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Resume Teori Komunikasi Dari Berbagai Sumber
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Resume Teori Komunikasi Dari Berbagai Sumber
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[DUT@D ^DO[I GO@TFIGCUI NC[I KD[KCBCI UT@KD[
Ltfd 1( ;=3=
Eac}~d{ I
Kd{kiec{c ~df~cfb ^do{i 3&
]d{k ]d{kcf cfni nifb fbcf cf @c{~y
Cf~c Cf~c{c {c
Nchc`
]dfn ]dfndg dgc~ c~cf cf
@dfbcfchiuc
Bhdf Bhdff f
Eoec-Eohc
Ncf Ncf Nid~
Go`d{uih7 •
Bhdff @dfbbtfcgcf ]d{u}dg~ij Oklde~ij& [tcfb hifbgt} ycfb nikcacu cnchca djdg `dnic& Bhdf Bhdff f kd{` kd{`cgu cgutn tn `dfd `dfd`t `tgc gcf f kcbc kcbci` i`cfc cfc }duc }ducf f `dni `dnic c `cuu `cuuc c `d`} `d`}df dfbc bc{ta {taii }igi }igi{cf {cf `cuy `cuyc{ c{cgc cgc~( ~( fihci-fihci7 fihci-fihci7 }d{cuccf( uigc}( ncf }d{ihcgt& }d{ihcgt& Nchc` {iud~ {iud~ djdg djdg `dni `dnic( c( Bhdf Bhdff f ~d{~ ~d{~c{ c{ig ig cg cgcf cf utc~ utc~t t bc~ad{ifb ut}}o{~ tf~tg }{ifui} t`t` ycfb `dfd{c}gcf gd
udkd{cfb ighcf& •
@c{~y @dfbbtfcgcf ]d{u}dg~ij If~d{}{d~ij & @dft{t~fyc ighcf Eoec-eohc nid~ kcig ni}cac`i udkcbc udkcbcii utc~t utc~t chdbo{ chdbo{i& i& Chdbo{i cnchca cnchca utc~t utc~t ed{i~c ed{i~c ui`kohiu ni `cfc cnc ntc }iacg ycfb kd{c{~i htcu ncf kd{`cgfc hdkia u}duijig& If~ifyc( nchc` ighcf ~d{udkt~ ~d{nc}c~ i`}higcui ~dgu ycfb ziutch ~c`}cg kd{uia&
;> Ni ututf ohda< Nicf ^ Ifn{crcf
[DUT@D ^DO[I GO@TFIGCUI NC[I KD[KCBCI UT@KD[
Ltfd 1( ;=3=
;& ]dfndgc~ ]dfndgc~cf cf Okldg~ij Nc{i Bhdff Ncf If~d{}{d~i If~d{}{d~izd zd Nc{i @c{~y ^dhca @dfndgc~i Gd U~tni Go`tfigcui Ndfbcf Ldhcu Kd{kdnc ]cnc ^i~ig Crch( @d~onc( Ncf Gdui`}thcffyc& •
udo{cf cfb b ih`t ih`trc rcf f ycfb ycfb kdgd kdgd{l {lc c @dft{t @dft{t~~ Bhdff Bhdff( udo{ gd{cu nc}c~ `dflcni ucuc{cf& Udht{ta kck }dfbcf~c{ ifi `dft{t `dft{t~~ Bhdff Bhdff cgcf `dfbb `dfbbtfcg tfcgcf cf ~d{`i ~d{`ifoho fohobi bi ycfb nc}c~ niohca hcbi&
•
@dft @dft{t {t~~
@c{~ @c{~y( y(
udo{ udo{cf cfb b
g{i~ g{ i~ig igtu tu {d {d~o ~o{i {iu u
ycfb ycfb
`dfbd{lcgcf ih`t if~d{}{d~izd& 5& @dfd @dfd`t `tgc gcf f
Gdkd Gdkdfc fc{c {cf f
@dhc @dhcrc rcf f
@dfe @dfei} i}~c ~cgc gcf f
@th~i}d Gdfyc~ccf&
‘Rac~’u
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]c{c ]c{c
ih` ih`tcf tcf
`dfbcu fbcut` t`ui uigc gcf f
kcarc kcarc gdkdfc gdkdfc{cf {cf cnchca cnchca kdf~tg kdf~tg ~tfbb ~tfbbch& ch& Gdfyc~ Gdfyc~ccf ccf +nih +nihtc{ tc{ ucfc+ ucfc+ }dfcf }dfcf~i ~icf cf tf~tg tf~tg `dfd `dfd`t `tgc gcf f udut udutc~ c~t t `dhc `dhchti hti }cfe }cfec c ifnd ifnd{c {c }dfb }dfbhi hiac ac~c ~cf( f( utc{ utc{c( c( udf~ udf~tac tacf( f( }d{cu }d{cuc( c( ncf ncf }dfe }dfeit` it`cf cf&& ]c{c ]c{c ih`t ih`trc rcf f ltbc ltbc `dfec `dfec{i {i gdkd gd kdfc fc{c {cf f
if~d if~d{} {}{d {d~i ~izd zd((
~d~ ~d~c}i c}i
`d{d `d{dgc gc
lcta lcta
hdki hdkia a
kd{uijc~ ud`df~c{c ~df~cfb gd`tfbgifcf `dfyc~cgcf gdfyc~ccf ycfb kd{uijc~ okldg~ij& ;> Ni ututf ohda< Nicf ^ Ifn{crcf
[DUT@D ^DO[I GO@TFIGCUI NC[I KD[KCBCI UT@KD[
Ltfd 1( ;=3=
>& At`cf At`cf Fc~t{d < Nd~d{`ifiu`d Nd~d{`ifiu`d Zu Gd`ctcf ycfb ycfb Kdkcu& Ncf Okldg~izi~cu Zu D`cfui}cui&
]d{kdnccf cf~c{c ntc }cfncfbcf ifi }ihiacf ycfb ~cg nc}c~ nicetagcf tf~tg `d{cfbgcg gd nchc` o{cfbo{cfb o{ cfb kcacu kcacuc c tf~t tf~tg g `dfl `dfldh dhcu cugc gcf f ~ifn ~ifncg cgcf cf `d{d `d{dgc gc&& ^if ^ifbg bgca ca hcgt hcgt ih`t ih`trc rcf f }cnc }cnc t`t` t`t`fyc fyc `dfb `dfbt{c t{cig igcf cf kcar kcarc c `cft `cftui uic c `dhc `dhcgt gtgc gcff ffyc yc ncf ncf ~d{l ~d{lcn cnii gc gc{d {dfc fc gdgtc~ gdg tc~cf cf nihtc{ nihtc{ gducnc gducnc{cf {cf ifnizi ifnizint& nt& ]ihiac ]ihiacf f `cftui `cftuic c gd`tnicf `d{cbtgcf }c{c ih`trcf udkck gdkdkcucf ifnizint ycfb `clt( gd`tfbgifcf ni{c`chgcf `dflcni }d{i }d{ihc hcgt gt ycfb ycfb ~d{~i ~d{~ifbb fbbch ch&& Bhdf Bhdff f kdgd kdgd{l {lc c gd gd{cu {cu tf~tg tf~tg `d`dhiac{c ac{c
okydg~iji~ ji~cufyc fyc
ndfbcf
`o{c {chh
ncf
atgt`cf {oacfi ycfb gtc~( ~d~c}i ic ~incg ifbif fihcifihc fihcii
}{ikc {ikcni nif fyc
`dfyi` fyi`} }cfbg cfbgcf cf
nc{ c{ii
gdfy gd fyc~ c~cc ccf f
`cftuic c~ct `dfbcectgcf c}c ycfb cnc kd{uc`c c}c ycfb ycfb ic adfn adfncg cgif ifyc yc&& Ncf Ncf @c @c{~ {~y y `dfy `dfycn cnc{ c{ii kcar kcarc c indoho indohobif bifyc yc {dfnca {dfnca ncf ~incg ~incg ~cgt~ ~cgt~ tf~tg tf~tg `d`kc `d`kcrc rc fihci-fihci tf~tg nikcrc nic~cu ~dgu go`tfigcui nikcrca }dfdhi~icf ycfb ed{`c~&
;> Ni ututf ohda< Nicf ^ Ifn{crcf
[DUT@D ^DO[I GO@TFIGCUI NC[I KD[KCBCI UT@KD[
Ltfd 1( ;=3=
4& @d~ond @d~ond ]dfdhi~icf ]dfdhi~icf < Dgu}d{i`d Dgu}d{i`df( f( Ut{zdi( Cfchiuiu Cfchiuiu ^dgu~tch( ncf D~fob{cji&
Utc~t
`dfbcncgcf
}d{eokccf
tf~tg
`dfd~c}gcf `dfd~c}gcf utc~t ectud-cfn-d ectud-cfn-djjde~ jjde~ udec{c udec{c kd{t{t~cf kd{t{t~cf ndfbcf uiu~d`c~iu nchc` `dfbbd{cggcf uc~t zc{ickdh nchc` nchc` ui~tcu ui~tcuii ycfb ~d{gd ~d{gdfnc fnchig higcf cf tf~tg tf~tg `dfbd `dfbd~ca ~cati ti djdg jdgfyc fyc
}cnc cnc
zc{i zc{ick ckdh dh
hcif hcif&&
@dfb @d fbbt btfc fcgc gcf f
ncj~c cj~c{{
}d{~cfyccf c~ct `dhcgucfcgcf rcrcfec{c( }dfdhi~icf ut{zdi kd{ucfnc{
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ni{i
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`dfd` `dfd`tgcf tgcf o{cfb-o o{cfb-o{cfb {cfb ycfb kd{}i kd{}igi{ gi{(( `d{cucg `d{cucgcf( cf( c~ct c~ct kd{fi kd{fic~ c~ tf~t tf~tg g `dhc `dhcgtg gtgcf cf udut udutc~ c~t& t& @d @d~o ~ono nohob hobii ut{zdi ut{zdi ltbc ltbc `d`kc `d`kcf~t f~t ih`trc ih`trcf f nchc` nchc` `dfbdu `dfbducagc cagcf f ~do{ ~do{i& i& ^tlt ^tltcf cf nc{i nc{i cfchiuc ~dgu~tch cnch cnchca ca tf~tg tf~tg `dfbt{ `dfbt{cig cigcf cf ncf `dfbi `dfbif~d f~d{}{d {}{d~cu ~cuigc igcf f
gc{cg~ gc{ cg~d{i d{iu~i u~ig g
utc~t }ducf& Cahi ~do{i go`tfigcui `dfbbtfcgcf iu~ihca ifi tf~tg `dfbcet }cnc tfbgc}cf ycfb ui`kohiu hiucf c~ct }tf ktgcf hiucf/~thiucf& D~fob{cji cnchca ktgcf utc~t ih`t }dfbd~catcf ycfb kd{uijc~ }d{eokccf nchc` `dfec{i atgt`( cgcf ~d~c}i utc~t if~d{}{d~izd nchc` `dfec{i `cgutn ~d{~df~t& ;> Ni ututf ohda< Nicf ^ Ifn{crcf
[DUT@D ^DO[I GO@TFIGCUI NC[I KD[KCBCI UT@KD[
Ltfd 1( ;=3=
Eac}~d{ II
@c}}ifb ~ad ^d{{i~o{y ;> Ni ututf ohda< Nicf ^ Ifn{crcf
[DUT@D ^DO[I GO@TFIGCUI NC[I KD[KCBCI UT@KD[
Ltfd 1( ;=3=
3-5 ^{cni~iof if ~ad Jidhn oj Eo``tfiec~iof ^ado{y 3& ^{cniui ^{cniui Uouio-]uig Uouio-]uigohobig ohobigch ch
Go`t Go `tfi figc gcui ui udkc udkcbc bcii }dfb }dfbc{ c{ta ta atktfb atktfbcf cf cf~c{ cf~c{ }{ikcn }{ikcni& i& ^{cniui ^{cniui ifi `dhc`k `dhc`kcfb cfbgcf gcf }d{u} }d{u}dg~ dg~ij ij okldg~ okldg~ij ij ncf ncf }d{e }d{ecy cyc c ~d{n ~d{nc} c}c~ c~ gd gdkd kdfc fc{c {cf f go`tf o`tfig igcu cuii ycfb ycfb nc}c~ ni~d`tgcf }cnc }dfbc`c~cf uiu~d`c~iu& Aozhcfn ~d{bcktfb
nchc`
utc~t
gdho`}og
ni
~ibc}thta
}dfdhi~icf ucc~ ni tfizd{ui~cu Ychd ycfb `dfec{i tf~tg `dhd~cggcf +ncuc{ ~df~cfb nchih d`}i{iu ycfb `dfbdfci atk atktfbc tfbcf f
cf~ cf~c{ c{c c
u~i` u~i`th thii
go`tf o`tfiigc gcui ui((
}dfn dfndfbc{ fbc{
}dniu}oui~iof ncf }dfnc}c~ ycfb kd{tkca-tkca( +ncf tf~ tf~tg
`dfyd dfydni nicg cgcf cf++
utc~ tc~t
gd{c gd {cfb fbgc gc
crch rch
tf~tg f~tg
`d`k `d`ktc~ tc~ ~do{i ~do{i ycfb ycfb kd{i kd{igt gt~f ~fyc yc&+ &+ Djdg Djdg ycfb ycfb t~c` t~c`c c ycfb `d{dgc tgt{ cnchca }d{tkcacf }dfnc}c~ gd~igc nitf nitfbg bgc} c}gc gcf f ohda ohda }d{~ }d{~i` i`kc kcfb fbcf cf uigc uigc} } ycfb ycfb nikd nikd{i {i udkdht` ncf ud~dhca }ducf& ;& ^ad Eykd{fd~ie Eykd{fd~ie ^{cni~i ^{cni~iof of
;> Ni ututf ohda< Nicf ^ Ifn{crcf
[DUT@D ^DO[I GO@TFIGCUI NC[I KD[KCBCI UT@KD[
Ltfd 1( ;=3=
Go`tfig Go`tfigcui cui udkcbci udkcbci utc~t utc~t }dfboh }dfbohcacf cacf ifjo{`c ifjo{`cui ui nikd nikdf~ f~tg tg ndfb ndfbcf cf gtc~ gtc~ ohda ohda Eh Ehct ctnd nd Uacf Uacffo fof& f& Udlc Udlcg g hcko hcko{c {c~o ~o{i {it` t`
kdh kdh
`d`kc d`kcyc yc{{
{dgd {d gdfi fifb fb
tf~ tf~tg
{iud {iud~~
Uacf Uacffo fof( f( fc`} fc`}cg cg cnih cnih tf~t tf~tg g `dfb `dfbb btfcg tfcgcf cf utc~ utc~t t }d{e }d{ecg cgc} c}cf cf ~dhd ~dhd}o }of f ycfb ycfb `tfb `tfbgi gif f nchc nchc` ` `d`k `d`ktc~ tc~ `dfl `dfldh dhcu cugc gcf f
`ond `ondhf hfyc yc
`dft `dftfl fltg tggc gcf f
bc`kc c`kc{{
5&3& 5&3&
@cgutn nc{i bc`kc{ 5&3 cnchca uduo{cfb `dfyc~cgcf }dfnc}c~fyc gd `tht~ ~dhd}of( gd`tnicf ni}cfec{gcf ohda utc~t uibfch `dhchti gcrc~ ucht{cf ~dhd}of& 5& ^{cniui ^{cniui Ycfb Ycfb [d~o{iu [d~o{iu
Go`t Go `tfi figc gcui ui
udkc udkcbc bcii
utc~ utc~t t
udfi udfi
}dfy }dfyc` c`}c }cic icf f
}ducf& Cnc dfc` gc{cg~d{ ycfb `d`}dfbc{tai ~{cniui go`tfigcui {d~o{iu< •
Utc~t Utc~t atgt`cf atgt`cf utc{c utc{c ycfb ycfb `d{t} `d{t}cgcf cgcf ei{i ei{i gacu `cftuic nc{i kifc~cfb hciffyc&
•
Utc~t gd}d{ecyccf ycfb nikcrc ohda }tkhig cnch cnchca ca utc~ utc~t t jo{t` jo{t` nd`o nd`og{ g{c~ c~iu iu ncf ncf utc~t utc~t ec{c ycfb hdkia hdkia djdg~i djdg~ijj tf~tg tf~tg `d`dec `d`decagcf agcf }d{`cuchcacf }ohi~iu nikcfnifb c~t{cf tf~tg `d`t~tugcf c~ct `d`ihia udec{c }cguc& ;>
Ni ututf ohda< Nicf ^ Ifn{crcf
[DUT@D ^DO[I GO@TFIGCUI NC[I KD[KCBCI UT@KD[
•
Ltfd 1( ;=3=
]tkhie ]tkhie U}dcgi U}dcgifb fb cnchca cnchca Utc~t Utc~t }dfbc~ }dfbc~t{cf t{cf ni `cfc `cfc }d`k }d`kie iec{ c{c c ~tfb ~tfbbc bchh `dfe `dfeok okc c tf~t tf~tg g `d`}dfbc{tai
utc~t
}dfndfbc{
nc{i
kd{kcbci }dfndfbc{ `dhchti ed{c`ca ndfbcf ~dbcu ncf `d`ktltg& •
O{c~o O{c ~o{i {iec echh ~{cifi ~{cififb fb udkc udkcbc bcii }c~o }c~ogc gcf f nchc nchc` ` kd{hc~ia gd}d`i`}ifcf&
•
[d~o{iu
`d{t}cgcf
udfi
hcif
nc{i
ih`t
}dfbd~catcf& •
Ktltgcf hiucf gd}cnc }tkhig udkcbci }{ozifed oj `chdu&
>-2 ^{cni~iof if ~ad Jidhn oj Eo``tfiec~iof ^ado{y >& ^ad ud`io~ie ud`io~ie ~{cni~iof ~{cni~iof
Go`tfig Go`tfigcui cui udkcbci udkcbci utc~t utc~t }{oudu }{oudu tf~tg tf~tg kd{kcb kd{kcbii `cgf `cgfc c
`dhc `dhcht htii
~cfn ~cfncc-~c ~cfn fnc c
~ct ~ct
hc`k hc`kif ifbb-hc hc`k `kcf cfb& b&
Ud`io~iu `d{t}cgcf u~tni ~df~cfb ~cfnc c~ct hc`kifbhc`kcfb& ^cfnc !uibf) cnchca ud`tc ach ycfb nc}c~
;> Ni ututf ohda< Nicf ^ Ifn{crcf
[DUT@D ^DO[I GO@TFIGCUI NC[I KD[KCBCI UT@KD[
Ltfd 1( ;=3=
`drcgihi `drcgihi ycfb hcif& hcif& Gc~c-gc~c Gc~c-gc~c ltbc ltbc `d{t}cgcf `d{t}cgcf udktca udktca ~cfnc( fc`tf acfychca udec{c gatutu& Bc`k Bc`kc{ c{ 5&; 5&; `dfb `dfbbc bc`k `kc{ c{gc gcf f atktfb atktfbcf cf cf~c{c cf~c{c gc~c
cflifb
ncf
cflifb
ycfb
fyc~c
ycfb
kohda
`dfbgofut`ui `cyo{i~cu nc{i ~ogo kcacf `cgcfcf`t& ]tfec ]tfecg g udbi udbi ~ibc ~ibc `dftf `dftfltg ltggc gcf f kdkd kdkd{c} {c}c c }d`i }d`igi gi{cf {cf ycfb ycfb `tfb `tfbgi gif f gc`t gc`t }tfyc }tfycii gd gd~i ~igc gc `dfb `dfbc` c`c~ c~ii cfcg cfcg cflifb i~t `dfbbc`kc{gcf ni acg gdkdfc{cf ycfb hdkia {dfnca&
]d`igi{cf`t
niatktfbgcf
ndfbcf
ltbc
udec{c
hc`kcfb
cflifb
hcfbutfb tf~tg
ni~ifbbchgcf }cnc udbi ~ibc ycfb hdkia {dfnca& Kcacuc `cuc gcfcg-gcfcg ycfb nincuc{gcf }cnc ucc~ kdhclc{ `dfbbtfcgcf
gc~c
cflifb
tf~tg
`dfcfncgcf
}d`igi{cf ycfb chc`i& ^d~c}i cf~c{c gc~c cflifb ncf kifc kifc~c ~cfb fb ycfb ycfb fyc~ fyc~c c ~d{n ~d{nc} c}c~ c~ go gofd fdgu guii ycfb ycfb hd`c hd`ca a }chifb kcig& 4& ^ad Uoeio Uoeio Eth~t{ch Eth~t{ch ^{cni~iof ^{cni~iof
Go`t Go `tfi figc gcui ui udkc udkcbc bcii ei}~ ei}~cc ccf f ncf ncf }dfb }dfbtfn tfncfb cfbcf cf nc{i nc{i gd gdfyc fyc~c ~ccf cf uoui uouich ch&& ^{ ^{cn cniu iuii ifi ifi kd{n kd{ncu cuc{ c{gc gcf f }cnc }cnc }dfnc}c~ ~d{udkt~( udkcbci }d`kiec{ccf o{cfb-o{cfb( ;> Ni ututf ohda< Nicf ^ Ifn{crcf
[DUT@D ^DO[I GO@TFIGCUI NC[I KD[KCBCI UT@KD[
Ltfd 1( ;=3=
`d{dgc `d{dgc `dfbacuihg `dfbacuihgcf cf ncf {d}{ontgui {d}{ontgui gth~t{& ^{cniui ^{cniui ifi `dfyc~cgcf kcarc }{oudu i~t ud{ifb kd{acuih& @d{dgc ~dhca ~dhca `dhiac `dhiac~~ kcarc kcarc }dbcfb }dbcfbcf cf ~{cniui ~{cniui ycfb ycfb ud`io~ ud`io~ig ig gdkcfycgcf gc~c-gc~c ~incg }tfyc gofdgui hobiu c~ct }d{h }d{ht t ndfbc ndfbcf f bcbc bcbcuc ucf f ycfb ycfb `d{d `d{dgc gc acni acni{g {gcf cf&& ^d ^do{i o{i gof~ go f~df df}o }o{d {d{{ ~df~ ~df~cf cfb b uoui uouio o gth~ gth~t{ t{ `dfb `dfbcg cgti ti kcar kcarc c `dhchti
}{oudu
go`tfig figcui cui
}cnc
gdfyc~cc c~ccff ffy yc
ni}{ontgui( ni{crc~( ni}d{kcigi ncf nc}c~ nitkca& :& ^{cniui ^{cniui ycfb ycfb G{i~iu& G{i~iu&
Go`tfigcui
udkcbci
{djhdgui
gd~i gd ~inc ncgc gcni nihc hcf f
go`t go `tfi figc gcui ui&&
^do{ ^d o{ii
~cf~cfbcf g{i~ g{ i~iu iu
nc{i
`d`d `d`dhi hiac ac{c {c
gd~dbc gd~dbc{cf {cf udkcbc udkcbcii `t~t `t~t WycfbP WycfbP cuhi cuhi Wnc{i7 Wnc{i7~~b ~~bPP }igi{c }igi{cf f jiho jihouo uoji jiu& u& ^d ^do{ o{ii g{ g{i~ i~iu iu udec udec{c {c go gofu fuiu iu~d ~df f `dfb `dfbac acnc nc}i }i ~cf~cfbcf ~ibc eo{cg nc{i `cuyc{cgc~< c& Gdfnchi
kcacuc
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