Phương pháp giải các bài tập Vật Lý 12

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Phương pháp giải các bài tập Vật Lý 12

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FE2'!.Y'4R"#'b2'c .I$! f/  4R  .R'E2'c '!.Y'.I$!2/4M^+.?._+Y'4R!.I$!2  4R.I$!2  h#'b"4R'E2'c '!.Y'2/+Y'B@/_B /.I$!2  4R2   N i/2  @//]B2        2 2 2 = + 4R  % 2 1 T * 2 2 T  8N i/2  (!(!2  2%2  *2  4R 2 2 2 1 2 1 1 1 T T T = +   Fjk"#'b'c .I$!l.15'4d/'/HER/=/<'c - /"0' )  F!.Y'.I$!m"b *f/l ! '/HER/=/<'c .I$!)+ ∆l"#`'c .I$!C456'789∆l% + 2 )+ *F/HER/.I$!CFl '8 %l ! *∆l *F/HER/'c .I$!2/4MC./"#$ l%l '8 *$ 2/'/HEd$E@ l%l '8 O$ 2/'/HEd.< *F/HER/'='">/'c .I$!l + $ %l '8 *& *F/HER/'='/[E'c .I$! l +/ %l '8 O& ⇒1UEV max min cb max min 2 A 2 +  =    −  =   l l l l l  F!.Y'9+  nop'T''ab'4H'/HER/'c '!.Y'.I$!m"b4d/∆l%; eh#8/]>'c .I$!m"b mg l k ∆ = ⇒  l T g π ∆ = eh#8/]>'c .I$!9+<+^Bm/<'--'/<q  (/mg l k α ∆ = ⇒  (/ l T g π α ∆ = r#.I$!'-"#'b2,'/HER/l"_''YR'T'.I$!'-"#'b2  ,2  ,s4R'/HER/b.Rl 1 , l 2 ,s'-kl = k 1 l 1 = k 2 l 2 = … 1"23045' )  F!.Y'.I$!m"b N ='"Rt/!.I$!T'p.<4MC/'-./"#$   u)F $ v ! v '8 ∆v !  w " %2∆l*$ 2/'f'/HEd$E@  0 w " %2∆l O$ 2/'f'/HEd.< 8N ='"Rt/'='">/w "+ $ %2)∆l *&Jw "+ $ )J∆l )+J&)+ 'N ='"Rt/'='/[E w "+/ %;2/&≥∆l)4MC.I$!'-'/HER/=/< w "+/ %2)∆lN&2/&x∆l )4MC.I$!'-'/HER/'='/[E w "+/ ).='2y!4H"45)  F!.Y'9+  nop'T''ab'4H.='"Rt/'c '!.Y'.I$!m"b4d/∆l%; e='"Rt/,.='t/Bp' ='"Rt/ ( ) ( ) ( ) neáu 0 neáu l A ñhM ñh ñhm ñhm F k l A F k l x F k l A l A F = ∆ +   = ∆ + ⇒ = ∆ − ∆ >   = ∆ ≤  8='t/Bp' 0 hpM hp hpm F kA F kx F =  = ⇒  =   0 2 0 hpM hp hpm F m A F ma F ω  =  = ⇒  =    .='t/Bp'.Ead4H456'789 67  C456ZBZ"7  8%9∆' : ;. 67  C456' !Z"7  8%<∆' : =< +6='t/Bp' 0.='Bp't/).R.='70 !"#'!4M.R.='"[" 4M4H456'789).R_B.=' 'c 'T'.='T'p.<4M$yB !"#,.Ead4HFw%Ni$d/$.R.0"#'c 4M + 7 >) 8?9@*AB#C.6 + 7 > 8:9@*DB#C.6 E"F'G5'(' ) • ]z{  % 1 2 2$  e{  ]z)|J$./"#)+ • h#z{ " % 1 2 +4  e{ " h#z)|J44M@')+A( • Fz'c '!.Y'.I$!{%{  *{ " %{ + $ %{ "+ $ % 1 2 2&  % 1 2 +ω  &  %'!( {'z)z._)|&8/<"#)+J+2@/._)2 Fjk"#z4R]z8/]/<"/HEI '}'E2~% T 2 !^''}?(@K~%K H"BI*J*K&  *+ω% π K% T π  % m k *+&(op'ab'&  %$  * 2 2 v ω !^''T''ab'2T' + hH'!'!$b4d/4&% )  ω v x + ]E4%4 + $ ⇒$%;&%  + $ ω v + hH'!'/HER/UE•">!F€&%  CD  + F!.='w r&• %i&&% K F MAX   L  + F!. + $ 4R. +/ &%  +/ ll MAX −  + F!'z!^'"#z'='">/!^']z'='">/&% k E d/‚%‚ "+ $ %‚ + $ %    KA  + F!. F ,. + $ !^'. F ,. + $ &%. + $ O. F !^'&%. F O. +/ *+ϕ\"/HE2/126'6'8 "?E%;, o o x x v v =   =  ,/V/B._/T'"[+ϕ'!/T 5%8: Fjk" B._/T'4H> e(/ %(/8 ⇒    +−= += ππ π   kba kba 2%;,,s e'!( %'!(8 ⇒  % ± 8*2 π )2%;,,s + Ek NM"/g!'/HE4:;→(/ϕL:J"/g!'/HE7+4x;→(/ϕM: NFT'D_B"^'8/1 N@'D// .R.j'4MUE Fg!'/HEϕ8Nπ<!692/%;,$%;,4:;⇒ƒ%N 2 π )  N@'D// .R.j'4MUE Fg!'/HE7+ϕ8π<!92/%;,$%;,4x;⇒ƒ% 2 π )  N@'D// .R.j'4MCϕ8:92/%;,$%&J4%;⇒ƒ%;6. N@'D// .R.j'4MC7+ϕ8π92/%;,$%−&,4%;⇒ƒ% π ) 6 r#(@D_B2T''c  ϕ  2/%;,$%  A ,4%;⇒ƒ%N L π )  2/%;,$%N  A ,4%;⇒ƒ% L π )  O"#$*PQ@*RQ*ST*K$)  I) ! " C  "„"DI7+u,8T26&4„p'u$m"bd.<4Rp'∆ 4Ea-'4d/u$>/u C ! "$T'"5456b'c 4M'E0["#I"HE ]E4M !"#"/HEI 'E0["#'}'/HE'f456'c 4M'E0["#I"HEC8<BV/p'u$ ]E4M !"#"/HEI 'E0["#_''/HE'f456'c 4M'E0["#I"HEC8<T/p'u$ C / "•T'"5-'UEy /V(oi/4M !"#"/HEI C$  4M'E0["#I"HECr i/4M !"#"/HEI C$  4M'E0["#I"HEC -'UEy.Rϕ% · ru )g!'/HE_'2/+"tt nop'T'2/]b'f'"[+/T5'c ϕ)  C 1 "•T'"5D// 'E0["# t ϕ = ω 4d/ω.R?(@@''c  !"#"/HEI ) A(  P $ ∆ u r  ϕ  UVD// YZ"[4M"/ *\$%;"]$%&A)!^'_'.>/.RA *\$%;"]$%N&A)!^'_'.>/.RA *\$%&A"]$%&)!^'_'.>/.RA… *\$%N&A"]$%N&)!^'_'.>/.RA… Fjk f/u.RE"/[+'c UEX">!F€4Rr.RE"/[+'c u€JD// "/\u"]r.R 12 OM T t = , D// "/\r"]€.R 6 MD T t =  \456'789 0x =  456 2 2 x A= ± +Z2!VD//  8 T t =  \456'789 0x =  456 3 2 x A = ± +Z2!VD//  6 T t =  FE0["#\u"]€.R'E0["#'M+?"HE) 0; av a v< ↑↓ r r ,'E0["#\€"]u.R 'E0["# ?"HE) 0; av a v> ↑↑ r r  M@''='">/2/UE 456'789)./"#892a,892a2/C8/<)./"#'='">/ W"#$DXP@*G*S*PQ>*  I* ! " C  "•T'"5>T/'E0["#'c 4M>/D/"/[+  4R   †D/"/[+  $  %‡J4  :; 04  x; †D/"/[+  $  %‡J4  :; 04  x; C ! "6UE`"D N WE`"D4M"/"_'\D/"/[+  "]2/UE 456$  .?'E@/'}!2!VD// \  "]   *6      − % ˆ76' %*8,4d/.RB?E0< *n  %P& 8N 6UE`"Dn  4M"/"_'\D/"/[+4M"/UE 456$  .?'E@/'}"]456$   *'z'b4R!456'c $  ,$  4R'/HE'c 4  ,4  "[$T'"5UET'E0["#'c 4Mˆ+aV 894„ *= 4R!4„"[6n   'N M0UE`"D4M"/\D/"/[+  "]  .Rn%n  *n   N FjkWE`"D Neáu thì 4 Neáu thì 2 2 Neáu thì 4 T t s A T t s A t T s A  = =    = =   = =    (E0  Neáu thì 4 Neáu thì 4 4 Neáu thì 4 2 2 t nT s n A T t nT s n A A T t nT s n A A   = =   = + = +    = + = +   Y"#$@*Z*K[& *•T'"5D// 'E0["#)'-[TBp>… *•T'"5UE`"D"/"_')'-[TBp>‰ *64M@'E8 n 4  =   S  :"%&'(0J*K&  Fab'6?(@-','E24R?(@ !"#'c '!.Y'" *?(@-'ω% l g 4d/    l 2 g: gia tốc trọng trường tại nơi treo con lắc (m/s ) : chiều dài của con lắc đơn (m) *FE2G%π l g *?(@K% π 1 2 l g  FE2G !"#"/HEI 'c '!.Y'"2/ 0"Š/'/HER/ f/  4R  .R'E2'c '!.Y''-'/HER/l  4Rl   *F!.Y''-'/HER/.R 1 2 = +l l l 'E2 !"#.R  % 2 1 T * 2 2 T  *F!.Y''-'/HER/.Rl%l  Ol  'E2 !"#.R  % 2 1 T ‹ 2 2 T  L FE2'!.Y'" 0"Š/g!/1"#  o T . t T 2 ∆ α ∆ = 4d/ o o o T = T' - T t t ' t ∆   ∆ = −  ⇒nhit đ tăng th! chu k! tăng v$ ngư&c l'i !"-Chiều dài biến đổi theo nhiệt độ : l = l o (1 +αt). α.R1(@CR/)i N  .R'E2'c '!.Y'C/1"# !  ~.R'E2'c '!.Y'C/1"# ! ~ P FE2'!.Y'" 0"Š/g!"#' !(!4d/+^"Z  T h T R ∆ =  4d/∆%~O ⇒T’ ln l*n hơn T !"-.R'E2'c '!.Y'C+^"Z ~.R'E2'c '!.Y'C"#' !(!4d/+^"Z Œ.R8T26T/hZŒ%…P;;2+ S D// '>0 ,'M+'c "ttUEV.Y'!2!VD//  τ  ∆%~O:;"t"t'>0'M+ ∆%~Ox;"tt'>0  i!VD//  ,'M+ ∆% τ  T T ∆  !"-.R'E2'c "ttUEV.Y'2/'>0"j,#8!\ τ .R2!VD// " $y … FE2G !"#"/HEI 'c '!.Y'"2/'5E<+T'p'c !>/.='2a"Š/ ~%π g' l 4d/ : chiều dài con lắc đơn g':gia tốc trọng trường biểu kiến    l d/ F g' g m = + r r r 4d/ F r !>/.='2a"Š/T'p.<'!.Y'  nop'T''ab''#4g'"[+~ *]E w r '-B9+ ) w r ⊥  r ~  %  *  w +    ÷     … i/"-,>/F,'!.Y'.1'(!4d/Bm"b-'% w *]E w r m"bd.<) w r r ~% w + ~x *]E w r m"bd$E@) w r r ~%* w + ~: FT'>!>/.=' *='"/1D F r %U E r w%U ]EU:; F r '}B,'}'/HE4d/ E r ]EUx; F r '}B,_''/HE4d/ E r *='UET6 F r %O+ a r F ngửụùc chieu a F ma = r r Fjk'E0["#m ?"HE r a '}'/HE4d/ r v 'E0["#m'M+?"HE r a _''/HE4d/ r v ' !"# (%n ; '!()*!^'q%q ; '!()*4d/(%q.,n ; %q ; .4Rq ; ; 4%(~%Nn ; (/)*%.q ; '!()** %4~%N n ; '!()*%N .q ; '!()*%N (%N q. 2V"n ; "-4 /I&'I("-4 /I$ /61b'"#'.MB %N (%N q. e ; ) v S s = + J ; v gl = + 16Fz " ; ; ; ; t mg E E E m S S mgl m l l = + = = = = d/ " E mv= ) !( t E mgl c = "F'G]@*Z0'3F^R5'( z._ !"#'c '!.Y'" - ẹoọng naờng : W ủ = mv 2 . NTheỏ naờng : W t = = mgl(1 - cos) = mgl 2 . - Cụ naờng : W = W ủ + W t = mgl(1 - cos) + mv M@''c '!.Y'>/45670g!_B4d/Bm"b+#-' 4% ( ) l o 2g cos cos =''z70'c '!.Y'>/45670g!_B4d/Bm"b+#-' %+)L'!('!( ! !"#_GJ6*(*`]a[b]A #cde h#.1'B /Q / !"#'}?(@$ %& '!()* 4R$ %& '!()* *h#.1'B /Q !"#$ (!4d/$ % ]E:; : $ B $ ]Ex; x $ 'M+B $  *FT'/T5"^'8/1'c "#.1'B  ∆ϕ%2π4d/2%;ˆ / !"#'}B ∆ϕ%)2*π4d/2∈Žˆ / !"#_'B ∆ϕ%)2* 2 π 4d/2∈Žˆ / !"#4EaB  € !"#Š_B$%&(/'!()ω*ϕ */<"# !"#Š_B&  % 2 1 A * 2 2 A *&  &  '!()ϕ  Oϕ   Fjk&  O&  ≤&≤&  *&  & + $ %&  *&  2/$  '}B 4d/$  & +/ %&  O&  2/$  _'B 4d/$  * 8 "?E    ϕϕ ϕϕ ϕ CosACosA SinASinA + + = 6#f#g=hCiNj 6r#'!.Y'.I$! !"#Y?4d/8/<"#&,1(@+ (T • eWE`"D4M"/"_'"].j'\.>/.R      kA A S mg g ω µ µ = = eh#/V+8/<"#( E+•/'E2G.R  P Pmg g A k µ µ ω ∆ = =  en@ !"#='/1"_'  P P A Ak A N A mg g ω µ µ = = = ∆ eD// 4M !"#"].j'\.>/  P  AkT A t N T mg g πω µ µ ∆ = = = )]E'!/ !"#Y?'-6E?!R4d/'E2G  T π ω =  /6/1_'#C$V0 2/K%K ;  0ω%ω ;  0% ; d/K,ω,4RK ; ,ω ; , ; .R?(@,?(@-','E2G'c .=''‘8b'4R'c 1 !"# ssssssssssssssssssssssssss 6klBmklno 6kl 6Cp\q"λ%4%4AK !"-λd'(-J)(FE2G'c (-JK)’?(@'c (- 4@'"#E0H(-)'-"45b4d/"45'c λ !6e*K&\q >/"/[+uE u %&'!()ω*ϕ >/"/[+r'T'u+#"!>$<BE0H(- en-E0Hg!'/HE'c p'u$E r %& r '!()ω*ϕN x v ω %& r '!()ω*ϕN  x π λ  en-E0Hg!'/HE7+'c p'u$E r %& r '!()ω*ϕ* x v ω %& r '!()ω*ϕ*  x π λ  /6'rJsQ>t4>*%u)  ]) !  “ # ∆Α $  u u $ r $        x x x x v ϕ ω π λ − − ∆ = = ]E"/[+"-9+<+#BE0H(-4R'T' E+#2!V$   x x v ϕ ω π λ ∆ = = 2V"Đơn vị của x, x 1 , x 2 , λ v$ v phải tương ứng v*i nhau ]E"/[+"-9+<+#BE0H(-4R'T' E+#2!V   d d v ϕ ω π λ ∆ = = Q"/[+ !"#'}B   d d v ϕ ω π λ ∆ = = %2π⇒%2λ)2∈Ž"/[+?Z ! "#'}B '-%λ 8Q"/[+ !"#_'B   d d v ϕ ω π λ ∆ = = %)2*π⇒%)2*λA)2∈Ž"/[+ ?Z !"#_'B '-%λA 'Q"/[+ !"#4EaB   d d v ϕ ω π λ ∆ = = %)2*πA⇒%)2*λAP )2∈Ž"/[+?Z !"#4EaB '-%λAP  NFb_.t/'-)O8d'(-%)Oλ 16!/1_E0H(-<(_/70,70"_'26'6' !"#8C/ +'7+"/14d/?(@ I"/1.RK?(@ !"#'c 70.RK 6klv 6o*\ZUV eh?E'@"5!^'"?E !"#3.Rj(- eh?E=!.R8p(- e /"/[+"@/$b4d/ EUE j(-.Ea !"#_'B  e /"/[+"@/$b4d/ EUE 8p(-.Ea !"#'}B  eFT'"/[+<70"HE !"#4d/8/<"#2a"Š/⇒z._2aE0H"/ ei!VD// /Q  /.?(_/70'z )'T'B?o"/UE F.Ro 'E2G !6%rQq\qS*Kw\G^R0l" e /"?E.Rj(- e )   l k k N λ = ∈ n@8p(-%(@8-(-%2 n@j(-%2* er#"?E.Rj(-'I+#"?E.R8p(- )  )  P l k k N λ = + ∈ n@8-(-E0<%2 n@8p(-%(@j(-%2* /6e*K&\qS*Kw\G^RC)v*i đầu C cố định hoặc dao đng nhỏ l$ nút sóng eh?E'@"5)j(- (-d/4R(-BV$>>/ !( B u Ac ft π = 4R ” !( !()  B u Ac ft Ac ft π π π = − = − (-d/4R(-BV$>>/r'T'+#2!V.R !()   M d u Ac ft π π λ = + 4R ” !()   M d u Ac ft π π π λ = − − (-\>/r ” M M M u u u= +  •   !()  !()   (/)  !()     M d d u Ac c ft A c ft π π π π π π π λ λ = + − = − /<"# !"#'c B?o>/r  !()   (/)   M d d A A c A π π π λ λ = + = eh?E=!)8p(- (-d/4R(-BV$>>/ ” !( B B u u Ac ft π = = (-d/4R(-BV$>>/r'T'+#2!V.R !()   M d u Ac ft π π λ = + 4R ” !()   M d u Ac ft π π λ = − (-\>/r ” M M M u u u= +  !()  !()  M d u Ac c ft π π λ = /<"# !"#'c B?o>/r  '!()  M d A A π λ = Lưu ý: e d/$.R2!V'T'\r"]"?Ej(-8/<"#  (/)  M x A A π λ = ed/$.R2!V'T'\r"]"?E8p(-8/<"#  '!()  M d A A π λ = 6#kl / !! 'c  /(-BT \ /Et(-2]_Bn  ,n  'T' E+#2!Vl •y"/[+r'T' /Et.?._  ,  (->/Et   &'!() u ft π ϕ = + 4R   &'!() u ft π ϕ = + (->/r! /(-\ /EtE0Hd/    &'!()   M d u ft π π ϕ λ = − + 4R    &'!()   M d u ft π π ϕ λ = − + / !! (->/ru M = u 1M + u 2M        !( !(    M d d d d u Ac c ft ϕ ϕϕ π π π λ λ − + +∆     = + − +         /<"# !"#>/r    !(  M d d A A c ϕ π λ − ∆   = +  ÷   4d/   ϕ ϕ ϕ ∆ = − Chú ý: en@'='">/ )2 Ž   l l k ϕ ϕ λ π λ π ∆ ∆ − + < < + + ∈ en@'='/[E   )2 Ž     l l k ϕ ϕ λ π λ π ∆ ∆ − − + < < + − + ∈ 1. Hai nguồn dao động cùng pha (   ; ϕ ϕ ϕ ∆ = − = ) eh/[+ !"#'='">/  O  %2λ)2∈Ž n@"D!^'(@"/[+)không tính hai nguồn l l k λ λ − < < eh/[+ !"#'='/[E)2a !"#  O  %)2*  λ )2∈Ž n@"D!^'(@"/[+)không tính hai nguồn     l l k λ λ − − < < − 2. Hai nguồn dao động ngược pha:(   ϕ ϕ ϕ π ∆ = − = )  ; [...]... ve: R L Biờt tõn sụ dong iờn l f = 50Hz; R = 10 3 , L = V tu iờn co iờn dung C = 3 (H) 10 A B 10 3 (F), UAB = 120 V 2 a Tinh tụng tr oan mach; b Tinh cng ụ dong iờn hiờu dung trong mach c Tinh hiờu iờn thờ hiờu dung hai õu mi phõn t trong oan mach trờn Bai 3: t mụt hiờu iờn thờ xoay chiờu u = 120 2 cos(100t (V) vo hai õu oan mach gụm mụt bong ốn chi co iờn tr thuõn R = 300 v tu iờn co iờn dung C = 7,95àF... iờn thờ ụi vi dong iờn xoay chiờu: + Khi cho biờt biờu thc cua cng ụ dong iờnI i = I ocos(t + i) (A), ta viờt biờu thc hiờu iờn thờ hai õu oan mach di dang: u = Uocos(t + i + ) (V), Trang 12 PHNG PHP GII BI TP VT Lí 12 + Khi cho biờt biờu thc hiờu iờn thờ hai õu oan mach: u = U ocos(t + u) (V), ta viờt biờu thc cng ụ dong iờn trong mach di dang: i = Iocos(t + u - ) (A) * Da vo gia thiờt ờ cho ờ tim U... iờn tr R thi cụng suõt tiờu thu trờn oan mach at gia tri cc ai Tinh gia tri R v cụng suõt cc ai o Bai 12: Mụt oan mach iờn xoay chiờu gụm mụt cuụn dõy thuõn cam co ụ t cam L = 1 H, mụt tu iờn co 10 3 F v mụt biờn tr R mc nụi tiờp vi nhau Hai õu oan mach ta duy tri mụt hiờu iờn thờ 4 xoay chiờu u = 120 2 cos100t (V) 1 iờu chinh biờn tr ờ cụng suõt tiờu thu trờn oan mach co gia tri 84,84W 60 2 W Tinh... Trang 16 PHNG PHP GII BI TP VT Lí 12 Bai 2: Mụt may phat iờn cung cach mach ngoi mụt cụng suõt P 1 = 2MW, hiờu iờn thờ gia hai cc cua may phat l U1 = 2000V 1 Tinh cng ụ dong iờn hiờu dung do may cung cõp, biờt hiờu iờn thờ cựng pha vi cng ụ dong iờn 2 Dong iờn c a vo cuụn s cõp cua mụt may biờn thờ co hiờu suõt H = 97,5% Cuụn s cõp co N1 = 160 vong, cuụn th cõp co N2= 120 0 vong Dong iờn cuụn th cõp... thờ k = 0,1 Coi hiờu suõt cua may biờn thờ l H = 1 (cho biờu thc cua hờ sụ biờn thờ l k = Trang 17 n1 ) n2 PHNG PHP GII BI TP VT Lí 12 Bai 5: Mụt may biờn thờ, cuụn s cõp co n1 = 1000 vong, cuụn th cõp co n2 = 100 vong Cuụn th cõp c mc vo mụt mach iờn gụm iờn tr thuõn R = 12, cuụn dõy thuõn cam co ụ t cam l L=0,016H v tu iờn co iờn dung l C = 320àF Biờt tõn sụ cua dong iờn l f = 50Hz, hiờu iờn thờ hai... ngoi vờ quy ao M Lu ý: Vach di nhõt NM khi e chuyờn t N M Vach ngn nhõt M khi e chuyờn t M Mụi liờn hờ gia cac bc song v tõn sụ cua cac vach quang phụ cua nguyờn t hirụ: 1 1 1 = + v f13 = f12 +f23 (nh cụng 13 12 23 L H H H H n=6 n=5 n=4 n=3 n=2 Banme n=1 K Laiman vộct) CHNG VII HT NHN NGUYấN T 1 Hin tng phúng xa * Sụ nguyờn t chõt phong xa con lai sau thi gian t - N = N 0 2... co iờn dung C Duy tri hiờu iờn thờ hai õu oan mach: A u = 200 2 cos100t (V) thi cng ụ dong iờn hiờu dung trong mach l 1A 1 Xac inh gia tri iờn dung C cua tu iờn; Trang 14 R C B PHNG PHP GII BI TP VT Lí 12 2 Viờt biờu thc tc thi cng ụ dong iờn qua mach v hiờu iờn thờ tc thi hai õu mi dung cu iờnj; 3 Tinh cụng suõt tiờu thu cua oan mach Bai 10: Mụt oan mach iờn xoay chiờu RLC co iờn tr R = 50, C = 1 2.10... ng vi k = 0 õm phat ra õm c ban co tõn sụ f1 = 4l k = 1,2,3 co cac hoa õm bõc 3 (tõn sụ 3f1), bõc 5 (tõn sụ 5f1) CHNG III DềNG IN XOAY CHIU Trang 11 PHNG PHP GII BI TP VT Lí 12 DNG 1: TễNG TR - CNG ễ DềNG IN - HIU IN TH * Tinh tụng tr bng cụng thc theo cõu tao hoc cụng thc inh ngha: : Z= R 2 + ( Z L Z C ) 2 hoc Z = U Uo = I Io *Tinh cng ụ dong iờn hay hiờu iờn thờ t cụng... thu cua oan mach trong trng hp ny 2 Xac inh gia tri ụ t cam cua cuụn dõy ờ cụng suõt tiờu thu cua oan mach l 100W Viờt biờu thc cng ụ dong iờn qua mach trong trng hp ny Trang 15 PHNG PHP GII BI TP VT Lí 12 Bai 15: Mụt cuụn cam co iờn tr thuõn r = 10, ụ t cam L = 0,159H mc nụi tiờp vi mụt biờn tr R v mụt tu iờn co iờn dung C V biờn thiờn Hai õu oan mach duy tri mụt hiờu iờn thờ xoay chiờu u = 200cos100t... tr thuõn R, cuụn dõy co ụ t cam L v tu iờn co iờn dung C mc nụi tiờp vi nhau Biờt tõn sụ cua dong iờn l 50Hz Hiờu iờn thờ hai õu cuụn s cõp l 220V, cng ụ dong iờn hiờu dung qua cuụn s cõp l 0,032A = 212 F = 2 A, cụng suõt tiờu thu cua mach th cõp l 5W, iờn dung cua tu iờn l C = 44 10 4 àF Tinh gia tri iờn tr R v ụ t cam L cua cuụn dõy, biờt hiờu suõt cua may bng 1 15 Bai gii: n2 U = 10V n1 1 U1 2 . UEX">!F€4Rr.RE"/[+'c u€JD// "/u"]r.R 12 OM T t = , D// "/r"]€.R 6 MD T t =  456'789 0x = 

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