Special Theory of Relativity, Study notes of Physics

Download Special Theory of Relativity and more Study notes Physics in PDF only on Docsity! Modenn Physic Leche Notes eorterd$ DQ OWN OF ayuankum meelanic/ © Feature of ebffl teary (3) compgen <beel ORZGIN- OF GUAN TUM | MEcHaANT ECS OK AR end of tre WR century Pry Confit -esdenrtialy ol Newton f client me Chaniel am Hokwell| theory. a} E le ebt. OMoGneeyf m . ™) aoth Cemtury eleftieat Phydit Pot been Chotlemg ed oY dees Mary ot Pronk t j A— Re boda} Lhe clomuin 2 Mitzofeopic clomain ( Phoboelactaie efeel bloek body Qacradten ee.) D Boe p boty Padtioction » oa env, E,Av = =e F TAY AEP Cont Oxblin tplecbe— Black boty ol joctien eunve _ Py ¢ tepocletle ctect fakef i: Boe 19 1) @ worth ee ». 7 biaee , -/Xinum epee y eons Ayr meta fondac mF eset and, . eet joi? Phofon Io D chet QZ [0 e& > fing Sk cede - k€-< lev O4 KE 4A[E-6) Gare E-g (EE) oye = WY, = hep wm he iis am . pt Prafon Ne ro) , be a eledmn Joe Sf went I? 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Linetic EnUvY of tar Phofoeke Aer] . ; GD) The Jobbing pokertiag coe] not dipent The gtr if BE Ree fntidert Light rif preord prot te ED. LL of fre hoffe ef etre of indebendent of Frspertity potent peu oy — Chageital Reo 2 \> etibdemee of Phreflola Preaveney 2P fleroht finmediate emition Of Phofsely Chr 3> DTndtpendnce of -£. of Prue Prtenhy om. Aipethonee. OX Bocaire n oy = : Tin. Oe ree a ae Formule (7) = be ~ (24% Gy “bat | a i Con) AC 4) oa SOc Tey oF One beeton, 3 0, -(3.3% OD 1240 a | = +3 Ae Pox le | —_ = jo ° ( bee 5 as Lab of Preauency 1-5 tind Hin oh, AEs frcewenty sf ine “he > herkefellesedm npikiv 2, ara Whar > fol PRoke ck atria eumeat SF Aoweney yo? ale ed and jntorfiy double @ Joon KL GH) one—ewitth ren, CC) dowleh L512 Pay toekekaie effect 0.45% > No wD }) Qos, them & Wedel fomfecee A jdluninacted cit aL RLOROW — gh Croavelerngcta, A tre qeobring peferti ANY Tt Aare Anon dace V4 \lominccte ad Cvi% gas asation oes 27, a Axeti oA 7 Oe 4 es as fa Kirehell (riqeelarvate*t QD ANID, OF DA | pale kano =O = HE — he ”\o = he _ he _ Cve nr Xe © EVa = eH ~Q 4  jae We 2x Ke ys AKL Awe me be =) 27 Re PR eG = € : Do a =) Maw BED NE 3h ao FA. Gore 49) “ suecvelo rt Ske berg bekoatt “A rR aX —y) OY Threphold cuavelorgtr 9 he yy yt st exvs eh ex 3% a 7 Like , ro x aM 1 Da hBF = =e © 2 Za (hY - Vis te 3 Fao 62110 Lay nT | _ - \5 | Va we = &Me E- | Kone E-) = Avg | i -24 i > Fry 2 CLAN rex 26 i 2 ; |: oxy!” Lee [o [ | i SS Ekedy(< Field Corpout ay Clogtlm Ha eb gursiietion vaticl Loita Hime ay. Ea ( exhrust —E Sin wl CoSuy, +) fOnyre a 13 canst Cue [xl eer! Ww = Bx 10? cee | | hn pana Jatt On Gee met of HW oj ]< J fea Zev Max, \Cihefic crerry th ev 7, | fy*. . I f | = = erst eS jaw eofagp- i com AER a CrUSinw Epa, x) = ROG = Esinfwcunde ~ Sino, ) \ = Bet u, i } wy fe cy, Sin (wep —ar CIRC Hep =E Finan, ETP = 3. gq~ 2 cme a feet a Th f-frela OL foticotes oticcteA wr hh OK com pad anton | gen ey = A Mealep) coda, whe ob mia fekLod ing Ane arventiey art pope WN kee Srete| ao “| Os, fe? C Oyo , E = aC + Cod 4) el Oy a ly wl 7 Ee = etn, gens Cafe, 2 ‘ AY : Cre = AEAVWATY, (2 en Sigg AUG pow 7 wae Hee / a me wae t Te 2g we yea Combhon alFecg : a | ime a = my Ae TA a pee » one>> "sa D Gone NOM. . nite, Be \ D coercing, ab Tadd emecy AD 4 Suttud V-pvy (A A) Cembten effec - baal oo ® par He Combfon aldiyveh fhe Seadtentng ef ich eee ee he vy OW Carbon Q 4oruyet amd ye Uy - a pettered dnt e ifn a Lrg. cueyele Gtr fon Ubon fre fasya: tha _fh-th  | \ 4 tober N I of “Me ewdvele pg, / y ates iH! tr ex \ | Anely ‘ | el Et . “ke ~hne © o meter Loni nul ; | SAN a) Comptes n prt : listry- 5! A N-A = be cj es§) AGr-*) = te (1- off) q' > wavelength Of Seocttered plifon , VOY) 2) reidonk 9 m—> wet of em QD Seattering amg of Photon. C- ”) 2 <A) aD Compton BH. PF grap- N=pD, (1-25¢) OS mr ow C orpton Gott Orb. fe Ne: = = De compton —— Ldvdanetin ol — jncidonk Key! hath of [f 0.500 #) » oh Ky Za phon, crs avedengetin Ne iA ®, 024 Ry *he yale oF Kh Longett- aye prfdibe Forte feathered 7 gor HW OSA A Io tg Lowedengti, of G cee teh theron id | | CO poncin a “fre b= |so y Ye 2 | SAR WADA HA . = 0. ESoot2 K-74 | DP DN= 0.5488 R elltion Wy ay) Curd yl. | Als A +2-C- ob) ye mip TRel ealf) D = | 6) I+ BEC ogy) = Vv Dea Ee RE ty 4g) Ee [A= de aye tx. ber hy- hy'efé ~ cy, 2 ete = | Kyleing =) kG} = Kw : Aol sig ~ ot J ete = IXrelH |... 2) ee ke walt (eg) eS p Sng Coke = Ute) “Cirep ead _ Cre) Cregg) = eele = — hv or Whyck = kv wihkl be _ etoen 9 a te bes Sin Sing (te ) 2Sin dy / Dsing ayy, = Ctred RY, ) @ pee Kay nu’ = hy (1% ) _ i ite, = NY | te etc | ) jrede) - cj FoC\-w@ x ( 1-238) \te(- ae | = : The nan. k-k. o} Feecoih here, . rs =) = hv (BE) [<o /wavelongt, olongel{\ Croce namdel | EN Kee Carpton Seatkening ob ~p bY Phokeny yneidamke Wik Qunvebnipty ae ee! \ 1 \wagpendmat of » PK wart A Twrexenbey Mertesdtag » £9 roe ih No J ee oe at i tefowt ANG Torendeg Usd Toeneding amet. | A teerion O- Ree Phofen. N = Bitwe oh BL ae n- 1%) YD oR En SG)” Peta Se fence a oe Phaben ge anttie dk. fon a Fe. fie < eb CUIKK an Ele efron OC ree TE fhe comin a tA phofr Yo 3.25 x7 m Ffeum toot ong iH ring ™ —@ 1590 eo! Qo La ect JA 2 348 x7 => 0-325 PN <7 = Del (j- ef d | } Jo.srben tee (Iaip) ADT Sse net 7) |- olf = Dane 3g =) tod {— Ye = T/¢ corned ified 20S" (4g) = 99 Yao | <= 1 (eof ; OE alt ve Sane 7 fi sen of Cre of | ante be $ Fer phifen Dofes | vboht "4 es C YP ok stank 6 Ain Th Ree Hecoi puoflovring i (are ) fe < ‘ @ a a ponent oni / a | nsf of / rn Pract of ee phibr 2 wh pte “fie > ‘ he ° nr LAY ih 1@) dome f SINE Ae Ci sesp) BS cen tambon Senicing foe C0004 of nddent| Xe eh Phofon 'fo5o Mev, cine n “th pearotted | greeolh e 4 found “fo fave eCOsrryy a.joft ey. | The angle of feattering of parton ae ida i cher woonen Ne : bE O |e prey i Energy of Seaftoved, phojbn =o.deft<ev . Ale i -64 (1-9 ) 7 a9 - Bee BC -e5¢6) =) O.5-9.4 sae int id me ( I) 2 /\-+56) = = 0. SI! aj efp=l- ee oy ee 1- S “A A <3. \) & = & \ ey