Dipoles RC

May 26, 2018 | Author: fethi1 | Category: Electric Current, Capacitor, Voltage, Electromagnetism, Quantity
Share Embed Donate


Short Description

Download Dipoles RC...

Description

@JI^D]\B 7

9

MD^ÝFB \@

Fb `hembepi}br| 9%

i|ai}r|bp

Mbp`|d~}dhe ! Ptalhfb

Re `hembepi}br| bp} gh|aä mb mbrz fiabp `hemr`}|d`bp *i|ai}r|bp$ pä~i|äbp ~i| re dph! fie} i~~bfä mdäfb`}|dyrb *wb||b& id|& gdfa ~fip! }dyrb& ad`i& `ä|iadyrb$& mhe} fi |b~|äpbe}i! }dhe ptalhfdyrb bp} mheeäb gdor|b 7!9% ◈

 I

L                   q

dphfie}

Gdo% 7!9

\bai|yrb ; re `hembepi}br| eb fidppb ~ip ~ippb| mb `hr|ie} `he}der%

  ; de}bepd}ä bz~|daäb be ia~ê|bp *I$

s

 0%

y

Ifoäl|dpi}dhe mb f—de}bepd}ä

@hepdmä|hep re `hemr`}br| ~i|`hr|r ~i| re `hr|ie} m—de}bepd}ä ilph! frb  D  mhe} he eb `heeiå} ~ip& i ~|dh|d& fb pbep |äbf% He h|dbe}b i|ld}|id|b! abe} *miep re pbep hr miep f—ir}|b$ fb `hemr`}br| ~i| reb gfê`jb mbppdeäb pr| fb gdf& `b yrd mägded} f—de}bepd}ä ifoäl|dyrb d% ◈

9>>

piwhd|!gid|b

`hr|p

bzb|`d`bp

`h||doäp

Fb pbep `jhdpd bp} i~~bfä pbep d ~hpd}dg% Gdo% 7!0 Pd fb pbep |äbf mr `hr|ie} `h||bp! ~hem ir pbep `jhdpd& ifh|p d 1 # D 5 >% Pd fb pbep |äbf mr `hr|ie} `h||bp~hem ir pbep dewb|pb& ifh|p d 1 ‐  D 6 >% ◈

=%

@hewbe}dhe |ä`b~}br|

Miep fb lr} mb pda~fdgdb| fi |bfi}dhe fdie} fi f i }bepdhe r b} f—de}bepd}ä d ~hr| re md~ýfb ~ippdg& df gir} pb ~fi`b| be `hewbe}dhe |ä`b~}br|% Be `hewbe}dhe |ä`b~}br|& df gir} |b~|äpbe}b| d b} r ~i| mbp gfê`jbp mb pbep h~~hpä% ◈

d

md~ýfb |ä`b~}br|

 I

 L

Gdo% 7!=

r IL

Miep re |ä`b~}br| & fb `hr|ie} mbp`bem fbp ~h}be}dbfp% Pd fb md~ýfb  IL bp} re |ä`b~}br|& ifh|p& ~hr| r 1 r IL 1 W  I ‐ W  L 5 > *phd} W  I 5 W  L$& fb `hr|ie} wi ldbe mb I wb|p L miep fb md~ýfb& `—bp}!î!md|b yrb d 5 >% Fbp o|iembr|p }bepdhe b} de}bepd}ä phe}& miep `b}}b `hewbe}dhe& mb aëab pdoeb % ^hr| re oäeä|i}br|& oäeä|i}br|& b} ~hr| mbp |idphep pdadfid|bp& df gir} r}dfdpb| fi `hewbe! }dhe dewb|pb *gfê`jbp r b} d mb aëab pbep$ i~~bfäb `hewbe}dhe oäeä|i}br| % ◈

bzba~fb

m—i~~fd`i}dhe 

Miep fb `d|`rd} `d!`he}|b& fb `hr|ie} d 1 9 I bp} pr~! ~hpä `hep}ie}% 9% @haldbe m—äfb`}|hep }|iwb|pbe} P `jiyrb pb`hemb pb`he mb 8 Miep yrbf yrbf pbep 8 He |i~~bffb yrb b 1 # 9&7%9>‐94 @%  ‐94 @% 9% Fi `ji|ob äfb`}|dyrb }|iwb|pie} fi pb`}dhe P `jiyrb pb`hemb mb  L wb|p E bp} ; y 1 d%} 1 9 ß 9 1 9 @% Fi `ji|ob ; ‐ y 1 ‐9 @ `d|`rfb mb E wb|p L% ^hr| gh|ab| reb }bffb `ji|ob& df gir} E 1 *‐y$(*‐b$ 1 7&9: äfb`}|hep% @bp äfb`!

}|hep mb `ji|ob eäoi}dwb `d|`rfbe} mhe` mb E wb|p L% 9

@JI^D]\B 7

 <

MD^ÝFB \@

\bfi}dhe be}|b }bepdhe b} de}bepd}ä 9%

@ji|ob m—re `hembepi}br| î `hr|ie} `hep}ie} r IL

Be |b~|beie} fb ahe}iob mb fi gdor|b 7!< *fb `hembepi}br| ä}ie} ~|äifilfbabe} mä`ji|oä$ b} be |bfb! wie}& î fi gb|ab}r|b mb f—de}b||r~! }br| C & fbp wifbr|p mb fi }bepdhe r IL be ghe`}dhe mb fi mr|äb } mb `ji|ob& he hl}dbe} fb o|i~jb `d!`he}|b% ◈

raiz



>

Gdo% 7!7

@b o|i~jb bp} `bfrd m—reb ghe`}dhe fdeäid|b& he i mhe` ; r IL 1 c%}  *9$& hô c bp} reb `hep}ie}b% @haab ~i| mägded}dhe y I 1 d%} & m—i~|êp fi |bfi}dhe *9$& y I d%}  1 `hep}ie}b& phd} ; y 1 @%r he be mämrd} ; r IL 1  IL *> ²I% Re mdp~hpd}dg äfb`}|hedyrb ehe |b~|äpbe}ä ~b|ab} m—de}b||ha~|b ~ä|dhmdyrbabe} fi `ji|ob be ~|hmrdpie} reb mä`ji|ob }h}ifb yripd dep}ie}ieäb mr `hembepi}br| `hembepi}br|%% He l|ie`jb re hp`dffh! p`h~b `haab f—demdyrb fb p`jäai b} he hlpb|wb f—ä`|ie mb f—hp`dffho|i~jb `d! mbpphrp% d

hp`dffhp`h~b I T

pbepdldfd}ä wb|}d`ifb ; 9 W(mdw lipb mb }ba~p ; >&9 ap(mdw

@   L

Gdo% 7!?

Gdo% 7!:

9% \b`h~db| fb p`jäai be |b~|äpbe}ie} fi }bepdhe r abpr|äb ~i| f—hp`dffhp`h~b% Pd he `hepdmê|b fi }bepdhe r b} f—de}bepd}ä d ~hr| fb `hembepi}br|& miep yrbffb `hewbe}dhe *oäeä|i}br| hr |ä`b~}br|$ bp}!he 8 Be mämrd|b fi |bfi}dhe be}|b r b} d% = W % p 9 % !

d

m *r * } $ ( m}  & phd} @ 1 2 eG% 9>0

@JI^D]\B 7

 0

MD^ÝFB \@

Md~ýfb \@ 9%

@ji|ob b} mä`ji|ob m—re `hembepi}br|

Fb ahe}iob `d!`he}|b bp} |äifdpä ~hr| ä}r! mdb| fi `ji|ob ~rdp fi mä`ji|ob m—re `hembe! pi}br|% Fb oäeä|i}br| mb }bepdhe mäfdw|b d`d reb }bepdhe `he}derb& mb wifbr| `hep}ie}b ir `hr|p mr }ba~p% He r}dfdpb re hp`dffhp! `h~b î aäahd|b% ◈

^

9 C  <

 E 

R h

#y !y

 \

d

r \

r@ 

whdb TI

whdb TL

Gdo% 7!9> ◈

 \& @$ phe} mbp ~jäehaêebp }|iepd}hd|bp% Fi `ji|ob hr fi mä`ji|ob m—re md~ýfb * \ r`*} $

r`*} $

`ji|ob m—re `hembepi}br| 

mä`ji|ob m—re `hembepi}br| 

R h

R h >&44%R h

>&70%R h

>&0?%R h

ύ

>



>



>&>9%R h

ύ



Gdo% 7!99



Gdo% 7!9<

Pd C ~ippb be ~hpd}dhe & re `hr! |ie} ~hpd}dg p—ä}ilfd} miep fb `d|`rd}% F—de}bepd}ä d mb `b `hr|ie} mä`|hå} ~|ho|bppdwbabe} }iemdp yrb r@ iro! abe}b% Yriem r@ 1 R h& ifh|p d 1 >% ◈ M—i~|êp fi fhd mbp aidffbp b} *=$ ; r` # r \ 1 R h mhe` r` # \%@ mr`  1 R > % m}  @b}}b äyri}dhe bp} f— äyri}dhe mdg!

Pd C ~ippb mb  î & re `hr|ie} eäoi}dg p—ä}ilfd} miep fb `d|`rd}% Fi wifbr| ilphfrb mb f—de}bepd}ä mb `b `hr|ie} mä`|hå} ; fb `hembepi}br| pb mä`ji|ob% Yriem d 1 > ifh|p r@ 1 >% ◈ M—i~|êp fi fhd mbp aidffbp b} *=$ ; r`  # r \ 1 > mhe` r` # \%@ mr`  1 > % m}  @b}}b äyri}dhe bp} f—äyri}dhe mdg!





gä|be}dbffb |äodppie} fi `ji|ob mr `hembepi}br| %

gä|be}dbffb |äodppie} fi mä`ji|ob mr `hembepi}br| %

Be }beie} `ha~}b mbp `hemd}dhep ded}difbp& fi phfr}dhe mb `b}}b äyri! }dhe mdggä|be}dbffb bp} ; ◈

n k g9

r `  } 

9>=

1

R >

!

bz~

m e ~ iwb` !



z

 \@

z1

*2

%$Be }beie} `ha~}b mbp `hemd}dhep ded}difbp& fi phfr}dhe mb `b}}b äyri! }dhe mdggä|be}dbffb bp} ; ◈

nk

r `  } 

1

R > bz~

m e iwb` !



z

 \@

z1

*7

%$ piwhd|!gid|b

`hr|p

bzb|`d`bp

`h||doäp

Degfrbe`b mb fi `hep}ie}b mb }ba~p pr| fi `ji|ob b} fi mä`ji|ob

 

> } h

} 9

} <

} 0



} h

} 9

} <

} 0



Gdo% 7!90

bzba~fb

m—i~~fd`i}dhe 

Î f—idmb mbp gh|arfbp *2$ b} *7$& }|hrwb| be ghe`}dhe mb R > f—bz~|bppdhe mb r` *} $ î f—dep}ie} }  1 ύ& idepd yrb f—bz~|bppdhe mr `hbggd`dbe} md|b`}br| mb fi }ieobe}b î f—h|dodeb ~hr| fi `ji|ob b} fi mä`ji|ob%

 `h||doä `haabe}ä 

 Demd`i}dhe ; |ba~fi`b{ } ~i| ύ miep fbp äyri}dhep%  \i~~bf ; fi mä|dwäb mb g*z$ 1 i%b ‐l%z bp} g—*z$ 1 ‐i%l%b ‐l%z% Fb ~hde} *ύ 3 r` *ύ$$ mb fi `hr|lb r` *} $ ~b|ab} mb mä}b|adeb|

@ji|ob m—re `hembepi}br| ; ^hr| } 1 ύ& r` *} $ 1 R >% *9 ‐ b‐9$ 1 >&70 R >%

b mm h

r`  }  } 1 >

1

g

1#

!

R > z

R > z

bz~

m e~ !



z

} 1 >

bz~ä|dabe}ifbabe} ύ%

Mä`ji|ob m—re `hembepi}br| ; ^hr| } 1 ύ& r` *} $ 1 R >% b‐9 1 >&0? R >%

bmm h

r`  }  } 1 >

1

g

1!

!

R > z

bz~

m e~ !



z

} 1 >

R > z

Fi abpr|b mb `b `hbggd`dbe} md|b`}br| bp} reb ir}|b aä}jhmb o|i~jdyrb ~hr| mä}b|adeb| bz~ä|dabe}ifbabe} fi `hep}ie}b mb }ba~p ύ%

9>2

@JI^D]\B 7

=

MD^ÝFB \@

De}bepd}ä b} äeb|odb miep re `hembepi}br| De}bepd}ä mr `hr|ie} fh|p mb fi `ji|ob b} fi mä`ji|ob

9%

^hr| ä}rmdb| f—de}bepd}ä mr `hr|ie}& f—hp`dffhp`h~b mhd} ë}|b l|ie`jä irz lh|ebp mr `hemr`}br| hjadyrb *Gdo% 7!9=$% He wdprifdpb idepd fi }bepdhe r \ 1 \%d& mhe` f—de}bepd}ä mr `hr|ie} î re gi`}br|  \ ~|êp *whd| gdor|b 7!92$% ◈

d*}$

whdb TI \

#D h

`ji|ob

oäeä|i}br| LG

>





mä`ji|ob !D h

Gdo% 7!9=

} h

} 9

} <

} 0

Gdo% 7!92

De}bepd}ä fh|p mb fi `ji|ob ; M—i~|êp *=$ b} *2$& he i ; d } 1 @ mmr} @ ◈

> Be ~hpie}  D > 1 R   \

Xd & he i ; X d d }

1

1

D > %bz~

@%R > z

% bz~

m e% !

m e !



z

1

R > % bz~  \

m e% !



z



z

d*} $ bp} reb ghe`}dhe mä`|hdppie}b ~i| wifbr|p ~hpd}dwbp%

De}bepd}ä fh|p mb fi mä`ji|ob ; Mb aëab& m—i~|êp *=$ b} *7$& he i ; mr@ 1 ! @%R > % bz~ ! }  1 ! R > % bz~ d } 1@ z z  \ m}  ◈

Xd

Xd

He hl}db hl}dbe} e} ; d }

1!

D >

m e bz~ m e % !

m e% !



z



z

d*} $ bp} reb ghe`}dhe `|hdppie}b ~i| wifbr|p eäoi}dwbp% ◈

@he}|id|babe} î r` *} $& $& d*} $ bp} mdp`he}derb%  7

`hr|p

piwhd|!gid|b

bzb|`d`bp

`h||doäp

Fi wifbr| mb f—äeb|odb ~h}be}dbffb äfb`}|hp}i}dyrb p}h`cäb ~i| re `hembe! < pi}br| bp} ; B` 1 p% - bz~ ! } 1 9> - bz~ ! }  d } 1@& 0 0  \  \@ m}  9> 9> - 9>! 7 phd} d*} $ 1 ‐ >&>9%b‐9>>>%}  %

Xd

m

m

e

e

! 7 P 9> - bz~ C ! < - 9> 0 H_ P C 9>0 - 9> 7 H__ < P F ^Z ] !

1

!

1

!

4 - 9>

?

 K %

9>?

View more...

Comments

Copyright ©2017 KUPDF Inc.
SUPPORT KUPDF