b.tech. five year engineering management integrated program part-isemester i ii

8/16/2019 b.tech. Five Year Engineering Management Integrated Program Part-Isemester i II

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Punjabi Universi ty, Pat iala Common Syllabus Batch 2015

BOS: 2015

Faculty of EngineeringB.TECH and FIVE YEAR ENGINEERING MANAGEMENT

INTEGRATED R!GRAM "ART#I$

" C!MM!N F!R A%% BRANCHE& C&E ' ECE ' ME ' CIVI%$

"Batc( )*+, !n-ard$&eion )*+,#+/

&CHEME !F AER&

FIR&T &EME&TER "GR!0 1 A$

&r.No. Coure No. Title % T Credit

1. CP 101 Com!uter Pro"rammin" # $ 1 0 $.5

2. C 101 Basic lectrical n"ineerin" $ 1 0 $.5

$. %C 102 %anu&acturin" Processes # $ 0 0 $.0

'. B(S 101 (!!lie) Physics * + $ 1 0 $.5

5. B(S 102 (!!lie) %athemat ics * + $ 1 0 $.5

. CP 151 Com!uter Pro"rammin" -ab # 0 0 2 1.0

. B(S 151 (!!lie) Physics * + -ab 0 0 2 1.0

/. %C 152 %anu&acturin" Processes -ab # 0 0 $ 1.5

. C 15$ lect rical an) lectronics -ab # 0 0 2 1.0

+, 2 3 )+.,

Total Contact Hour4 )5

FIR&T &EME&TER "GR!0 1 B$


1. SS 101 Communication Sil ls # 2 1 0 2.5

2. C 101 Basic lectr ical n"ineerin" $ 1 0 $.5

$. B(S 101 (!!lie) Physics *+ $ 1 0 $.5

'. B(S 102 (!!lie) %athematics * + $ 1 0 $.5

5. B(S 10$ (!!lie) Chemistry # $ 1 0 $.5

. SS 151 Communication Sil ls -ab # 0 0 2 1.0. %C 151 n"ineerin" 3ra!hics # 2 ' 0 '.0

/. B(S 151 (!!lie) Physics * + -ab 0 0 2 1.0

. B(S 15$ (!!lie) Chemistry -ab # 0 0 2 1.0

+/ 3 / )6.,

Total Contact Hour4 6+

7 B(S 10$ , B(S 15$ , SS 101 , SS 151 , CP 101 , CP 151, % C 151 , % C 102 , %C 152

4 C 1 5 $ ! a ! e r s i l l b e t a u " h t i n b o t h t h e s e m e s t e r s , o & & e r e ) i n s u c h a a y t h a t t h e

s t u )e n ts s t u) y h a l& o & t h es e ! a !e r s i n & i rs t s e me s te r a n ) t h e r e ma i ni n " h a l & i n s e co n )semester .

• B ( S 1 5 1 , B ( S 1 5 $ , S S 1 5 1 , C P 1 5 1 , % C 6 15 1 , % C 1 5 2 a n ) C 1 5 $ a r e ! r a c ti c al ! a !e r s o n l y.

7here i l l not be any theory e8aminat ion &or these !a!ers .

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BOS: 2015

Faculty of Engineering

Punjabi University, Patiala.3eneral +nstructions to the Pa!er Setters

9Common &o r B.7ech . in Com!uter Sc ience n"ineer in" , lec t ron ics an) communicat ion

n" in ee ri n" , %echani cal n" in eer in ", C iv il n" in ee r in " an) iv e ;ea r n" in ee ri n"

%ana"ement +nte"rate) Pro"ram.

A88lica9le to )*+, Batc(e

7he B. 7ech !a!er st ructure il l be as shon b elo:

attern of :uetion a8er7+7- O SUB

B ache lo r o & 7echno lo"y 9B ranch >

n) Semes te r 8am

7+% (--O?=: $ our @ o l l . Ao.

%a8 imum %ars : 50

Aot e : 6 Se c t i on C i s com!u l s or y. (t te m! t an y s i8 ue s t i ons se lec t ion th re e ue s t ions & rom ea ch sec t ion ( 4 B.

&ect ion#A "Fro; &ect ion A o f t(e y l la9u$

D1. . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .

D2 . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .

D$ . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .

D' . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .D5 . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . $85

&ect ion#B "Fro; &ect ion B o f t(e y l la9u$

D. . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .

D . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .

D/ . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .D . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .

D 1 0 . . . . . . .. . . . . . .. . . . . .. . . . . .. . . . . .. . . . . . .. . . . . .. . . . . .. . . . . . .. . . . . .. . . . . .. . . . $ 8 5

&ect ion#C "Fro; -(o le y l la9u$

D11

a> . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . b > . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .

c > . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .

) > . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .

e > . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .

& > . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . ." > . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .

h > . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .

i > . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .

j > . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . 1082E 20

Note for the paper se t ter :

1. 7ot a l numbers o & ues t i ons to be se t a re leven 911> a s !er t he above &ormat .

2 . 7 h er e i l l b e + F u e s ti o n s i n e ac h o & t h e S e c ti o n s ( a n ) B . a ch u e s ti o n il l b e o & & i v e 9 0 5 >

mars . oever , a uest ion may be se"re"ate) into sub!art s .$ . Sec t ion C i s com!ul sory an) conta i ns ten 910> sub6!a r t s e ach o& to 92> mars .

' . 7he ma8i mum l i mi t on numer ica l ! rob l ems t o be se t in t he !a!er i s $5G hil e mi n i mum l i mi t is 20G.5 . 7he !a!e r set t e r sha ll ! rov i )e )e ta i l e) mar i n" i ns truc t i ons an) so l u t ions t o numer ica l ! rob l ems &or

eva lua t ion !ur!ose in the se!ara te hi te envelo!es !rovi)e) &or solut ions . . 7he !a!er se t t e rs shoul ) seal t he i n te rna l 4 e8t e rna l enve l o!e !ro!e r l y it h s i "na ture s 4 ce l lo t a!e

a t !ro!er !lace .

. -o" t ab l es , cha r ts , " ra!hs , =es i "n )at a t ab le s e t c . shoul ) be s!ec i & i e) , heneve r nee)e) ./ . Use o& Sc i en ti & i c c a l cul a t or shoul ) be c lea r l y s!ec i &i e) .

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BOS: 2015

CE #+*+ Co;8uter rogra;;ing

% T Cr

$ 1 0 $.5

&ection A

Nu;9er &yte;4 Bit , Byte, Binary, =ecimal, e8a)ecimal an) Octa l Sys tem,

Conversion &rom one S ystem to another.

Binary Arit(;etic4 ())ition, Subtraction an) %ulti!lication.

Introduct ion to Co;8uter %anguage4 %achine -an"ua"e, (ssembly -an"ua"e,

i"her -evel -an"ua"e, (ssembler, Com!iler, +nter!retter.

Introduction to !8erating &yte;4 Batch Systems, %ulti!ro"rammin", 7ime sharin"

Systems, @eal 7ime Systems, Aetor O!eratin" System an) =istr ibute) O!eratin"

System.

Introduct ion to C4 Conce!ts o& Proce)ure or iente) !ro"rammin", Character Set ,

+)enti&iers, Heyor)s an) =ata ty!es an) stora"e classes.!8erator and E, CJJ un)amentals Conce!ts 9=e&inition ith e8am!le> o& : nca!sulation,

unction Overloa)in", Sin"le level +nheritance, Polymor!hism an) rien) unctions.

Note4 T(i u9=ect i co;;on to all 9ranc(e. !nly 9aic of C>> i co?ered

Reco;;ended Boo@4

1. . Bala"urusamy, KPro"rammin" in CL, 7ata %c3ra ill

2. ;ashant Hanetar, K-et Us CL, BPB

$. B. @am, KCom!uter un)amentalsL, ?iley

'. P.H.Sinha, KCom!uter un)amentalsL.5. F. @ajaraman, K un)amentals o& Com!utersL, P+

. Brain ?. Herni"ha an) =ennis %. @ichie: 7he C Pro"rammin" -an"ua"e, P+. @obert -a&ore, K7urbo CJJL

/. . Bala"urusamy, KPro"rammin" in CJJL, 7ata %c3ra ill

Pa"e $ o& '1


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BOS: 2015

ECE +*+ BA&IC E%ECTRICA% ENGINEERING

% T Credit

6 + * 6.,

&ection#A

Hirchho&& Ms las an) their a!!licat ions in solvin" electr ical netor !roblems, Star6

)elta trans&ormation

=.C. Aetors : Su!er!osi tion theorem. 7hevenin M s theorem, AortonM s theorem,

%a8imum !oer trans&er theorem, Ste! volta"e res!onse o& @- an) @C series circuits.

Sinusoi)al Stea)y6State @es!onse o& Circuits: Conce!t o& Phasor )ia"ram, &orm &actor

an) !ea &actor o& a ave&orm. Series an) !aral lel circuits , !oer an) !oer &actors,@esonance in circuits, Balance) $6!hase volta"e, current an) !oer relations, $6 !hase

!oer measurement.

&ection#B

Sin"le6Phase 7rans&ormers: Constructional &ea ture, ?orin" !rinci!le o & a trans&ormer,em& euations, 7rans&ormer on no6loa) an) i ts !hasor )ia"ram, 7rans&ormer on loa),

volta"e )ro!s an) i ts !hasor )ia"ram, uivalent circuit , +)eal t rans&ormer, o!en an)

short circuit tests, Calculation o& e&&iciency, con)ition &or ma8imum e&&iciency

lectr ical %achines: Construction, Princi!le o& orin", unction o& the commutator &or motor in" an) "eneration act ion, Character is t ics an) a!!lications o& =C %otor,

+n)uction motors 9sin"le !hase>

Reco;;ended Boo@

1. )ar) u"he, lec tr ica l 7echnolo"y, ())ison6?is ley, Ae ;or.

2 . Aai)u an) S . Hamashaiah, +n tro)uct ion to lec tr ica l n"ineerin" 7ata %c3ra

ills, Ae =elhi.

$ . F. =eltoro , Princ i! le o& lec tr ical n"ineerin" , 7ata %c3ra il l, Ae =elhi.

'. Smith an) =o r&, C ircu its = ev ic es an) Sys te ms,


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BOS: 2015

MCE +*) MAN0FACT0RING R!CE&&E&

% T Credit

6 * * 6.*

&ection 1 A

+n tro)uction: Common en"ineerin" mater ia ls an) thei r im!ortant mechanical an)manu&acturin" !ro!erties. +m!ortance o& %anu&acturin" Processes, 3eneral classi&ication

o& manu&acturin" !rocesses

%etal Castin"4 Princi!les o& metal castin", castin" terminolo"y, Patterns, their &unctions,

ty!es, materials an) !at tern al loances, Characteristics o& mol)in" san), 7y!es o& san)mol)s, 7y!es o& cores, cha!lets an) chills their materials an) &unctions. Castin" =e&ects.

%etal ormin" an) Shearin": ot an) col) orin", ty!es o& &or"in" !rocesses. @ollin",ire )rain" an) e8trusion !rocesses, )rain", ben)in", s!innin", stretchin", embossin"

an) coinin". =ie an) !unch o!eration, shearin", !iercin" an) blanin", notchin", lancin",

ben)in", )ee! )rain" o!erations.&ection 1 B

%achinin" Processes: Princi!les o& metal cuttin", cuttin" tool materials an) a!!lications,

ty!es o& sin"le !oint cut t in" tools. 3eometry o& sin"le !oint cut t in" tool . Cutt in" &lui)san) their &unct ions, ty!es o& cut t in" &lui)s, select ion o& cut t in" &lui)s, intro)uction to

multi!oint cuttin" tools.

%achine 7ools: +n tro)uction to Cent re -athe, !art s o& a la the , la the a t tachments ,

o!erations !er&orme) on lathe, or hol)in" in -athes, intro)uction to sha!in", !lannin",

millin", )rillin" an) allie) o!erations, sain" o!erations.

?el)in" 4 (ll ie)


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BOS: 2015

BA& +*+ A% IE D HY &I C& 1 I

% T Credit

6 + * 6.,

&ection A

Sim!le harmonic motion: =i&&erential euation, l issajous &i"ures &orme) by su!er!osit ion o&

to S%, Char"e osci l lat ions in a -C ci rcuit . =am!e) osci l lator : =i&&erential euat ion,

metho)s o& )escribin" )am!in" o& an oscil la tor6 lo"arithmic )ecrement , rela8at ion t ime,

ual i ty &actor , =am!e) osci l la t ions in a -C@ ci rcui t , orce) osci l la t ions 9ual i ta t ive i)easonly>.

+nter&erence by )ivis ion o& am!l i tu)e: ! lane !aral lel th in & i lms, colors in th in & i lms, non6

re&lectin" &i lmsIcoatin"s, hi"h re&lectivity thin &i lm coatin"s, %ichelson inter&erometer.

raunho&&er ) i &&ract ion &rom ci rcular a!erture, )ouble s l i t an) a "rat in" 9normal inci)ence

case> , @ayle i"hQs c r it e ri a o & reso lut ion , reso lvin" !oer o & t e lesco!e , microsco!e an)

"ratin".

Polar iat ion by )ouble re&ract ion, ) ichroism, Aicol !r ism, Conce!t o& ! lane, c i rcular an)

ell i!tical !olariation ith mathematical e8!ression.

&ection B

7ransi t ions beteen ener"y s tates , ins tein coe&& icients , !r inci!le an) !ro!ert ies o& laser

beam, three an) &our level lasers, elementary )escri!tion o& !r inci!le, construction an)

o!erat ion o& e6Ae laser , CO 2 laser , ruby laser , A)6;(3 laser an) semi6con)uctor laser .(!!lications o& lasers.

Pro!a"at ion o& l i"ht throu"h o!t ical & iber, i t s "eometry, numerical a!erture an) acce!tance

an"le, s te! in)e8 an) "ra)e) in)e8 & ibers , Si"nal at tenuat ion an) )is!ers ion 9ual i ta tive

i)eas>. (!!lications o& o!tical &ibers.Postulates o& ol) uantum theory, ave &unctions an) ave !acets, t ime )e!en)ent an) t ime

in)e!en)ent Schro)in"er ave euat ion , e8!ec tat ion va lue , a!!l i cat ion o & Schro) in"er

euation to !art icle in an in& ini te !otent ial bo8, !art ic le in a & in i te !otential el l , !otent ial

barr ier 9 tunnelin" e&&ect >, l inear harmonic osci lla tor, elementary i)ea o& uantum com!utin".

Reco;;ended Boo@

1 . ?ave an) Fibra t ions by .< . Pa ins

2. un)amentals o& o!tics by

$ . Physics &or n"ineerin" (!!l icat ions by S. Puri 9Aarosa Publ ishers>

' . -asers6 7heory an) a!!l icat ions by 7hya"rajan an) 3hata 9%c%illan Publ ishers>

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BOS: 2015

BA& +*) A%IED MATHEMATIC& 1 I

% T Credit

6 + * 6.,

&ection A

unctions o& several variables

- imit an) Con ti nu it y o & & unct ions o & t o var iabl es , !ar ti al )er ivat ives , t ot al)i &&erential an) )er ivat ives . (!!ro8imat ion by total )i &&erentials . =er ivat ives o&

com!osite an) im!lici t &unctions. omo"eneous &unctions, ulerQs 7heorem. 7aylorQs

7heorem. %a8ima an) %inima, -a"ran"eQs metho) o& multi!liers. %ulti!le inte"rals.

i"en values an) i"en vectors

%atri8 al"ebra, some s!ecial matrices, )eterminants an) i ts !ro!ert ies , Solutions o&

system o& euations. Fector S!aces, subs!aces, -inear )e!en)ence an) in)e!en)ence

o& vectors . =imensions an) Basis . -inear 7rans&ormat ions . i"en values an) i"envectors o& matrices, Similar an) =ia"onaliable matrices. Dua)ratic &orms.

&ection B

+m!ro!er +nte"rals

+ m!ro!er i nt e" ra ls o & & ir st in), + m!ro!er i nt e" ra ls o & s econ) in). (bso lu te

conver"ence o& im!ro!er inte"rals. +m!ro!er inte"rals involvin" a !arameter. Beta an)3amma &unctions an) their conver"ence.

Com!le8 (nalysis

Com!le8 numbers !olar &orms, !oers an) roots. -imit, Continuity an) =erivatives o& com!le8 &unctions. (nalytic &unctions. C@6euations, -a!lace euation. Con&ormal

ma!!in". 8!onential, 7ri"onometric, y!erbolic an) -o"arithmic &unctions.

Reco;;ended Boo@4

1 . @ .H . < ai n a n) S .@ .H . + ye n" e, () va nc e) n" in ee rin " % ath ema tic s, A aro sa

Publishin" ouse, A =elhi.

2. . Hreyic, ()vance) n"ineerin" %athematics 9i"hth )it ion>

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BOS: 2015

CE +,+ C!M0TER R!GRAMMING %AB

% T Credit

* * ) +.*

%it of E.

' . ?ri te a ! ro"r am shoin" i n!ut an) out !u t & unct ions .

5 . ?ri te a ! ro"r am t o il lu st ra te )ec is ion cont ro l st ruct ur es .

. ?ri te !r o"ram usi n" l oo!i n" con tr ol s tr uc tu res.

. ?ri te a!! li ca ti ons base) on one an) t o ) imensi onal a rr ays .

/. ?orin" ith !ointers.

. ?ri te a !r o"ram s hoi n" ar ray an) !o in te r r el at ions hi !.

10. + ll us tr at e & unct ions an) r ecur si on .

11. Sho t he us e o & !oi nt er s i n & unct ions .

12. ?r ite a !ro"ram to sho the use o& &unctions i th arrays .

1$. ?r ite a !ro"ram base) on st ruc ture an) us in" union.

1'. Use the !oi nt er to !o in t t o s tr uc tu re .

15. Use the s tr uc tu res it h & unct ions .

1 . + ll us tra te th e & ile ha n) li n" .

1. ?r ite !ro"ram to i llus tr a te CJJ !ro"ram st ruc ture .

1/. ?r ite !ro"ram to i llus tr a te the use o& cl as ses an) objec ts .

1. ?r ite !ro"ram to i llus tr a te the conce!t o& inher it ance.

20. ?r ite !ro"ram to i llus tr a te the conce!t o& !olymor!hism.

Pa"e / o& '1


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BOS: 2015

BA& +,+ A%IED HY&IC& 1 I %AB

% T Credit

* * ) +.*

%it of E


10/40


BOS: 2015

MCE +,) MAN0FACT0RING R!CE&&E& %AB

% T Credit

* * 6 +.,

%it of E

2 . it tin" Sho!: - * Cut tin" & rom suare !iece in & it tin" sho! 9involvin" suar in" ,

- * cuttin" an) suarin", )rillin", ta!!in", reamin">

$ . Sheet %eta l Sho!: -ayout marin", cu tt in"Ishearin", ben)in" in bo8 sha!e ith

)rillin" an) @ivetin"

' . C ar !e nt ry Sh o! : C ro ss an ) - a! jo in ts , 7 * < oin t

5 . ?el )i n" Sho!: Bu tt ?el )i n" I 3as el )i n" , Sol )e ri n" .

. oun)ry Sho!: %oul)in" o& lan"e , %oul)in" o& Core an) cast in" o& ! i!e .

. Smith y Sh o! : Po e r, C ircu la r @in ".

Pa"e 10 o& '1


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BOS: 2015

ECE +,6 E%ECTRICA% AND E%ECTR!NIC& %AB

% T Credit

* * ) +.*

%it of E Poer s u!!l y

. ami li ar ia tion an) test in" o& =io)e, B


12/40


BOS: 2015

H&& +*+ C!MM0NICATI!N &I%%&

% T Credit

) + * ).,

&ection 1 A

Communicat ion: Process o& communicat ion, semant ic "a!, 7y!es an) channels o&

communication. Si"ni&icance o& communication in a !ro&essional or"aniation.

@ea)in" Sills: @ea)in" !ur!oses, "ears, ty!es an) e&&ective strate"ies o& rea)in".

?rit in" Sil ls : lements o& e&&ective rit in", rit in" styles, use o& homonyms, cloe

tests, one or) substitution, abbreviations etc.

Business Corres!on)ence: lements 4 in)s o& business letters uotations 4 ten)ers,


13/40


BOS: 2015

ECE +*+ BA&IC E%ECTRICA% ENGINEERING

% T Credit

6 + * 6.,

&ection#A

Hirchho&& Ms las an) their a!!licat ions in solvin" electr ical netor !roblems, Star6

)elta trans&ormation

=.C. Aetors : Su!er!osi tion theorem. 7hevenin M s theorem, AortonM s theorem,

%a8imum !oer trans&er theorem, Ste! volta"e res!onse o& @- an) @C series circuits.

Sinusoi)al Stea)y6State @es!onse o& Circuits: Conce!t o& Phasor )ia"ram, &orm &actor

an) !ea &actor o& a ave&orm. Series an) !aral lel circuits , !oer an) !oer &actors,@esonance in circuits, Balance) $6!hase volta"e, current an) !oer relations, $6 !hase

!oer measurement.

&ection#B

Sin"le6Phase 7rans&ormers: Constructional &ea ture, ?orin" !rinci!le o & a trans&ormer,em& euations, 7rans&ormer on no6loa) an) i ts !hasor )ia"ram, 7rans&ormer on loa),

volta"e )ro!s an) i ts !hasor )ia"ram, uivalent circuit , +)eal t rans&ormer, o!en an)

short circuit tests, Calculation o& e&&iciency, con)ition &or ma8imum e&&iciency

lectr ical %achines: Construction, Princi!le o& orin", unction o& the commutator &or motor in" an) "eneration act ion, Character is t ics an) a!!lications o& =C %otor,

+n)uction motors 9sin"le !hase>

Reco;;ended Boo@

1. )ar) u"he, lec tr ica l 7echnolo"y, ())ison6?is ley, Ae ;or.

2 . Aai)u an) S . Hamashaiah, +n tro)uct ion to lec tr ica l n"ineerin" 7ata %c3ra

ills, Ae =elhi.

$ . F. =eltoro , Princ i! le o& lec tr ical n"ineerin" , 7ata %c3ra il l, Ae =elhi.

'. Smith an) =o r&, C ircu its = ev ic es an) Sys te ms,


14/40


BOS: 2015

BA& +*+ A% IE D HY &I C& 1 I

% T Credit

6 + * 6.,

&ection A

Sim!le harmonic motion: =i&&erential euation, l issajous &i"ures &orme) by su!er!osit ion o&

to S%, Char"e osci l lat ions in a -C ci rcuit . =am!e) osci l lator : =i&&erential euat ion,

metho)s o& )escribin" )am!in" o& an oscil la tor6 lo"arithmic )ecrement , rela8at ion t ime,

ual i ty &actor , =am!e) osci l la t ions in a -C@ ci rcui t , orce) osci l la t ions 9ual i ta t ive i)easonly>.

+nter&erence by )ivis ion o& am!l i tu)e: ! lane !aral lel th in & i lms, colors in th in & i lms, non6

re&lectin" &i lmsIcoatin"s, hi"h re&lectivity thin &i lm coatin"s, %ichelson inter&erometer.

raunho&&er ) i &&ract ion &rom ci rcular a!erture, )ouble s l i t an) a "rat in" 9normal inci)ence

case> , @ayle i"hQs c r it e ri a o & reso lut ion , reso lvin" !oer o & t e lesco!e , microsco!e an)

"ratin".

Polar iat ion by )ouble re&ract ion, ) ichroism, Aicol !r ism, Conce!t o& ! lane, c i rcular an)

ell i!tical !olariation ith mathematical e8!ression.

&ection B

7ransi t ions beteen ener"y s tates , ins tein coe&& icients , !r inci!le an) !ro!ert ies o& laser

beam, three an) &our level lasers, elementary )escri!tion o& !r inci!le, construction an)

o!erat ion o& e6Ae laser , CO 2 laser , ruby laser , A)6;(3 laser an) semi6con)uctor laser .(!!lications o& lasers.

Pro!a"at ion o& l i"ht throu"h o!t ical & iber, i t s "eometry, numerical a!erture an) acce!tance

an"le, s te! in)e8 an) "ra)e) in)e8 & ibers , Si"nal at tenuat ion an) )is!ers ion 9ual i ta tive

i)eas>. (!!lications o& o!tical &ibers.Postulates o& ol) uantum theory, ave &unctions an) ave !acets, t ime )e!en)ent an) t ime

in)e!en)ent Schro)in"er ave euat ion , e8!ec tat ion va lue , a!!l i cat ion o & Schro) in"er

euation to !art icle in an in& ini te !otent ial bo8, !art ic le in a & in i te !otential el l , !otent ial

barr ier 9 tunnelin" e&&ect >, l inear harmonic osci lla tor, elementary i)ea o& uantum com!utin".

Reco;;ended Boo@

1 . ?ave an) Fibra t ions by .< . Pa ins

2. un)amentals o& o!tics by

$ . Physics &or n"ineerin" (!!l icat ions by S. Puri 9Aarosa Publ ishers>

' . -asers6 7heory an) a!!l icat ions by 7hya"rajan an) 3hata 9%c%illan Publ ishers>

Pa"e 1' o& '1


15/40


BOS: 2015

BA& +*) A%IED MATHEMATIC& 1 I

% T Credit

6 + * 6.,

&ection A

unctions o& several variables

- imit an) Con ti nu it y o & & unct ions o & t o var iabl es , !ar ti al )er ivat ives , t ot al)i &&erential an) )er ivat ives . (!!ro8imat ion by total )i &&erentials . =er ivat ives o&

com!osite an) im!lici t &unctions. omo"eneous &unctions, ulerQs 7heorem. 7aylorQs

7heorem. %a8ima an) %inima, -a"ran"eQs metho) o& multi!liers. %ulti!le inte"rals.

i"en values an) i"en vectors

%atri8 al"ebra, some s!ecial matrices, )eterminants an) i ts !ro!ert ies , Solutions o&

system o& euations. Fector S!aces, subs!aces, -inear )e!en)ence an) in)e!en)ence

o& vectors . =imensions an) Basis . -inear 7rans&ormat ions . i"en values an) i"envectors o& matrices, Similar an) =ia"onaliable matrices. Dua)ratic &orms.

&ection B

+m!ro!er +nte"rals

+ m!ro!er i nt e" ra ls o & & ir st in), + m!ro!er i nt e" ra ls o & s econ) in). (bso lu te

conver"ence o& im!ro!er inte"rals. +m!ro!er inte"rals involvin" a !arameter. Beta an)3amma &unctions an) their conver"ence.

Com!le8 (nalysis

Com!le8 numbers !olar &orms, !oers an) roots. -imit, Continuity an) =erivatives o& com!le8 &unctions. (nalytic &unctions. C@6euations, -a!lace euation. Con&ormal

ma!!in". 8!onential, 7ri"onometric, y!erbolic an) -o"arithmic &unctions.

Reco;;ended Boo@4

1 . @ .H . < ai n a n) S .@ .H . + ye n" e, () va nc e) n" in ee rin " % ath ema tic s, A aro sa


2. . Hreyic, ()vance) n"ineerin" %athematics 9i"hth )it ion>

Pa"e 15 o& '1


16/40


BOS: 2015

B A& + *6 A %I ED C HEMI &T RY

% T Credit

6 + * 6.,

&ection A

S!eci& icat ions o& ater &or )i &&erent uses , ater &or )omestic an) in)ustr ial uses,)i&&erent metho) o& ater so&tenin", boiler &ee) ater, )esalination o& ater, e&& luentliui) streams, BO=, CO=, trace elements in ater an) their !ermissible limits.

7y!es o& corrosion, chemical corrosion an) i ts mechanism, electrochemical corrosion

an) i t s mechanism, "alvanic corros ion, atmos!her ic corros ion, !assivity, &actorsin&luencin" corrosion, !revention o& corrosion.

Basic !rinci!le an) theory o& chromato"ra!hy, thin layer an) column chromato"ra!hy,

"as chromato"ra!hy, "as6l iui) chromato"ra!hy, "as6soli) chromato"ra!hy, ione 8c ha n" e a n) h i" h ! re ss ur e l i ui ) c hr oma to "r a! hy, s im! le a !! lic at io ns o &

chromato"ra!hy.

lectrolytic con)uctance, &actors a&&ectin" con)uctance, stron" an) ea electrolytes,

HohlrauschQs la, e&&ect o& )ilution on ionic an) euivalent con)uctance, ) i&&usion an)ionic mobility, con)uctometric titrations.

lectrochemical cel l , ty!es o& electro)es, electro)e !otential , %, Cell reactions,

% o& "alvanic cell , electrochemical series 4 i ts a!!licat ions, AernstQs euation, !rimary an) secon)ary batteries, &uel cells.

-as o& !hotochemis try, uantum yie l), !rimary an) secon)ary !hotochemical

!rocesses, Hinetics o& !hotochemical reactions, !hoto )e"ra)ation o& e8cite) states by !hoto6!hysical !rocesses6 &luorescence, !hos!horescence an) other !rocesses.

&ection B

+ntro)uction to molecular s!ectra, +ntro)uction to UF6F+S s!ectrosco!y, theory, ran6

Con)on !rinci!le, -ambert6Beer la, +nstrumentation, lectronic transi t ions, variousty!es o& shi&ts, a!!lication o& UF s!ectrosco!y to sim!le or"anic molecules.

+ntro)uction to +@ s!ectrosco!y, theory an) instrumentation, selection rules, &actorsa&&ec tin" molecular v ibra tions, a!!li ca t ions o& +@ to s im!le &unctional "rou!s

9carbonyl, hy)ro8yl, amino, carbo8ylic aci)s>.

+n tr o) uc ti on to A %@ s !e ct ro sc o! y, t he or y a n) i ns tr ume nt ati on , s!in6s!inrela8ation, s!in6lattice rela8ation, s!in6s!in cou!lin", chemical shi&t, sim!le a!!lications.

Polymers6 %olecular ei"ht )eterminat ion, s tereochemis try o& !olymers , !hysical

!ro!erties o& !olymers, )i&&erent ty!es o& !olymers * &ibre &ormin", con)uctin" an) !hotochromic !olymers synthesis an) a!!lications o& en"ineerin" !olymers, silicon

!olymers, !olyurethanes an) e!o8y resins.

Classi& ication o& lubricants , lubricatin" oils , semisoli) lubricants , soli) an) syntheticlubricants , !ro!ert ies o& lubricatin" oils 9viscosity, & lash an) & ire !oints , clou) an)

!our !oint, mechanical stability an) sa!oni&ication number>.

Reference4

1. (tins, P.?. Physical Chemistry, O8&or) - BS

2. @ao C A.@., Chemical (!!lication o & +n&ra6re) S!ectrosco! y, (ca). Press, A e ;or.

$. Bellamy, -.


17/40


BOS: 2015

H&& +,+ C!MM0NICATI!N &I%%& %AB

% T Credit

* * ) +.*

1. @eco"niin" an) articulatin" s!eech soun)s, moc )ialo"ueIconversation.

2. %ain" an oral !resentation, class seminars, !a!er rea)in".

$. Partici!atin" in a "rou! )iscussion.

'. ol)in" a moc meetin".

5.=evelo!in" sills relate) to Business Corros!on)ence

. Pre!aration &or !artici!atin" in a moc intervie &or a job etc.

. =evelo!in" sills &or con)uctin" a meetin" atten)in" tele!honic calls.

/. -istenin" to a recor)e) conversation an) reviein"I)iscussin" its contents an) style.

Pa"e 1 o& '1


18/40


BOS: 2015

MCE +,+ ENGINEERING GRAHIC&

% T Credit

) 2 * 2.*

&ection#A

-ines, -etterin", =imensionin", Scales @e&erence an) (u8iliary Planes Systems o& Ortho"ra!hic

Projections Projection o& Points an) -ines 7rue len"th o& lines an) their true an"les o& inclination ith

the re&erence !lanes Projection o& Planes an) their true sha!e.

Polyhe)ral an) Soli)s o& @evolution Projection o& Soli)s in sim!le !ositions: (8is !arallel to both there&erence !lanes, !arallel or !er!en)icular to one an) incline) to the other or incline) to both the

re&erence !lanes.

Section o& soli)s: Section Planes, Sections an) !rojection o& sections on the re&erence !lanes 7rue sha!eo& sections o& sim!le soli)s.

&ection#B

=evelo!ment o& lateral sur&aces o& sim!le soli)s such as cubes, !risms, cylin)ers, !yrami)s, cones,

s!heres etc. +ntersection o& lateral sur&aces o& sim!le soli)s !enetratin" into one another Projection o&

linesIcurves o& intersectionIinter!enetration on the re&erence !lanes.+sometric a8es, lines an) !lanes +sometric scale =rain"ISetchin" isometric vie o& !lanes, !lane

&i"ures an) sim!le soli)s &rom ortho"ra!hic !rojections Conversion o& !ictorial vie o& sim!le soli)s

into ortho"ra!hic !rojections.

Reco;;ended Boo@4

1. P.S. 3ill, ( 7e8t Boo o& n"ineerin" =rain" 93eometrical =rain">, S.H. Hataria 4 Sons, Ae=elhi.

2. rench an) Firc, 3ra!hic Science, %c3ra ill Publishers, Ae ;or.

$. @. H. =haan, ( te8t boo o& n"ineerin" =rain", S. Chan) an) Co. -t)., Ae =elhi

'. A. =. Bhatt an) F. %. Panchal, n"ineerin" =rain", Charotor Publication ouse, (nan)

5. %.B. Shah an) B.C. @ana, n"ineerin" =rain", Pearson )ucation (sia, Ae =elhi

. Fenu"o!al, n"ineerin" =rain" an) 3ra!hics, Ae ("e +nternational Publishers, Ae =elhi

Pa"e 1/ o& '1


19/40


BOS: 2015

BA& +,+ A%IED HY&IC& 1 I %AB

% T Credit

* * ) +.*

%it of E


20/40


BOS: 2015

BA& +,6 A %IED CH EM I& TRY %AB

% T Credit

* * ) +.*

%it of E.

$. 7o )etermine the com!osi tion o& a mi8ture o& bases 9AaO J Aa 2CO $>.

'. 7o )etermine the co!!er content in a "iven sam!le +o)ometr ical ly.

5. Pre!arat ion o& UreaI &ormal)ehy)e an) Phenol I&ormal)ehy)e resin.

. Pre!ara tion o& as!ir in by conventionalInon6conventional metho) an) analys is by

meltin" !oint an) 3C analysis.

. Pre!ara tion o& =ie ls (l)er a))uct o& %al iec ac i) an) anthracene by convent ionalmetho)Inon6conventional metho) an) analysis by meltin" !oint an) 3C analysis.

/ . 7o ) et er min e th e s t re n" th o & a " iv en a ci ) b y t itr at in " ith A I1 0 A a O , !

metrically.

. 7o ver i&y BeeeQr l a an) to & in) the concentrat ion o& an unnon solu tion us in"

colorimeterI Uv6 Fis s!ectro!hotometer.

10. 7o &in) the !ercenta"e !uri ty o& ("AO $ solution con)uctometrical ly usin" AI10

HCl solution.

11. 7o est imate the s t ren"th o& the "iven Cl solut ion by t i tratin" i th AI10 AaO

!otentiometrically usin" Duinhy)rone as the in)icator electro)e.

12. =eterminat ion o& )issolve) o8y"en !resent in a "iven ater sam!le by ?inlerQs

metho).

1$. 8traction o& =A( &rom "reen !eas an) i ts i)enti& icat ion by UF analysis .

1'. 7o )etermine the amount o& e2 J an) e$ J ions in the "iven ore solution by usin"

e8ternal H 2Cr 20 in)icator.

Pa"e 20 o& '1


21/40


BOS: 2015

Faculty of EngineeringB.TECH and FIVE YEAR ENGINEERING MANAGEMENT

INTEGRATED R!GRAM "ART#I$

" C!MM!N F!R A%% BRANCHE& C&E ' ECE ' ME ' CIVI%$

"Batc( )*+, !n-ard$&eion )*+,#+/

&CHEME !F AER&

&EC!ND &EME&TER "GR!0 1 A$


1. SS 101 Communication Sil ls # 2 1 0 2.5

2. C 102 Basic lectronics $ 1 0 $.5

$. B(S 10$ (!!lie) Chemistry # $ 1 0 $.5

'. B(S 10' (!!lie) Physics * ++ $ 1 0 $.5

5. B(S 105 (!!lie) %athematics * ++ $ 1 0 $.5

. SS 151 Communication Sil ls -ab # 0 0 2 1.0

. %C 151 n"ineerin" 3ra!hics # 2 ' 0 '.0

/. B(S 15$ (!!lie) Chemistry -ab # 0 0 2 1.0

. B(S 15' (!!lie) Physics * ++ -ab 0 0 2 1.0

+/ 3 / )6.,

Total Contact Hour4 6+

&EC!ND &EME&TER "GR!0 1 B$


1. CP 101 Com!uter Pro"rammin" # $ 1 0 $.5

2. C 102 Basic lectronics $ 1 0 $.5

$. %C 102 %anu&acturin" Processes # $ 0 0 $.0

'. B(S 10' (!!lie) Physics * ++ $ 1 0 $.5

5. B(S 105 (!!lie) %athematics * ++ $ 1 0 $.5

. CP 151 Com!uter Pro"rammin" -ab # 0 0 2 1.0

. B(S 15' (!!lie) Physics * ++ -ab 0 0 2 1.0

/. %C 152 %anu&acturin" Processes -ab # 0 0 $ 1.5

. C 15$ lectr ical an) lectronics -ab # 0 0 2 1.0

+, 2 3 )+.,

Total Contact Hour4 )5

7B ( S 1 0 $ , B( S 1 5 $ , SS 1 0 1 , S S 1 51 , C P 1 0 1, C P 1 5 1 , % C 1 5 1, % C 1 0 2 , %C 1 5 2 4 C

1 5 $ ! a ! e r s i l l b e t a u " h t i n b o t h t h e s e m e s t e r s, o & & e r e ) i n s u c h a a y t h a t t h e s t u ) e n t s s t u ) y h a l & o &

these !a!er s in & i r s t s emes te r an) the r emain in" ha l & in secon) semes te r .

• B(S 15$, B(S 15', SS 151, CP 151, %C6151, %C 152 an) C 15$ are !ract ica l !a!ers

only. 7here il l not be any theory e8aminat ion &or these !a!ers.

Pa"e 21 o& '1


22/40


BOS: 2015

Faculty of Engineering

Punjabi University, Patiala.3eneral +nstructions to the Pa!er Setters

9Common &o r B.7ech . in Com!uter Sc ience n"ineer in" , lec t ron ics an) communicat ion

n" in ee ri n" , %echani cal n" in eer in ", C iv il n" in ee r in " an) iv e ;ea r n" in ee ri n"

%ana"ement +nte"rate) Pro"ram.

A88lica9le to )*+, Batc(e

7he B. 7ech !a!er st ructure il l be as shon b elo:

attern of :uetion a8er7+7- O SUB

B ache lo r o & 7echno lo"y 9B ranch >

n) Semes te r 8am

7+% (--O?=: $ our @ o l l . Ao.

%a8 imum %ars : 50

Aot e : 6 Se c t i on C i s com!u l s or y. (t te m! t an y s i8 ue s t i ons se lec t ion th re e ue s t ions & rom ea ch sec t ion ( 4 B.

&ect ion#A "Fro; &ect ion A o f t(e y l la9u$

D1. . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .

D2 . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .

D$ . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .

D' . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .

D5 . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . $85&ect ion#B "Fro; &ect ion B o f t(e y l la9u$

D. . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .

D . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .

D/ . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .

D . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .D 1 0 . . . . . . .. . . . . . .. . . . . .. . . . . .. . . . . .. . . . . . .. . . . . .. . . . . .. . . . . . .. . . . . .. . . . . .. . . . $ 8 5

&ect ion#C "Fro; -(o le y l la9u$

D11

a> . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .

b > . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .c > . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .

) > . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .

e > . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .

& > . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .

" > . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .h > . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .

i > . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .

j > . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . 1082E 20

Note for the paper se t ter :

1. 7ot a l numbers o & ues t i ons to be se t a re e leven 911> a s !er t he above &ormat .

2 . 7 h er e i l l b e + F u e s ti o n s i n e ac h o & t h e S e c ti o n s ( a n ) B . a ch u e s ti o n il l b e o & & i v e 9 0 5 >

mars . oever , a uest ion may be se"re"ate) into sub!art s .

$ . Sec t ion C i s com!ul sory an) conta i ns ten 910> sub6!a r t s e ach o& to 92> mars .' . 7he ma8i mum l i mi t on numer ica l ! rob l ems t o be se t in t he !a!er i s $5G hil e mi n i mum l i mi t is 20G.

5 . 7he !a!e r set t e r sha ll ! rov i )e )e ta i l e) mar i n" i ns truc t i ons an) so l u t ions t o numer ica l ! rob l ems &or eva lua t ion !ur!ose in the se!ara te hi te envelo!es !rovi)e) &or solut ions .

. 7he !a!er se t t e rs shoul ) seal t he i n te rna l 4 e8t e rna l enve l o!e !ro!e r l y it h s i "na ture s 4 ce l lo t a!e

a t !ro!er !lace . . -o" t ab l es , cha r ts , " ra!hs , =es i "n )at a t ab le s e t c . shoul ) be s!ec i & i e) , heneve r nee)e) .

/ . Use o& Sc i en ti & i c c a l cul a t or shoul ) be c lea r l y s!ec i &i e) .

Pa"e 22 o& '1


23/40


BOS: 2015

H&& +*+ C!MM0NICATI!N &I%%&

% T Credit

) + * ).,

&ection 1 A

Communicat ion: Process o& communicat ion, semant ic "a!, 7y!es an) channels o&

communication. Si"ni&icance o& communication in a !ro&essional or"aniation.

@ea)in" Sills: @ea)in" !ur!oses, "ears, ty!es an) e&&ective strate"ies o& rea)in".

?rit in" Sil ls : lements o& e&&ective rit in", rit in" styles, use o& homonyms, cloe

tests, one or) substitution, abbreviations etc.

Business Corres!on)ence: lements 4 in)s o& business letters uotations 4 ten)ers,


24/40


BOS: 2015

ECE +*) BA&IC E%ECTR!NIC&

% T Credit

6 + * 6.,

&ection#APA junction, =e!let ion layer, Barrier !otential , orar) an) reverse bias, Brea)on

volta"e, P+F, Character ist ics o& !6n junct ion )io)e, nee vol ta"e, loa) l ine an)

o!eratin" Point. +)eal !6n junction )io)e, junction ca!acitance, ener )io)e. @ecti&iersan) & i l ters6al& ave, centre ta! &ull ave an) bri)"e recti& ier , cl i!!in" an) clam!in"

circuit, volta"e re"ulation.

B


25/40


BOS: 2015

B A& + *6 A %I ED C HEMI &T RY

% T Credit

6 + * 6.,

&ection AS!eci& icat ions o& ater &or )i &&erent uses , ater &or )omestic an) in)ustr ial uses,)i&&erent metho) o& ater so&tenin", boiler &ee) ater, )esalination o& ater, e&& luent

liui) streams, BO=, CO=, trace elements in ater an) their !ermissible limits.

7y!es o& corrosion, chemical corrosion an) i ts mechanism, electrochemical corrosionan) i t s mechanism, "alvanic corros ion, atmos!her ic corros ion, !assivity, &actors

in&luencin" corrosion, !revention o& corrosion.

Basic !rinci!le an) theory o& chromato"ra!hy, thin layer an) column chromato"ra!hy,

"as chromato"ra!hy, "as6l iui) chromato"ra!hy, "as6soli) chromato"ra!hy, ione 8c ha n" e a n) h i" h ! re ss ur e l i ui ) c hr oma to "r a! hy, s im! le a !! lic at io ns o &

chromato"ra!hy.

lectrolytic con)uctance, &actors a&&ectin" con)uctance, stron" an) ea electrolytes,HohlrauschQs la, e&&ect o& )ilution on ionic an) euivalent con)uctance, ) i&&usion an)

ionic mobility, con)uctometric titrations.

lectrochemical cel l , ty!es o& electro)es, electro)e !otential , %, Cell reactions,% o& "alvanic cell , electrochemical series 4 i ts a!!licat ions, AernstQs euation,

!rimary an) secon)ary batteries, &uel cells.

-as o& !hotochemis try, uantum yie l), !rimary an) secon)ary !hotochemical

!rocesses, Hinetics o& !hotochemical reactions, !hoto )e"ra)ation o& e8cite) states by !hoto6!hysical !rocesses6 &luorescence, !hos!horescence an) other !rocesses.

&ection B

+ntro)uction to molecular s!ectra, +ntro)uction to UF6F+S s!ectrosco!y, theory, ran6Con)on !rinci!le, -ambert6Beer la, +nstrumentation, lectronic transi t ions, various

ty!es o& shi&ts, a!!lication o& UF s!ectrosco!y to sim!le or"anic molecules.+ntro)uction to +@ s!ectrosco!y, theory an) instrumentation, selection rules, &actors

a&&ec tin" molecular v ibra tions, a!!li ca t ions o& +@ to s im!le &unctional "rou!s

9carbonyl, hy)ro8yl, amino, carbo8ylic aci)s>.+n tr o) uc ti on to A %@ s !e ct ro sc o! y, t he or y a n) i ns tr ume nt ati on , s!in6s!in

rela8ation, s!in6lattice rela8ation, s!in6s!in cou!lin", chemical shi&t, sim!le a!!lications.

Polymers6 %olecular ei"ht )eterminat ion, s tereochemis try o& !olymers , !hysical

!ro!erties o& !olymers, )i&&erent ty!es o& !olymers * &ibre &ormin", con)uctin" an) !hotochromic !olymers synthesis an) a!!lications o& en"ineerin" !olymers, silicon

!olymers, !olyurethanes an) e!o8y resins.Classi& ication o& lubricants , lubricatin" oils , semisoli) lubricants , soli) an) syntheticlubricants , !ro!ert ies o& lubricatin" oils 9viscosity, & lash an) & ire !oints , clou) an)

!our !oint, mechanical stability an) sa!oni&ication number>.

Reference4

1. (tins, P.?. Physical Chemistry, O8&or) - BS

2. @ao C A.@., Chemical (!!lication o & +n&ra6re) S!ectrosco! y, (ca). Press, A e ;or.

$. Bellamy, -.


26/40


BOS: 2015

B A& +*2 A% IED HY &I C& 1 II

% T Credit

6 + * 6.,

&ection A

Scalar an) vector & ie l)s , 3ra)ient, ) iver"ence an) curl , 3auss )iver"ence theorem, StoeQs

theorem, Po is sonQs an) -a!lace euat ions. +na)euacy o & (m!ereQs l a an) %a8ell

euat ions 9)i &&erent ial an) in te"ral &orm>, con)i t ions at a boun)ary sur&ace, ave euat ion

&or a !er&ect )ielectric me)ium, transverse nature o& em aves, solution o& em ave euation

&or &ree s!ace con)it ions, relat ion beteen electric an) ma"netic &iel) vectors, ave euation

&or con )u ct in " me) ia , s in us oi )a l t i me v ar ia t io ns , av e ! ro! a" at i on i n ) ie lect ri c an)

con)uctin" me)ia, res!onse o& me)ium to em aves, !e netration )e!th, Poyntin" theorem.

Postulates o& s!ecial theory o& relat ivity, 3ali lean trans&ormations, conce!t o& simultaneity,

relat ivity o& t ime an) len"th, -orent trans&ormations, velocity trans&ormations, relat ivity o&

mass , re l at ivi s ti c momentum an) ener"y, in tro)uctory i)ea o & " loba l !osi t ion in" sys tem

93PS>.

&ection B

Conce! t o & ! robabi l ity, %acro6sta tes an) micro6s tates, Phase s!ace , Class i& i ca t ion o &

s t at i st i cs , %a8ell*Bol tmann s t at i st i cs an) i t s a!!l i cat ion to an i)ea l "as, Duan tum

stat i st i cs : Bose6inste in s t at i st i cs an) i t s a!!l i ca t ion to b lac bo)y ra)ia tion s!ec t rum,

ermi6=irac stat ist ics, electron )ensity o& states an) er mi ener"y.

Crystal systems, lat t ice !arameters, close) !ac structures, %iller in)ices, crystals )irections

an) ! lanes, ) iamon) s t ruc tu re, Bra""Qs l a an) s t ruc tu re )e te rmina tion base) on @=

techniues 9uali tat ive i)eas>.

=ielect r ic mater i al s : =i &&e ren t !o lar isa tion mechani sms , Clasus ius 6%oso t ti re la t ion ,

tem!erature an) &reuency e&&ects, electric brea)on, &erroelectrics.Su!ercon)uctors : &&ects o& ma"net ic & ie l) , %eissner e&&ect , cr i t ical currents , 7y!e6+ 4 ++

su!ercon)uctors , ntro!y an) S!eci& ic heat , +soto!e e&&ect , -on)on euat ions , Coo!er !ai r

an) BCS theory 9uali tat ive i)eas>, (!!lications o& su!ercon)uctors.

lementary i)eas o & nano6!ar ti c les 9ul l erenes , carbon nano tubes , !orous s i li con an)

aero"els>.

Reco;;ended Boo@4

1. Berley !hysics course Folume6++ lect r icity 4 %a"net ism 9+n)ian e)i t ion> .

2 . lect roma"net ic aves an) ra)iatin" sys tems by

$ . Sol i) s tate Physics by O.P. Pi ll ia 9Ae ("e +nternat ional>' . Physics &or n"ineerin" (!!l icat ions by S. Puri 9Aarosa Publ ishers> .

Pa"e 2 o& '1


27/40


BOS: 2015

BA& +*, A%IED MATHEMATIC& 1 II

% T Credit

6 + * 6.,

&ection A=i&&erential uations: Basic conce!ts an) i)eas, Se!arable =i&&erential uations,

8at =i&&erential uat ions , +nte"rat in" actors, -inear =i&&erential uat ions ,

Bernoull iQs =i&&erential uations, omo"eneous l inear euations o& secon) or)er.uler6Cauchy euations. ?ronsian, Aon6linear homo"eneous )i&&erential uations.

Solut ion by Un)etermine) Coe&& icients an) Far iat ion o& Parameters. i"her or)er

l inear =i&&erential uat ions , i"her or)er homo"eneous euat ions i th constantscoe&&icients. i"her or)er non6homo"eneous euations.

Seuence an) Ser ies : +n& ini te seuences , @eal seuences , com!le8 seuences an)

seuences o& &unctionQs Cauchy conver"ence criterion. Uni&orm conver"ences. +n&initeseries an) thei r conver"ence. Uni&orm conver"ence &or ser ies o& &unct ions . Poer

series, 7aylor series an ) -aurent series.

&ection B

Series Solutions o& =i&&erential uations: Poer series metho) -e"en)reQs uation.

-e"en)reQs Polynomial Pn98>. Or tho"onal unct ions . robenius %etho)s BesselQs

uation. BesselQs &unction o& &irst in) < n98>. BesselQs &unction o& secon) in) ; n98>.Strum6-iouville !roblems.

-a!lace 7rans&orm an) ourier Series: -a!lace 7rans&orm, +nverse -a!lace 7rans&orm.

-inearity Pro!erty, Unit ste! &unctions. irst an) Secon) Shi&tin" 7heorem. 7rans&ormo& =erivatives an) +nte"rals . =irac )elta &unction. Convolution 7heorem. (!!lication

o& -a!lace 7rans&orm to solve =i& &erenti al uations , Sys tem o& =i& &erenti al

uations, +nte"ral uations an) Part ial uations. ourier Series, uler &ormula.Chan"e o& intervals . our ier Ser ies o& ven an) O)) &unct ions . al& 6@an"e ser iese8!ansion.

Reco;;ended Boo@4

1 . @ .H . < ai n an) S .@ .H . + yen"er, ()vance) n" inee ri n" %at hemati cs , Aar os a


2. . Hreyic, ()vance) n"ineerin" %athematics 9i"hth )it ion>.

Pa"e 2 o& '1


28/40


BOS: 2015

H&& +,+ C!MM0NICATI!N &I%%& %AB

% T Credit

* * ) +.*

1. @eco"niin" an) articulatin" s!eech soun)s, moc )ialo"ueIconversation.

2. %ain" an oral !resentation, class seminars, !a!er rea)in".

$. Partici!atin" in a "rou! )iscussion.

'. ol)in" a moc meetin".

5.=evelo!in" sills relate) to Business Corros!on)ence

. Pre!aration &or !artici!atin" in a moc intervie &or a job etc.

. =evelo!in" sills &or con)uctin" a meetin" atten)in" tele!honic calls.

/. -istenin" to a recor)e) conversation an) reviein"I)iscussin" its contents an) style.

Pa"e 2/ o& '1


29/40


BOS: 2015

MCE +,+ ENGINEERING GRAHIC&

% T Credit

) 2 * 2.*

&ection#A

-ines, -etterin", =imensionin", Scales @e&erence an) (u8iliary Planes Systems o& Ortho"ra!hic

Projections Projection o& Points an) -ines 7rue len"th o& lines an) their true an"les o& inclination ith

the re&erence !lanes Projection o& Planes an) their true sha!e.

Polyhe)ral an) Soli)s o& @evolution Projection o& Soli)s in sim!le !ositions: (8is !arallel to both there&erence !lanes, !arallel or !er!en)icular to one an) incline) to the other or incline) to both the

re&erence !lanes.

Section o& soli)s: Section Planes, Sections an) !rojection o& sections on the re&erence !lanes 7rue sha!eo& sections o& sim!le soli)s.

&ection#B

=evelo!ment o& lateral sur&aces o& sim!le soli)s such as cubes, !risms, cylin)ers, !yrami)s, cones,

s!heres etc. +ntersection o& lateral sur&aces o& sim!le soli)s !enetratin" into one another Projection o&

linesIcurves o& intersectionIinter!enetration on the re&erence !lanes.+sometric a8es, lines an) !lanes +sometric scale =rain"ISetchin" isometric vie o& !lanes, !lane

&i"ures an) sim!le soli)s &rom ortho"ra!hic !rojections Conversion o& !ictorial vie o& sim!le soli)s

into ortho"ra!hic !rojections.

Reco;;ended Boo@4

1. P.S. 3ill, ( 7e8t Boo o& n"ineerin" =rain" 93eometrical =rain">, S.H. Hataria 4 Sons, Ae=elhi.

2. rench an) Firc, 3ra!hic Science, %c3ra ill Publishers, Ae ;or.

$. @. H. =haan, ( te8t boo o& n"ineerin" =rain", S. Chan) an) Co. -t)., Ae =elhi

'. A. =. Bhatt an) F. %. Panchal, n"ineerin" =rain", Charotor Publication ouse, (nan)

5. %.B. Shah an) B.C. @ana, n"ineerin" =rain", Pearson )ucation (sia, Ae =elhi

. Fenu"o!al, n"ineerin" =rain" an) 3ra!hics, Ae ("e +nternational Publishers, Ae =elhi

Pa"e 2 o& '1


30/40


BOS: 2015

BA& +,6 A %IED CH EM I& TRY %AB

% T Credit

* * ) +.*

%it of E.

$ . 7o )e te rmine the com!os it ion o& a mi 8t ur e o& bas es 9AaO J Aa 2CO$>.

' . 7o )etermine the co!!er content in a "iven sam!le +o)ometr ica lly.

5 . Pre!ara tion o& UreaI&ormal)ehy)e an) Phenol I&ormal)ehy)e res in .

. Pre!ara tion o& as!ir in by conventionalInon6convent ional metho) an) analysi s by

meltin" !oint an) 3C analysis.

. Pre!ara tion o& =iel s (l)er a))uct o& %aliec aci) an) anthracene by convent ional

metho)Inon6conventional metho) an) analysis by meltin" !oint an) 3C analysis.

/ . 7o ) et er min e t he s tre n" th o & a " iv en a c i) b y ti tr at in " it h AI 10 A a O , !

metrically.

. 7o veri &y BeeeQr la an) to & in) the concentrat ion o& an unnon solut ion us in"

colorimeterI Uv6 Fis s!ectro!hotome ter.

1 0. 7o &i n) t he ! er ce nt a" e !u ri ty o & (" AO $ solution con)uctometrically usin" AI10

HCl solution.

11. 7o est imate the s tr en"th o& the " iven Cl so lu tion by t i tr a tin" i th AI10 AaO

!otentiometrically usin" Duinhy)rone as the in)icator electro)e.

12. =etermination o& )issolve) o8y"en !resent in a "iven ater sam!le by ?inlerQs

metho).

1$. 8tract ion o& =A( &rom "reen !eas an) it s i)enti & icat ion by UF analys is .

1 '. 7o ) ete rmi ne th e a mo un t o & e2 J an) e $ J ions in the "iven ore solution by usin"

e8ternal H 2Cr 20 in)icator.

Pa"e $0 o& '1


31/40


BOS: 2015

BA& +,2 A%IED HY&IC& 1 II %AB

% T Credit

* * ) +.*

%it of E


32/40


BOS: 2015

CE #+*+ Co;8uter rogra;;ing

% T Cr

$ 1 0 $.5

&ection A

Nu;9er &yte;4 Bit , Byte, Binary, =ecimal, e8a)ecimal an) Octa l Sys tem,

Conversion &rom one S ystem to another.

Binary Arit(;etic4 ())ition, Subtraction an) %ulti!lication.

Introduct ion to Co;8uter %anguage4 %achine -an"ua"e, (ssembly -an"ua"e,

i"her -evel -an"ua"e, (ssembler, Com!iler, +nter!retter.

Introduction to !8erating &yte;4 Batch Systems, %ulti!ro"rammin", 7ime sharin"

Systems, @eal 7ime Systems, Aetor O!eratin" System an) =istr ibute) O!eratin"

System.

Introduct ion to C4 Conce!ts o& Proce)ure or iente) !ro"rammin", Character Set ,

+)enti&iers, Heyor)s an) =ata ty!es an) stora"e classes.!8erator and E, CJJ un)amentals Conce!ts 9=e&inition ith e8am!le> o& : nca!sulation,

unction Overloa)in", Sin"le level +nheritance, Polymor!hism an) rien) unctions.

Note4 T(i u9=ect i co;;on to all 9ranc(e. !nly 9aic of C>> i co?ered

Reco;;ended Boo@4

1. . Bala"urusamy, KPro"rammin" in CL, 7ata %c3ra ill

2. ;ashant Hanetar, K-et Us CL, BPB

$. B. @am, KCom!uter un)amentalsL, ?iley

'. P.H.Sinha, KCom!uter un)amentalsL.5. F. @ajaraman, K un)amentals o& Com!utersL, P+

. Brain ?. Herni"ha an) =ennis %. @ichie: 7he C Pro"rammin" -an"ua"e, P+. @obert -a&ore, K7urbo CJJL

/. . Bala"urusamy, KPro"rammin" in CJJL, 7ata %c3ra ill

Pa"e $2 o& '1


33/40


BOS: 2015

ECE +*) BA&IC E%ECTR!NIC&

% T Credit

6 + * 6.,

&ection#APA junction, =e!let ion layer, Barrier !otential , orar) an) reverse bias, Brea)on

volta"e, P+F, Character ist ics o& !6n junct ion )io)e, nee vol ta"e, loa) l ine an)

o!eratin" Point. +)eal !6n junction )io)e, junction ca!acitance, ener )io)e. @ecti&iersan) & i l ters6al& ave, centre ta! &ull ave an) bri)"e recti& ier , cl i!!in" an) clam!in"

circuit, volta"e re"ulation.

B


34/40


35/40


BOS: 2015

BA & +*2 A %I ED HY& IC& 1 I I

% T Credit

6 + * 6.,

&ection A

Scalar an) vector & ie l)s , 3ra)ient, ) iver"ence an) curl , 3auss )iver"ence theorem, StoeQs

theorem, Po is sonQs an) -a!lace euat ions. +na)euacy o & (m!ereQs l a an) %a8ell

euat ions 9)i &&erent ial an) in te"ral &orm>, con)i t ions at a boun)ary sur&ace, ave euat ion

&or a !er&ect )ielectric me)ium, transverse nature o& em aves, solution o& em ave euation&or &ree s!ace con)it ions, relat ion beteen electric an) ma"netic &iel) vectors, ave euation

&or con )u ct in " me) ia , s in us oi )a l t i me v ar ia t io ns , av e ! ro! a" at i on i n ) ie lect ri c an)

con)uctin" me)ia, res!onse o& me)ium to em aves, !e netration )e!th, Poyntin" theorem.

Postulates o& s!ecial theory o& relat ivity, 3ali lean trans&ormations, conce!t o& simultaneity,

relat ivity o& t ime an) len"th, -orent trans&ormations, velocity trans&ormations, relat ivity o&

mass , re l at ivi s ti c momentum an) ener"y, in tro)uctory i)ea o & " loba l !osi t ion in" sys tem

93PS>.

&ection B

Conce! t o & ! robabi l ity, %acro6sta tes an) micro6s tates, Phase s!ace , Class i& i ca t ion o &

s t at i st i cs , %a8ell*Bol tmann s t at i st i cs an) i t s a!!l i cat ion to an i)ea l "as, Duan tum

stat i st i cs : Bose6inste in s t at i st i cs an) i t s a!!l i ca t ion to b lac bo)y ra)ia tion s!ec t rum,ermi6=irac stat ist ics, electron )ensity o& states an) er mi ener"y.

Crystal systems, lat t ice !arameters, close) !ac structures, %iller in)ices, crystals )irections

an) ! lanes, ) iamon) s t ruc tu re, Bra""Qs l a an) s t ruc tu re )e te rmina tion base) on @=techniues 9uali tat ive i)eas>.

=ielect r ic mater i al s : =i &&e ren t !o lar isa tion mechani sms , Clasus ius 6%oso t ti re la t ion ,

tem!erature an) &reuency e&&ects, electric brea)on, &erroelectrics.

Su!ercon)uctors : &&ects o& ma"net ic & ie l) , %eissner e&&ect , cr i t ical currents , 7y!e6+ 4 ++

su!ercon)uctors , ntro!y an) S!eci& ic heat , +soto!e e&&ect , -on)on euat ions , Coo!er !ai r

an) BCS theory 9uali tat ive i)eas>, (!!lications o& su!ercon)uctors.

lementary i)eas o & nano6!ar ti c les 9ul l erenes , carbon nano tubes , !orous s i li con an)

aero"els>.

Reco;;ended Boo@4

1. Berley !hysics course Folume6++ lect r icity 4 %a"net ism 9+n)ian e)i t ion> .

2 . lect roma"net ic aves an) ra)iatin" sys tems by $ . Sol i) s tate Physics by O.P. Pi ll ia 9Ae ("e +nternat ional>

' . Physics &or n"ineerin" (!!l icat ions by S. Puri 9Aarosa Publ ishers> .

Pa"e $5 o& '1


36/40


BOS: 2015

BA& +*, A%IED MATHEMATIC& 1 II

% T Credit

6 + * 6.,

&ection A=i&&erential uations: Basic conce!ts an) i)eas, Se!arable =i&&erential uations,

8at =i&&erential uat ions , +nte"rat in" actors, -inear =i&&erential uat ions ,

Bernoull iQs =i&&erential uations, omo"eneous l inear euations o& secon) or)er.uler6Cauchy euations. ?ronsian, Aon6linear homo"eneous )i&&erential uations.

Solut ion by Un)etermine) Coe&& icients an) Far iat ion o& Parameters. i"her or)er

l inear =i&&erential uat ions , i"her or)er homo"eneous euat ions i th constantscoe&&icients. i"her or)er non6homo"eneous euations.

Seuence an) Ser ies : +n& ini te seuences , @eal seuences , com!le8 seuences an)

seuences o& &unctionQs Cauchy conver"ence criterion. Uni&orm conver"ences. +n&initeseries an) thei r conver"ence. Uni&orm conver"ence &or ser ies o& &unct ions . Poer

series, 7aylor series an ) -aurent series.

&ection B

Series Solutions o& =i&&erential uations: Poer series metho) -e"en)reQs uation.

-e"en)reQs Polynomial Pn98>. Or tho"onal unct ions . robenius %etho)s BesselQs

uation. BesselQs &unction o& &irst in) < n98>. BesselQs &unction o& secon) in) ; n98>.Strum6-iouville !roblems.

-a!lace 7rans&orm an) ourier Series: -a!lace 7rans&orm, +nverse -a!lace 7rans&orm.

-inearity Pro!erty, Unit ste! &unctions. irst an) Secon) Shi&tin" 7heorem. 7rans&ormo& =erivatives an) +nte"rals . =irac )elta &unction. Convolution 7heorem. (!!lication

o& -a!lace 7rans&orm to solve =i& &erenti al uations , Sys tem o& =i& &erenti al

uations, +nte"ral uations an) Part ial uations. ourier Series, uler &ormula.Chan"e o& intervals . our ier Ser ies o& ven an) O)) &unct ions . al& 6@an"e ser iese8!ansion.

Reco;;ended Boo@4

1 . @ .H . < ai n a n) S .@ .H . + ye n" er, () va nc e) n" in ee ri n" % ath ema tic s, A ar os a


2 . . Hreyic, ()vance) n"ineer in" %athemat ics 9i"hth )it ion>.

Pa"e $ o& '1


37/40


BOS: 2015

CE +,+ C!M 0TER R!G RAMM ING %AB

% T Credit

* * ) +.*

%it of E.

' . ?ri te a ! ro"r am shoin" i n!ut an) out !u t & unct ions .

5 . ?ri te a ! ro"r am t o il lu st ra te )ec is ion cont ro l st ruct ur es .

. ?ri te !r o"ram usi n" l oo!i n" con tr ol s tr uc tu res.

. ?ri te a!! li ca ti ons base) on one an) t o ) imensi onal a rr ays .

/. ?orin" ith !ointers.

. ?ri te a !r o"ram s hoi n" ar ray an) !o in te r r el at ions hi !.

10. + ll us tr at e & unct ions an) r ecur si on .

11. Sho t he us e o & !oi nt er s i n & unct ions .

12. ?r ite a !ro"ram to sho the use o& &unctions i th arrays .

1$. ?r ite a !ro"ram base) on st ruc ture an) us in" union.

1'. Use the !oi nt er to !o in t t o s tr uc tu re .

15. Use the s tr uc tu res it h & unct ions .

1 . + ll us tra te th e & ile ha n) li n" .

1. ?r ite !ro"ram to i llus tr a te CJJ !ro"ram st ruc ture .

1/. ?r ite !ro"ram to i llus tr a te the use o& cl as ses an) objec ts .

1. ?r ite !ro"ram to i llus tr a te the conce!t o& inher it ance.

20. ?r ite !ro"ram to i llus tr a te the conce!t o& !olymor!hism.

Pa"e $ o& '1


38/40


BOS: 2015

BA& +,2 A%IED HY&IC& 1 II %AB

% T Credit

* * ) +.*

%it of E


39/40


BOS: 2015

MCE +,) MAN0FACT0RING R!CE&&E& %AB

% T Credit

* * 6 +.,

%it of E

2 . it tin" Sho!: - * Cut tin" & rom suare !iece in & it tin" sho! 9involvin" suar in" ,

- * cuttin" an) suarin", )rillin", ta!!in", reamin">

$ . Sheet %eta l Sho!: -ayout marin", cu tt in"Ishearin", ben)in" in bo8 sha!e ith

)rillin" an) @ivetin"

' . C ar !e nt ry Sh o! : C ro ss an ) - a! jo in ts , 7 * < oin t

5 . ?el )i n" Sho!: Bu tt ?el )i n" I 3as el )i n" , Sol )e ri n" .

. oun)ry Sho!: %oul)in" o& lan"e , %oul)in" o& Core an) cast in" o& ! i!e .

. Smith y Sh o! : Po e r, C ircu la r @in ".

Pa"e $ o& '1


40/40


BOS: 2015

ECE +,6 E%ECTRICA% AND E%ECTR!NIC& %AB

% T Credit

* * ) +.*

%it of E

b.tech. five year engineering management integrated program part-isemester i ii

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