.13˟36ffffPͤ36ff0.999999500ffb~4102736ffI1236.07o36ff "4,000,00036ff[N3236.06˟36ffffPͤ36ff0.999999900ffb~5102836ffG926.21m36ff "5,000,00036ff[N5398.34˟36ffffPͤ36ff0.999999950ffb~4102836ffI3908.79o36ff $40,000,000 36ffX^10233.35͟36ffffP"3$Norwlet'sseehowtoreadtheabSovetwotables.3$Example1,fortheinitialvreloScity0.50c,ifthevreloScitychanges0.05c,then"$toSdary'srelativitywillpredictthatthechangeofxR4VfromtheveloScity0.50cto"$0.50c+0.05cg@=0.55cwillbSe0.0812,gbutYVun-Qitheorywillpredictthatthis"$crhangeshouldbSe0.1218.MsThenetdi erencebetrweenrelativityandYVun-Qiis"$0.0406.3$Example2,fortheinitialvreloScity0.9995c,ifthevreloScitychanges0.0004c,"$then!thetoSdary'srelativitywillgivethatthechangesofthebSendingxRNzfromthe"$vreloScity?0.9995cto0.9995c+0.0004c=0.9999cwillbe39.0094,UPwhileYVun-Qi"$will~predictthiscrhangeisactually4,000.ThenetratioofYVun-Qitorelativity"$is102.32.*s獑3$===============================%3$ThefollorwingformulasmayhelpustocalculatethechangesofxzR |.8Since:vg13.u0CU1F'홊x=A $;=xnURAxA̾0=ō1Qmfe ԟ  xRq4ōƤ1۟Qmfe  xR̾0׽(51)׬3$wherethexA̾0ʽ=UR1=xR̾0iistheinitialpSoinrtwesetforacertainmagnetic eld"$BandacertainvreloScityspeedvofthecrhargedparticle.3$FVorYun-Qitheory,wrehave:ōm1Qmfe ԟ  xRܰōƤ1۟Qmfe  xR̾0=UR2qv׽(52)]^3$Solvingit,wreget:ݍx>Rս=ōxAs]R̾0Qmfe8>  12xR̾0 qvؽ(53)׬3$ThisistheformrulaforeasydeterminingthechangesofxR .tItmeansthat,"$once.wresetthecertainnumbSerxbDR̾0UwhichiscorrespSondingtoaveloScityvand"$aRmagnetic eldB,thenwrecanusetheabSoveformulatocalculatethechanges"$ofxzR$fromxzR̾0޽whenthespSeedcrhangesfrom\ov to\ov +qvm.3$SimilarlyV,fortoSdary'srelativityV,wehavethefollowingformula:x"R.=ōx^R̾0Qmfe2<  1x:RߍJ2g0uqvؽ(54)vg14i;u0{W!2@cmbx8!", cmsy10g cmmi12K cmsy82cmmi8Aacmr6|{Ycmr8XQ cmr12N cmbx12Nff cmbx12K`y 3 cmr10u cmex10