5th Sem Consolidated Course Info

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  • 8/9/2019 5th Sem Consolidated Course Info

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    STUDENT SELF APPRAISAL

    SESSION: August to December, 2014

    ourse

    co!e

    ourse"#r$s Atte%!#%ce

    Test 1 Test 2 Re&ort

    1

    Re&ort

    2

    /0)C1(/ Control )ngineering

    /0)C1(0 Communication )ngineering 2 /

    /0)C1(1 +robability and andom +rocesses

    /0)C1(3 4igital "ignal +rocessing/0)C1(5 6"I 4esign

    /0)C1(' Communication )ngineering - /

    6ab

    /0)C1(7 4igital "ignal +rocessing 6ab

    /0)C1(8 6"I 4esign 6ab

    /0)C1(9 Mini pro$.*"pl. opic *)lecti#e

    PESIT-Course Information-(Autonomous) 5 Semester Dept of ECE  

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    INDE' S(EET

    )Sub*ect

    co!eSub*ect F#cu+t (#%!+-%g

    //0)C1(/ Control )ngineering

    Mr. +urushotham.:

    0/0)C1(0 Communication )ngineering 2 /

    Mr. ;agara$.6.<

    1/0)C1(1 +robability and andom +rocesses

    "hree +rasad M.

    3/0)C1(3 4igital "ignal +rocessing Mr. run ikas "ingh *

    Mr. kshay =opal

    5/0)C1(5 6"I 4esign >

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    12EC301 - CONTO! EN"INEEIN" (#-0-0)$a%u&t' r* Purus+ot+am*, Creits 0#

    .ours 52

    C&ass/

    C+apterTit&eefere

    n%e!iterature

    Topi%s to e Coere of Portion

    CoereInii

    ua&Cumu&at

    ie,NIT-1

    1-12

     Text book-2.1-2.8,3.1-

    3.7

    Mathematical Models of SystemsIntrodction, !i"erential#$ations of %hysical Systems,&inear '((roximations of %hysicalSystems, The &a(lace Transform,

     The Transfer )nction of &inearSystems, *lock !ia+ram Models,Si+nal )lo ra(h Models,om(ter 'nalysis of ontrolSystems, !esi+n #xam(lesState /ariable ModelsIntrodction, The State /ariablesof a !ynamic System, The State!i"erential #$ation, Si+nal )lora(h State Models, 'lternati0eSi+nal )lo ra(h State Models,

     The Transfer )nction from thestate e$ation, The timees(onse and the State TransitionMatrix.

    23 23

    ,NIT-213-22 Text book-

    .1-.7,)eedback ontrol Systemharacteristics 4(en and losed&oo( ontrol Systems, Sensiti0ityof ontrol Systems to %arameter/ariations, ontrol of the Transientes(onse of ontrol Systems,!istrbance Si+nals in a )eedback

    ontrol System, Steady State#rror, The ost of )eedback

     The %erformance of )eedbackontrol Systems Introdction ,

     Test In(t Si+nals, %erformance of a Second 4rder System, #"ects of a Third %ole and a 5ero on theSecond 4rder System es(onse,#stimation of the !am(in+ atio,

     The s %lane oot &ocation and

    16 2

    PESIT-Course Information-(Autonomous) 5 Semester Dept of ECE  

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    the Transient es(onse, TheSteady State #rror of )eedback

    control Systems.

    23-32

     Text book-.1-.,7.1-

    7.

     The Stability of &inear )eedbackSystems The once(t of Stability,

     The oth rit9 Stabilityriterion, The elati0e Stability of )eedback ontrol Systems, TheStability of State /ariable Systems

     The oot &ocs MethodIntrodction, The oot &ocsonce(t, The oot &ocs%rocedre, an #xam(le of a

    ontrol System, 'nalysis and!esi+n tili9in+ by oot &ocsmethod

    16 1

    ,NIT-#

    33-2

     Text book-8.1-8.:,6.1-

    6.7

    )re$ency es(onse methodsIntrodction, )re$ency es(onse%lots, 'n #xam(le of !rain+ the*ode !ia+ram, )re$encyes(onse Measrements,%erformance S(eci;cations in the)re$ency !omain, &o+ Ma+nitdeand %hase !ia+ramsStability in the )re$ency !omainIntrodction, Ma((in+ ontors inthe s %lane, The

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     The !esi+n of State /ariable )eed*ack Systems Introdction,

    ontrollability, 4bser0ability,4(timal ontrol Systems, %ole%lacement >sin+ State )eedback

    !iterature*ook Ty(e Title ? 'thor %blication info

    %blisher #dition Text *ook Modern ontrol Systems, ichard

    !orf and obert *isho(%earson #dcation 11th #dition

    12EC302 4 CO,NICATION EN"INEEIN"-1 (#-0-0)

    $a%u&t' r* Naara6*!*7 Creits 0#

    .ours 52

    C&ass

    /

    C+apter

    Tit&eefer

    en%e

    !iterature

    Topi%s to e Coere

    of Portion

    CoereInii

    ua&

    Cumu&at

    ie

    ,NIT-1

    1-1=

     Text book-13.1-3.:

    1= orsIntrodction 'M@ Time-!omain

    descri(tion, )re$ency !omain

    descri(tion. eneration of 'M

    a0e@ s$are la modlator,

    sitchin+ modlator. !etection of 

    'M a0es@ s$are la detector,

    en0elo( detector.

    !oble Side *and S((ressed

    arrier Modlation A!S*SB@ Time-

    !omain descri(tion, )re$ency-!omain re(resentation,

    eneration of !S*S a0es@

    balanced modlator, rin+

    modlator. oherent detection of 

    !S*S modlated a0es. ostas

    loo(.

    16 16

    ,NIT-211-2= Text book-1

    3.7-3.6

    *and(ass Si+nals and Systems@

    e0ie of )orier transform,

    16 38

    PESIT-Course Information-(Autonomous) 5 Semester Dept of ECE  

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    ilbert transform, (ro(erties of 

    ilbert transform, (re-en0elo(e,

    com(lex en0elo(e, canonicalre(resentation of band(ass

    si+nals and systems.

    Sin+le Side-*and Modlation

    ASS*B@ Cadratre carrier

    mlti(lexin+, Sin+le side-band

    modlation, )re$ency

    discrimination method for

    +eneratin+ SS* a0e, Time-

    !omain descri(tion. %hase

    discrimination method for+eneratin+ an SS* modlated

    a0e, Time-!omain descri(tion.

    !emodlation of SS* a0es.

    /esti+ial Side-*and Modlation

    A/S*B@ )re$ency !omain

    descri(tion, eneration of /S*

    modlated a0e, Time - !omain

    descri(tion, #n0elo( detection of 

    /S* a0e (ls carrier,

    om(arison of am(litdemodlation techni$es, )re$ency

    translation, )re$ency di0ision

    mlti(lexin+,,NIT-3

    21-32

     Text book-1

    3.1=-3.1:

    'n+le Modlation A)MB@ *asic

    conce(ts, )M, narro band )M,

    ide band )M, transmission

    bandidth of )M a0es, constant

    a0era+e (oer, +eneration of )M

    a0es@ indirect )M and direct )M.

     

    !emodlation of )M a0es, )M

    stereo mlti(lexin+, %hase-locked

    loo(,

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    33-2

     Text book-1

    :.1-:.7

    %,

     Fohn Dilley 1st Indian#dition,2=1=.

    PESIT-Course Information-(Autonomous) 5 Semester Dept of ECE  

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    PO8A8I!IT9 AND ANDO POCESSES

    Sb ode@ 12EC303 )aclty@ S+ree Prasa *

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    33-3

    >

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    12EC30# DI"ITA! SI"NA! POCESSIN" T.EO9 

    $a%u&t' r* Arun :i>as Sin+  r* A>s+a' "opa&

    .ours 52

    C&ass

    C+apterTit&e eferen%e!iterature

    Topi%s to e Coere

    of PortionCoere

    eferen%e

    Cumu&atie

    ,NIT I  Dis%rete $ourier Transform (Properties

    an App&i%ations)

    1-1= Text 1@cha(ter :Sections@ :.1, :.2

     The !)T )re$ency domainsam(lin+ and reconstrction of discrete time si+nals,

    16 16!)T as a linear transformation,relationshi( ith other transforms,%ro(erties (eriodicity, linearity andsymmetry, mlti(lication of !)Ts andcirclar con0oltion, se of !)T inlinear ;lterin+.

    ,NIT II  E?%ient Computation of D$T $ast $ourier TransformA&orit+ms

    11-2=

     Text 1@cha(ter [email protected],.1.3, :.3

    !irect com(tation of !)T, ))T'l+orithms- adix-2, !ecimation in

     Time ))T 'l+orithm, 16 38

    !ecimation in )re$ency ))T'l+orithm and in-(lacecom(tations.

    ,NIT III @ Ana&o @&ters

    21-31

     Text 1@cha(ter Sections@.: Text2@

    haracteristics of commonly sedanalo+ ;lters *tterorth andhebyshe0 ;lters, 'nalo+ to analo+fre$ency transformations.

    16 :7

    ,NIT I: Desin of II @&ters from ana&o @&ters

    32-2

     Text 1cha([email protected]., 7.3

     Text2@cha(ter :Sections@:.1-:.3

    II )ilter desi+n sin+ a((roximationof deri0ati0es,

    23 8=Im(lse In0ariance techni$e,bilinear transformation, Matched 9-transform,

    /eri;cation for stability and linearitydrin+ ma((in+.

    PESIT-Course Information-(Autonomous) 5 Semester Dept of ECE   /0

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    ,NIT : $I @&ter esin

    3-:

     Text 1cha(ter [email protected]

     Text2@cha(ter Sections@.

    Introdction to )I ;lters, desi+n of 

    )I ;lters sin+ ectan+lar,ammin+, *artlet and aiserindos,

    2= 1==)I ;lter desi+n sin+ fre$encysam(lin+ techni$e. Im(lementationof discrete-time systems@ Strctresfor II and )I systems-direct form Iand direct form II systems, cascade,lattice and (arallel reali9ation.

    !iterature

    8oo> T'pe

    Tit&e Aut+or Pu&i%ation infoEition

    Pu&is+er'ear

     Textbook 1

    !i+ital Si+nal %rocessin+@ %rinci(les,'l+orithms and '((lications ,J %roakisand ManolakisJ.

    3rd%earsonedcation

    2==7

     Textbook 2

    )ndamentals of !i+ital Si+nal%rocessin+,J &. . &demanJ. A

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    12EC305 - :!SI DESI"N (#-0-0-#)

      $a%u&t' .:7D= Creits 0# .ours 52

    C&ass/

    C+apterTit&eefer

    en%e!iterature

    Topi%s to e Coere of Portion

    CoereInii

    ua&Cumu&at

    ie,NIT-1

    1-1=

     Text book-1.-1., 2.1-2.1=2.13

    OS Dei%es Cir%uitsMooreLs &a, *asic M4S

     Transistors, #nhancement ?de(letion mode action, /-Ielationshi(, 's(ects of M4S

    threshold 0olta+e, M4S transistortranscondctance ? ot(tcondctance,M4S transistor ;+re of merits,(ass transistor,

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    :.1-:.3 resistance, area ca(acitance,delay nit, in0erter delays,

    (ro(a+ation delays, scalin+models, scalin+ factors,(arameters for scalin+, limitationsof scalin+.

    ,NIT-#

    31-=

    eferencebook 1-11.1-11.,12.1-12.:

    Desins of Data pat+ S'stemsMlti(lexers, *inary decoders,#$ality detector and com(arator,(riority encoder, bit adder circits,ri((le carry adders, carry lookahead adders, i+h s(eed addersand mlti(liers.

    2= 77

    ,NIT-5

    1-:2

    eferencebook 2-7.1-7.3.,8.:, 8.8

    SeBuentia& Cir%uits Desin  Introdction,se$encin+ static circit, max-min delayconstraints, time borroin+, clock ske, circitdesi+n of latches and i( o(s, conters, shifters

    23

    1==

    !iterature8oo> T'pe

    Tit&e Aut+or Pu&i%ation infoPu&is+er Eition

     Text *ook *asic /&SI !esi+n!o+las '. %cknell ? amran#shra+hian

    %I . 3rd#dition2==:

    eference*ook 1

    Introdction /&SI ircits ?Systems,

     Fohn % >yemra,

     Fohn Diley 2==2.

    eference*ook 2

    M4S /&SI !esi+nDeste and arris

    'yan *anerHee

    %earson#dcation

    3rd#dition

    eference*ook 3

    %rinci(les of M4S /&SI !esi+n@ 'Systems %ers(ecti0e,

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    CO,NICATION EN"INEEIN"-1 !A8

    Su Coe 12EC30 SE 5T. $a%u&t'-In-C+are Naara6*!*7

    !IST O$ E

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    12EC30 DI"ITA! SI"NA! POCESSIN" !A8 (0-0-2-1)

    ee>

    EFperimentNumer

      !ist of EFperiments

    1 1,2/eri;cation of sam(lin+ theorem.Im(lse res(onse of a +i0en system.

    2 3, &inear and irclar con0oltion of to +i0en se$ences.

    3 :'tocorrelation of a +i0en se$ence and 0eri;cation of its(ro(erties

    ross correlation of a +i0en se$ence and 0eri;cation of its (ro(erties

    : 7,8

    Sol0in+ a +i0en di"erence e$ation.

    om(tation of < (oint !)T of a +i0en se$ence and to(lot ma+nitde and (hase S(ectrm.

    6,1=&inear and irclar con0oltion of to +i0en se$encessin+ !)T and I!)T.

    7 11!esi+n and im(lementation of )I ;lter to meet +i0ens(eci;cation.

    8 12!esi+n and im(lementation of II ;lter to meet +i0ens(eci;cation.

    6 13,1 &inear and irclar con0oltion of to +i0en se$ences.

    1= 1: om(tation of < (oint !)T of a +i0en se$ence.

    11 1 Im(lse res(onse of a +i0en system of a +i0en system of ;rst and second order.

    12 17eali9ation of an )I ;lter Aany ty(eB to meet +i0ens(eci;cation. The in(t can be a si+nal from fnction+eneratorNs(eech si+nal.

    PESIT-Course Information-(Autonomous) 5 Semester Dept of ECE   /7

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