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P 2P,  ^ H` 6::` I` c $A* ?? ` J` c $A* ??c   ` K` c $A& ??c :  ` L` c $A0 ??@  ` M` c $A/ ??<` +  N` 0DgV R ~&SONU: Bu benzetim indksiyon mekanizmas1n1 ylesine a1ka gsterir ki, renci benzer formllere tbi Faraday indksiyon yasas1n1 daha iyi anlar. 23h%H ` 0޽h ? 3380___PPT10.S@Xt  tld(  d d 0/=ZT lFaraday indksiyon yasas1n1n ikinci uygulamas1 olan ak1 izgilerini kesen bir hareketliyi durgun kabul eden ortamda elektrik alan indklenmesi iin asl1nda Coriolis benzetimine pek gerek olmasa da yine de daha iyi kavramay1 salayacak arp1c1 bir rnek olarak, ii ak1_kan dolu halka _eklinde _effaf bir borunun dner disk sisteminde xy dzlemine paralel bir eksen etraf1nda dndrlmesi halinde iindeki ak1_kan1n alternatif ak1m gibi akt11n1n grlebilecei anlat1labilir. rencinin kendi etraf1nda dnerken byle bir halka boruyu kendisine gre belirli yatay bir eksen etraf1nda evirerek bu alternatif ak1_1 deneysel olarak grmesi salanabilir. Hidrolik indksiyon da denilen bu rnek, elektrik jeneratrlerinde sabit ak1 younluu alt1nda dndrlen bir sarg1 zerinde sinzoidal elektromotor kuvvet olu_umunun ktlesel benzeri iin arp1c1 bir rnek olacakt1r.6f82NH H d 0޽h ? 3380___PPT10.S`4 %'h(  h h 0?=f RBunun yerine Lorentz kuvvetinin, gzlem ortam1na gre bile_enleri dei_se de toplam1n1n sabit kalmas1n1n a1klanmas1yla da renciye gayet iyi kavrat1labilir. ^yle ki:  2 r Ed** hC  3" ib h c $X99? "`Ed**n h s *A% ?? !(") t hB c 6A)? j0212957"` >&-#2(`B  h 0D #t'U%t'n  h s *A1 ?? $ &%L' t  h 0A2 ?? uH!! n  h s *A3 ?? ( )! n  h s *A4 ?? T&|)  `B h 0D E&x!(x!n h s *A5 ??  ))"* n h s *A6 ?? 'N( n h s *A7 ?? -#(&) `B h 0D &&R!n h s *A8 ?? %)  n h s *A9 ??  !  hB 6lI=G^HWh  Edu!# (t h 0A: ?? %C!z&! n h s *A; ??  " `B h 0D x!x!`B h 0D U!n h s *A< ?? #  `B h 0D M!n h s *A= ?? |  n h s *A> ?? ;&w)[)* n h s *A? ?? ;&}()) n h s *A@ ?? ]%!&" n  h s *AA ?? $` %d! t !hB c 6AB? j0297551"`'p"L)$N "h S  X( ) #h bAC& A1k a_a1 k_egen Z(!)`B $h 0D !(!z)N %h S   n &h s *AD ?? l(|) h 'h c $AE ??!# H h 0޽h ?h 3380___PPT10.S` f     lf (  l l 0[=3- F GENEL SONU: 2 3 l 0`=T <1) 23 l 0=7  XCoriolis alan1n1n manyetik alan retiminde - 2-%` l c $A- ??p   l 0d= `,manyetik ak1 younluu 2  l 0c=Y Vvektrne benzetilerek anlat1lmas1, baz1 kavramlar1n renci taraf1ndan ok iyi anla_1lmas1n1 salayacakt1r. Faraday indksiyon yasas1 bunlar1n ba_1nda gelir. Ancak Coriolis konusunun Temel Fizik derslerinde anlat1lmas1 hem bu benzetimin anlat1m1n1 kolayla_t1r1r, hem de renci zihnindeki merkezka merkezcil kuvvet eli_kilerini ortadan kald1r1r.*_02,3#Lm1 1   l 0n= T  <2) 23R  l 08o= 7  renciye teorik derslerde bir_eyleri ezberlenme al1_kanl11 yerine kavrayarakO 2O *  l 0t=  renme al1_kanl11 verilmesi, ileride uygulama ve tasar1m konular1nda da haz1r bulduunu anlamadan al1p montajlama al1_kanl11 kazanmas1na engel olur. Kafa yorduu ve zaman ay1rd11 takdirde ou _eyi anlayabilecei ve geli_tirebileceine dair bir zgven kazand1r1r. 02 ,i ;WH l 0޽h ? 3380___PPT10.S@? xXkA3Id1XdPPIZޤ$I "9DgţzQ<DI$ML٬1lRegfg7>fRyǑ*p \P{ƐD[^S p r@d%)Dz-dM|wj xu$M D[,t"EG_jlaie2D' V֯M܃SX ]o=7PH+s) +dQǔ55}/efriAʛ/xGLϽ`CKD}5:vxF?`KB"@0fֿ@w߇ayz;;I:<;nG}E<' Fuq%8w1a IF -)[q]PqJQm~aiߧq[H& .[/=jcp yOsgs rIm2^Ǥպ]㥞Fjފw7W7۷Cŋ^1& x|VO[ @2M6JPNY CJJ R !0 2fmv fL ˘0Jm{5ϛĖ%yr%stN}_';QtriBG~$&~8^( {(hRtiXnC߁ }R$?wBBzu(7k._n7Y>?;Խ_sܻn6.;G_g~ocw{ӽ~:̠O#`JXxG;nt ~??a{E#izL-kg{c ːvt,ttDWӕy*>B'@W]:: ] 6tC B7n :)~O7n%t*t+h5t;!#4݉t:4ttO( 7݇νtEAЃ@=ZΆ =zh1W<zx 2DIЅ)S5?zT = ZM zIa9yaƟԷwHr! tso} }B>}"%WUkסo@߄}ڃwB߃!Ԁ~C?~s b^~ [bC 3ԁ@O 7A.T@pt$tt hХ 1eB&CW] 2t(]:tuЉItMZе@ׅ]ntc&Mf͡S[@NnBnt{94NН@wCwC -@ ?" 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