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80-Matlab Digcomm Lab

Jul 08, 2018

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    Welcome to MATLAB DigComm LAB

    1. Matlab Toutrial• http://www.math.utah.edu/lab/ms/matlab/matlab.h

    tml#startig

    !. LAB1 to LAB" : BA$C WA%&

    '. L&CT()&: Comple* &*poetial +uctio• LAB, to LAB-

    . Chael Modelig• LAB

    ". 0+DM modelig ad &rror )ate Measure• LAB to LAB11

    ,. )&20)T TA3

    !41'/1!/1 !41' DigComm Lab 5+ire Tom Wada6

    http://www.math.utah.edu/lab/ms/matlab/matlab.html#startinghttp://www.math.utah.edu/lab/ms/matlab/matlab.html#startinghttp://www.math.utah.edu/lab/ms/matlab/matlab.html#startinghttp://www.math.utah.edu/lab/ms/matlab/matlab.html#starting

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    LAB1 :  AM

    • Write Amplitude Modulatio 5AM6 program

    b7 MATLAB

    •  A 8 1 9 4."cos5!pi1t6

    • ;c 8"uec7 ;s 8 144

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    LAB1 :  AM aswer 

    • 84:1444? @ 1441 poits

    • ;c8"?

    • ;s8144? @ amplig +re>uec7

    • t 8 /;s? @ time ide*

    • @ $2(T to Modulator 

    •  A 8 1 9 4."cos5!pi1t6?

    • @ 0(T2(T• * 8 A . si5!pi;ct6?

    • @ +$()&

    • ;igure516?

    • subplot5!116?

    • plot5A6?

    subplot5!1!6?• plot5*6?

    !41'/1!/1 !41' DigComm Lab 5+ire Tom Wada6

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    LAB!: AM Demodulatio

    • (se LAB1 result * ad calculate 7 as each

    * is s>uared.

    • $; 7ou coect each pea o; 7 7ou ca rec

    oEer origial A.

    !41'/1!/1 !41' DigComm Lab 5+ire Tom Wada6

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    LAB! :  AM Demod aswer 

    • 84:1444? @ 1441 poits

    • ;c8"?

    • ;s8144? @ amplig +re>uec7

    • t 8 /;s? @ time ide*

    • @ $2(T to Modulator 

    •  A 8 1 9 4."cos5!pi1t6?

    • @ 0(T2(T• * 8 A . si5!pi;ct6?

    • @@

    • 7 8 * . *?

    • @ +$()&

    • ;igure5!6?

    subplot5'116?• plot5A6?

    • subplot5'1!6?

    • plot5*6?

    • subplot5'1'6?

    • plot576?

    !41'/1!/1 !41' DigComm Lab 5+ire Tom Wada6

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  • 8/19/2019 80-Matlab Digcomm Lab

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    LAB' : pectrum aswer 

    • 81:1:4?

    • * 8 F=eros51146 oes51146 =eros51146 o

    es51146 =eros51146 oes51146 =eros511

    46 oes51146G?

    • ;igure5'6

    • subplot5!116?

    plot5*6?• a*is5F14H4." 1."G6?

    • @@

    • 7 8 ;;t5*6?

    • subplot5!1!6?

    • plot5abs5766?

    • a*is5F14H14 "4G6?

    !41'/1!/1 !41' DigComm Lab 5+ire Tom Wada6

     Assume T 8 14 poits

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    LAB : B23 waEe;orm

    • Mae B23 waEe;orm as ;ollows

    !41'/1!/1 !41' DigComm Lab 5+ire Tom Wada6

    )2cos(   φ π    +=   ft  A x

    )2cos(   ft  A x   π =

    )2cos(   π π    +=   ft  A x

    Whe data84

    Whe data81

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    LAB : B23 aswer 

    • 84:'!?

    • ;c8!?

    • ;s8'!? @ amplig +re>uec7

    • t 8 /;s? @ time ide*

    • @ B23 waEe;orm

    • *4 8 cos5!pi;ct6?

    • *1 8 cos5!pi;ct 9 pi6?• @ +$()&

    • ;igure5"6?

    • subplot5!116?

    • plot5*46?

    • subplot5!1!6?

    plot5*16?

    !41'/1!/1 !41' DigComm Lab 5+ire Tom Wada6

    4

    5A4 I46851 46

    5A1 I16

    851 J6

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    LAB" : K23 waEe;orm

    • Mae K23 waEe;orm as ;ollows

    !41'/1!/1 !41' DigComm Lab 5+ire Tom Wada6

    )2cos(   φ π    +=   ft  A x

    )4/2cos(   π π    +=   ft  A x

    )4/32cos(   π π    +=   ft  A x

    )4/52cos(   π π    +=   ft  A x)4/72cos(   π π    +=   ft  A x

    4

    5A4 46

    851 1J/65A1 16

    851 'J/6

    5A! !6

    851 "J/65A! !6

    851 -J/6

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    LAB" : K23 aswer • 84:'!?

    • ;c8!?

    • ;s8'!? @ amplig +re>uec7

    • t 8 /;s? @ time ide*

    • @ K23 waEe;orm

    • *4 8 cos5!pi;ct 9 1pi/6?

    • *1 8 cos5!pi;ct 9 'pi/6?

    • *! 8 cos5!pi;ct 9 "pi/6?• *' 8 cos5!pi;ct 9 -pi/6?

    • @ +$()&

    • ;igure5"6?

    • subplot5116?

    • plot5*46?

    subplot51!6?• plot5*16?

    • subplot51'6?

    • plot5*!6?

    • subplot516?

    • plot5*'6?

    !41'/1!/1 !41' DigComm Lab 5+ire Tom Wada6

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    LECTURE:

    COMPLEX EXPONENTIAL FUNCTION

    !41'/1!/1 !41' DigComm Lab 5+ire Tom Wada6

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    1. Comple* &*poetial +uctio

    • )eal ad $magiar7 8comple* umber 

    • )eal part is same as preEious cosie waEe.

    Real part Imaginary part

    We will shi;t ;rom $ ad C0 toComple* &*poetial +uctio.

    !41'/1!/1 !41' DigComm Lab 5+ire Tom Wada6

    )2sin()2cos(

    )(~   )2(

    φ π φ π 

    φ π 

    +⋅++=

    =  +

     ft  A j ft  A

     Aet  x   ft  j

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    !. )eal $magiar7 plae•

    $K plae – $: $H2hase 8 )eal a*is

     – K: KuadratureH2hase 8 $magiar7 a*is

    •  )ealH$magiar7 plae 5Comple* plae6 – Comple* umber ca be idicated as a poit

    Complex plane

    4Real axis (I

    Imaginary axis (!

    a

    b

    a 9 N b

    !41'/1!/1 !41' DigComm Lab 5+ire Tom Wada6

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    Comple* &*poetial +uctio hows

    )otatio i $HK plae

    Real part Imaginary

    4Real (I

    Imaginary (!

     A

    !41'/1!/1 !41' DigComm Lab 5+ire Tom Wada6

    )2sin()2cos(

    )(~   )2(

    φ π φ π 

    φ π 

    +⋅++=

    =  +

     ft  A j ft  A

     Aet  x   ft  j

    )(~ t  x

    )2cos(   φ π    + ft  A

    )2sin(   φ π    + ft  A

    φ π    + ft 2

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    Comple* &*poetial +uctio

    shows )otatio o T$M&O

    !41'/1!/1 !41' DigComm Lab 5+ire Tom Wada6

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    Comple* Amplitude 52haser6

    • P8*5t846 shows

    startig poit 5t846 .

    • P is called as

    Comple* Amplitude 52haser6!41'/1!/1 !41' DigComm Lab 5+ire Tom Wada6

     ft  j j

     ft  j

    e Ae

     Aet  x

    π φ 

    φ π 

    2

    )2()(~

    ⋅=

    =  +

    t  j

     j

    e X t  x

     f  

     Ae X 

    assume

    0)(~

    20ω 

    φ 

    π ω 

    ⋅=

    =

    =

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    K23

    b7 Comple* &*poetial +uctio

    4

    Real (I

    Imaginary (!

    Comple* Amplitude 52haser6 8 Costellatio poit

    !41'/1!/1 !41' DigComm Lab 5+ire Tom Wada6

     ft  j j ft  j

    eeet  x   π π π 

    π 24

    1)

    4

    12(

    0   )(~

    ⋅==

    +

     ft  j j ft  j

    eeet  x  π 

    π π π 

    24

    3)

    4

    32(

    1   )(~

    ⋅==

    +

     ft  j j ft  j

    eeet  x   π π π 

    π 24

    5)

    4

    52(

    2   )(~

    ⋅==

    +

     ft  j j ft  j

    eeet  x   π π π 

    π 24

    7)

    4

    72(

    3  )(~ ⋅==

    +

    4

    1π    j

    e4

    3π    j

    e

    4

    5π    j

    e   47π  

      je

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    CoEersio

    ;rom Comple* &*poetial +uctio

    to )eal siusoid.

    !41'/1!/1 !41' DigComm Lab 5+ire Tom Wada6

    Tae )eal 2art

    The

    Qou ca coEertO

    )2sin()2cos(

    )(~   )2(

    φ π φ π 

    φ π 

    +⋅++=

    =  +

     ft  A j ft  A

     Aet  x   ft  j

    ]Re[)](~Re[)2cos()(

    ~

    )2(

    )2(

    φ π 

    φ π 

    φ π    +

    +

    ==+

    =

     ft  j

     ft  j

     Aet  x ft  A Aet  x

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    LAB, : K23 waEe;orm

    • Mae K23 waEe;orm as ;ollows usig

    !41'/1!/1 !41' DigComm Lab 5+ire Tom Wada6

    4

    5A4 46

    851 1J/65A1 16

    851 'J/6

    5A! !6

    851 "J/65A! !6

    851 -J/6

    )2sin()2cos(

    )(~   )2(

    φ π φ π 

    φ π 

    +⋅++=

    =  +

     ft  A j ft  A

     Aet  x   ft  j

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    LAB, : K23 5!6 aswer • 84:'!? ;c8!?

    • ;s8'!? @ amplig +re>uec7

    • t 8 /;s? @ time ide*

    • @ K23 2hasers

    • P4 8 e*p51N1pi/6? P1 8 e*p51N'pi/6?

    • P! 8 e*p51N"pi/6? P' 8 e*p51N-pi/6?

    • @ +$()&

    • ;igure5,16? plot5FP4 P1 P! P'G R9R6?

    • a*is5FH1 1 H1 1G6?

    • @• P4waEe 8 P4 e*p51N!pi;ct6? P1waEe 8 P1 e*p51N!pi;ct6?

    • P!waEe 8 P! e*p51N!pi;ct6? P'waEe 8 P' e*p51N!pi;ct6?

    • @

    • ;igure5,!6?

    • PP8real5P4waEe6? QQ8imag5P4waEe6? SS8t?

    • plot'5PP QQ SS6? *label 5R$R6? 7label5RKR6? =label5RtimeR6?

    • @

    • ;igure5,'6?

    • subplot5116? plot5real5P4waEe66?

    • subplot51!6? plot5real5P1waEe66?

    • subplot51'6? plot5real5P!waEe66?

    • subplot516? plot5real5P'waEe66?

    !41'/1!/1 !41' DigComm Lab 5+ire Tom Wada6

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    LAB- : Draw B&) graph

    • Mae ;ollowig graph b7 MATLAB

    !41'/1!/1 !41' DigComm Lab 5+ire Tom Wada6

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    LAB- : B&) graph aswer 

    • &B4dB 8 4:1:!4? @ &b4 i dB

    • &B4 8 14 .5&B4dB/146?

    • B&)UK23 8 4."er;c5s>rt5&B466?

    • ;igure5-6?

    • semilog75&B4dB B&)UK236?

    • a*is5F4 !4 1&H, 1G6?

    • *label5R &b/4 5dB6 R6?• 7label5R B&) o; 023R6?

    • grid o?

    • title5R K23 B&)R6?

    !41'/1!/1 !41' DigComm Lab 5+ire Tom Wada6

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    LECTURE:

    C"ANNEL MO#ELIN$

    !41'/1!/1 !41' DigComm Lab 5+ire Tom Wada6

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    Multipath Chael•

    Direct path ad Dela7ed paths

    !41'/1!/1 !41' DigComm Lab 5+ire Tom Wada6

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    C%annel Mo&eling

    'y Implse Response

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    Con+oltion operation

    Chael $mpulse )espose851 4." 4.!6• ed 51 1 1 1 16 sigal

    • The )eceiEed igal is 511."1.-1.-1.-4.-4.!6

    !41'/1!/1 !41' DigComm Lab 5+ire Tom Wada6

    $; 7ou multipl7 two pol7omial

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    Chael Modelig

    b7 $mpulse )espose

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    LAB : C

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    LAB : C

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    LECTURE:

    OF#M MO#ELIN$

    !41'/1!/1 !41' DigComm Lab 5+ire Tom Wada6

    OF#M &i it l i ti 0OR1 )"EET

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    OF#M &igital *ommni*ation 0OR1 )"EET

    We are goig to sed bits b7 the ;ollowig 0+DM commuicatio s7stem

    44411411   ①

    44

    41

    14

    M A

    211

    Q

    4441

    1411

    d4819N

    d18H19Nd!81HN

    d'8H1HN

    $+

    +

    T

    u4

    u1

    u!

    u'

    $

    add

    u4

    u1

    u!

    u'

    u'

    0+DM$

    u4

    u1

    u!

    u'

    u'

    $

    rmE

    u4

    u1

    u!

    u'

    +

    +

    T

    d4819N

    d18H19N

    d!81HN

    d'8H1HN

    De

    M

     A

    2

    44

    41

    14

    11

    ⑧ 44411411

    u' u4 u1 u! u'

    !41'/1!/1 !41' DigComm Lab 5+ire Tom Wada6

    ))()1()((4

    1

    ))1()1((4

    1

    ))()1()((4

    1

    )(41

    )3,,2,1,0()(4

    1

    32103

    32102

    32101

    32100

    3

    0

    4

    2

      jd d   jd d u

    d d d d u

      jd d   jd d u

    d d d d u

    k d  IFFT ed u nn

    nk   j

    nk 

    ⋅+−⋅+−⋅+=

    −⋅++−⋅+=

    −⋅+−⋅+⋅+=

    +++=

    ==   

      

     ⋅=   ∑

    =

     

    π  

    )()1()(

    )1()1(

    )()1()(

    )3,,2,1,0()(

    32103

    32102

    32101

    32100

    3

    0

    4

    2

      juu  juud 

    uuuud 

      juu  juud 

    uuuud 

    nu FFT eud  k k 

    nk   j

    k n

    −⋅+−⋅+⋅+=−⋅++−⋅+=

    +⋅+−⋅+−⋅+=+++=

    ==   

      

     ⋅=∑=

     

    π  

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    LAB 0+DM1. 2lease draw 0+DM s7mbol comple* waEe ;orm icludi

    g $ whe 7ou sed V44411411.!. 2lease draw 0+DM s7mbol comple* waEe ;orm icludi

    g $ whe 7ou sed V14414411.'. 2lease draw 0+DM s7mbol comple* waEe ;orm icludi

    g $ whe 7ou sed V44444444.

    . Compare those ' waEe;orm. The Did 7ou ;id a7 problemX $; 7es please state the problem.

    Time

    Time

    $

    K

    &;;ectiEe 7mbol$

    !41'/1!/1 !41' DigComm Lab 5+ire Tom Wada6

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    LAB 16 aswer 

    • @@

    • data8F41!'G? @ 4HY44 1HY41 !HY14 'HY11

    • @ MA2

    • mod>ps8 F19i H19i 1Hi H1HiG?

    • cost 8mod>ps5data916?

    • @ $++T

    •uu 8 i;;t5cost6?

    • @ $ ADD

    • uuUg 8Fuu56 uuG?

    • @ +$()&

    • ;igure516

    • subplot5'116? plot5real5uuUg6RHR6? a*is5F1 " H! !G6?

    • subplot5'1!6? plot5imag5uuUg6RHR6? a*is5F1 " H! !G6?

    • subplot5'1'6? plot5abs5uuUg6RHR6? a*is5F1 " H! !G6?

    !41'/1!/1 !41' DigComm Lab 5+ire Tom Wada6

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    LAB14 0+DM

    MA3& 144 s7mbol 0+DM sigal based o preEious poit0+DM 9 1 poit $.

     Add oise o; )814dB

    !41'/1!/1 !41' DigComm Lab 5+ire Tom Wada6

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    LAB14 0+DM aswer • @ imple 0+DM s7stem 5sed bits/s7mbol 144 s7mbol6

    • @ +ire Wada

    • clear all?• umUs7mbol 8 144? @ umber o; s7mbols

    • Us7mbol 8 ? @ poits i s7mbol

    • M 8 ? @ si=e o; sigal costellatio

    • mod>ps8 F19i H19i 1Hi H1HiG?

    •  

    • @@ 1 . create radom data

    • data 8 ;loor5rad5Us7mbolumUs7mbol6M6?

    •  

    • @@ !. mappig ito $HK costellatio• dataU1 8 mod>ps519data6?

    •  

    • ;igure51446?

    • subplot5!!16?

    • plot5dataU1Rr.R6?

    • a*is5FH' ' H' 'G6

    • title5Rdata costellatioR6

    •  

    • dataU! 8 dataU1?•  

    • @@ '. $++T

    • dataU' 8 i;;t5dataU!6?

    • subplot5!!!6?

    • plot55real5dataU'66RHR6?

    • title5R$++TR6?

    • @@ . $ add

    • dataU 8 FdataU'5Us7mbol:6?dataU'G?

    •  

    • @@.1 Add oise

    • sigpower8mea5mea5abs5dataU6.!66?

    • s8 14? @@ 14dB

    • awg 8 5rad5Us7mbol91umUs7mbol69irad5Us7mbol91umUs7mbol66?

    • awgpower8mea5mea5abs5awg6.!66?

    • awg 8 awg/s>rt5awgpower6145Hs/!46s>rt5sigpower6?

    • dataU8dataU9awg?

    •  

    • subplot5!!'6?

    • plot5real5dataU6RHR6?

    • title5R$ addR6?

    •  

    • @@ ". $ remoEe

    • dataU" 8 dataU5!:Us7mbol91:6?

    •  

    • @@ ,. ++T

    • dataU, 8 ;;t5dataU"6?

    •  

    • subplot5!!6?• plot5dataU,Rb.R6?

    • a*is5FH' ' H' 'G6

    • title5RreceiEe data costellatioR6

    • ;igure5!446

    • plot5real5reshape5dataU5Us7mbol916umUs7mbol1666?

    !41'/1!/1 !41' DigComm Lab 5+ire Tom Wada6

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    LAB14 0+DM aswer 

    !41'/1!/1 !41' DigComm Lab 5+ire Tom Wada6

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    LAB11 7mbol &rror )ateMeasure 7mbol &rror )ate ;or LAB14.

     Add oise o; )84dB "dB 14dB.(se ZdemapK23.m[ ;uctio.2ut the mH;ile i same director7.

    @ demapK23.m

    @ The program demap to Comple* to umerical data. 

    ;uctio gra7code 8 demapK235comp6

     

    re 8 real5comp6?

    im 8 imag5comp6?

     

    i; 5re Y8 4 \ im Y8 4 6 gra7code84?

    elsei; 5re ] 4 \ im Y8 4 6 gra7code81?

    elsei; 5re Y8 4 \ im ] 4 6 gra7code8!?

    else gra7code8'?

    ed

    !41'/1!/1 !41' DigComm Lab 5+ire Tom Wada6

    LAB11 b l & ) t

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    LAB11 7mbol &rror )ate• @ imple 0+DM s7stem 5sed bits/s7mbol 144 s7mbol6

    • @ +ire Wada

    • clear all?

    • umUs7mbol 8 144? @ umber o; s7mbols

    • Us7mbol 8 ? @ poits i s7mbol

    • M 8 ? @ si=e o; sigal costellatio

    • mod>ps8 F19i H19i 1Hi H1HiG?

    •  

    • @@ 1 . create radom data

    • data 8 ;loor5rad5Us7mbolumUs7mbol6M6?

    •  

    • @@ !. mappig ito $HK costellatio

    • dataU1 8 mod>ps519data6?

    •  

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    •  !41'/1!/1 !41' DigComm Lab 5+ire Tom Wada6

  • 8/19/2019 80-Matlab Digcomm Lab

    40/40

    !41'/1!/1 !41' DigComm Lab 5+ire Tom Wada6

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