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Allen notes of current electricity, Schemes and Mind Maps of Medical Physics

It contains short notes and imp. Formulae of current electricity

Typology: Schemes and Mind Maps

2023/2024

Uploaded on 08/28/2024

soomya-barik
soomya-barik 🇮🇳

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Download Allen notes of current electricity and more Schemes and Mind Maps Medical Physics in PDF only on Docsity! —i» | > 7 = ! Current Eloteucits | Cun — gansag = Gy Elenite CunmUAt 1 —_ = -P2838ing thaou h unit aria —nonmat 4p thy S nak 4 Eleetr ee + sy lotmansion =Car~2 | Electric CLUE UO “ae | ie Taco te WMO UAC _.uaatisy” | era] | . I a | @= "TA | Ne HV = Tax { J = Nevd)] __I T= nNef-ee) ¥. a “om 7 OUD Hf eZ2zP \e, : ty) Fe Wetrsead Conductivity. (Ont) Sse * dts an \sctort Form _ a Ohm's tato. owe = a : a 7 f ~ _ : wo Ped ey TS ae aL =f \ Seger Sa 4 4s = _— qe _ 7 im P= a Ji fe GS = @) Find €liciaie —cunnead cleasr ty Od on, — | Sectian D 9 E —s ! | fe —\ Panne. _ - Il AOA] > ! i 1 —_ | v i val : _ Sains Tet 40 aE ! A 3.14 XCQ2X 107 a2 | JT = to x 10% | | 6223 4 x | “4 : : Pa ©. Pind €licinic cunnentcenaity 04° Dp"? =~ | | | _ sory) Ounrunt dans at pt.tp? = Is f ee MY OF PS _ (TLR?) oo UM — tanus° => X cQR. I RO | R' =Q2R4R =—3R ae - “aa v-/-f C Vor FL t (i) Re ft =) Ruristevity 6| eanclucton.. / V2 chanactinistier <= Fon ohmic Cineutt ) i) graph b/us — £uctric. potunrtics and < Cunmtnd Wa ee Ear Pon eee PeeaL a —1 Bort Non~ Ohmic eincuit i= - : —V-9 chanactinistie fon_9 on= ‘Ohar oni eC Cincurt. i non ~ Unvan. 9 Gin Am A). a - 5 v9 conductivity 0] cliocte . : damental { #* ohms {at ws not pe 4 Necture. : | Rui is dance 2 matical f Tk Fetoflanange de dha ‘applying PPabatiat ‘Gono {th EO mn nit = 2 on Ob CMe 2 An ny ae _ | Ruistivtly 7 / apecifie Rarigtaace | z= tani -~ Om. | | p= 4 oo ot = Weta. se Sun nds on rekituls a pn oed in oe €/ Roisin mafital ele 4) natunt o arn pind ons SH ee five Temp otal. - 2 | Vv) pinto} uf Oo} Elcinie — cunnunt =. atl Cenduciact + = ye ee —} > UNnth « oe te Rapp Kf _ - Ke 4 = 4 =F — QR oh Fa oe _ | A [. oe Cinit ef K - cr onl(mha) So (uy 39? |] a ~ 9) Sht_nuaistonc: ey cain ih tfiit cdi Staechee 2 and rms oJ a sortigioa Length “Find CLL Ronistance Oa ki a ASL =o — 3017 C) = LL = AL — Ci) _ a-v Z S wok. - <—I ai) viz Aleng) — Cit —np Vi=y.. (AL nn) = ACL) = A'S A ~— Civ) ND i A x ipo = Re - Rix 198 = oe Rix 100% [QS 4, + SR a 9 tu] diametea Oo] enineet by tind a0} TT) movstaner 2 Y ty Sore Raa > Rat — Ra A =DR= by oo Aft be pty. = pt: WN “ae jy x BD 00 EH fa i a R D —=-I6% + 7 | tes t9ich, —Qy Lt diqametn -o] coins bu Sa Bnd -Of, Oh ae oo foarstance © Son. Rad » Rad SR XA =) Reke a Ar /TDLA\Y OM _ _ “| — — RUL=AK Co 05 DY) “R= KC) OAR = RE = “Re = 2S RI-R X loo” a oe Ri. R a ik ee ee = 3).5 x100% = -2 i) Yi _ G At, SPT) BRIDGED ; - — : —_ —_ sO TR Tea Ge 2 TT) ITT TTT, es | 5 , | Find Roristancs % hip _ going Rus fh _=)__ ff Se = TURE =TURE) 1 Ra? - RP) Ebb ect a} fmpsnetunt co oO mivigtanc nce t= Rois nolueton /macterutau _clopindls- on , ot © are 5 Roristaaco o Aepinda_on_t of r material — ee Mm tn Limitzol Ql — eH 10. folimibecl Range oy Gemp— fre Po Cl txCt-Te)) es fre = Roi istavt Ol modanial ait? 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C14 K10) 3 = Ro Cit x30) By_alividing Gi) &@), Oo C? 2. €tP 3 = CIt300K) - Q C2 4 40x) BY BI - Qt4 oo KE OBB Y G2. 0 = 9.00325" 07 200k , 18 R 1D, fi tft Ruistanc at 14004) Soe VA aa C5XID-~ JOP CEXID YH ACHXII™ VB Vatlos+5= 2073 1545 -Va: VA +R =Ve2. - By VA -~Va = -8 vols Pe _ _ GV oa a CG) =< a ER RR ae final _s td. ~Vo » eS 900 oe . : : 4 —__ | 22) Va at ~ C85) $2Q=(EX5) 7 AO = DWIBUDVY ve — eS va -H- 40 ta-380—95 = A + e ott_2 —— __— kh : ey yp LAE —~92¢NVo- way oe + (2x3)— yt (2x2) =3= Ve | ve + 6-4 tt A <= Vo. —— il O=3— | Mea Vo= - Avolte——— - 3 =Vvo.———— fy Va -~Ve=?, Cva > Vo). “(Vo -Va) (O00 4.32 © /32VWU, V) Va-Ve-= (va ~ V0) 4 (Vo * Vo? =Fsago 4d) vi = IAT M, Hinchey? 9 faw J June ction 4 cunnons 1a ¢/aw CRCL ) > he uno. imo at thy eurqund —eliuctitl toterary, -Poirt— in" a cinciit us Eguat tothe Som; tthe cenment eléracted ALY. _freorn thy ie _ This claw 4 is Bascal 00_Consert. vation _ y chy —_ ———__ az pt."0? = bia tlrat styl - Q) find CN and vatiu of Cunrunst 29 YA ; O a : a €A —__— 1 | 1} VA G4 FO. __€ = -SA. Sol2:)) i| _ ene ee eens ar IES g } find cheruetton and Veeleee of. —ceerriuns ? {See Sol! § t5—to-3-Q ¢ (O-1O-5 +l=0 CP=5A). AAAA An LOA ttt ea >. AA PF ONYVNY EY £) ip NI “f | | ae 3 gi To Neg I Ca | Eppyy = = ayn) ) Ccarsscnud dra pn AR aoe i it —___| — ee oo GS 20 S002 lo = ore -~f =~ 30> ——__| 5 =90 +o=13f = - -25 4/0 -— (3¢ =O ~~. Wi 15 + 1386 =O k H — 130 =15 — I f=--+-/6 A | 13 3 A Ch Ff > e © ) | > ov aa 02 — S s | S5Q S600 | 7 re} Lo e Cc find cunt 7inau branchu2 SOM 10-3? - 92 =0 — —/0—-5? =O 5 KH (O CPE -28) a Ar ey Wing Ce at pt» CG aa — = 0) #02 — (Cp) Wy leing Kus 5 fn oop ABCHEFA, ~—3¢e° Odtt (O =O, 804 Bhi = 1m ean Using Kyl rn kegp CDEC » + — 6@, 4 362 =O. . tN Ca © Ae, 2 ih) fico _€9-CD aad Ci) | BCC 4 102) ¢ 66, 210. Ye. 4 8é. = 10 ——Civ. From €9 CD aad_Civ— aes 9G Ft B20) S/o. | — ll aes Cunt in Fach branch 2 — 4 4} 8 —— — | j JQ 42-1, —Es J ‘a s Ov’ vols = C= 9-O = 4A doy YBN | | ov -10v DLL CD | | on? (-=Clo) -(-20) = QA»