24
Enclosure to item No. ~f 1+ ~ ~ "\O_jS>O"?- ------- I , ,# T n~ IT~ rr n 0 TT:'\TA T: ,,1\.AT Th A J~ A l' U 1'41 V nK~:ll 1 vr IVl U IVlDA.l ) Revised Scheme and Syllabus fot the..Fi.lI)~S,~m~II) Ix_iir; '- . :'11' - I .(With effect ftQmthe.aC(\demi~;¥~ 2007~200g)

Revised Scheme and Syllabus syllabus/FE2old...j 2.3 Numerical solutions of differential equations offirs'~order and ' first degree, Differential equations of order n. \ I 2.31 Euler's

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Page 1: Revised Scheme and Syllabus syllabus/FE2old...j 2.3 Numerical solutions of differential equations offirs'~order and ' first degree, Differential equations of order n. \ I 2.31 Euler's

Enclosure to item No. ~f 1+ ~

~ "\O_jS>O"?--------

I , ,#

T n~ IT~ rr n 0 TT:'\TA T: ,,1\.AT Th A J ~ A l'U 1'41 VnK~:ll 1 vr IVl U IVlDA.l

)

Revised Scheme andSyllabus

fot the..Fi.lI)~S,~m~II)Ix_iir; '- . :'11' -

I .(With effect ftQmthe.aC(\demi~;¥~ 2007~200g)

Page 2: Revised Scheme and Syllabus syllabus/FE2old...j 2.3 Numerical solutions of differential equations offirs'~order and ' first degree, Differential equations of order n. \ I 2.31 Euler's

, Scheme for F.E. Semester II

gSr.

No Subjects

I i, I, I

\1---:-App]icd .

I i Man'ematics-II! :I ir-:;---r-; .1 L Ii\pphcdi ! Physics-II~ +_._-----i 3 I AppliedI IChemistry-II .

i4~.

~r.

.(

.

;;!~)l~~uniCrl-ation I ~~t5 ! Engineerin g 03

I ~

. i Drcnvinl' I

'--;--+-;-_u Q ,. I

! 0 i Computer- I 04 j"

l~__~YrO?!~!~E1ing-J4' ~i f i BasIc ! -- II !,

I \Vmkshop I !1- I !; .r)"" ctj (' C_H . !I .(.' ~ H . I I

~-~- _:-i'~-t :~-l~-~~~-~~==t---i9L

No. of Periods per week(60 minutes each)

jprtllre I-PractI I-:~to--cal rial1---

04 01

i'. i

I!

.~Duration

ofTheorypapers(Hours)

03

I

-- =.j

--

Marks

Theory I Term-J.

P.

rac IOral I Totalwork -jic.aJ

(2Hrs.)

-- --

-25 -- 125--

03 01

500

--

I 50 I -- I -- tso-I I I I

1=)00~=t~j5 tli=tsQQ

([ijPresentation should be given by s,tudents in the subject of communication..ski!!,marks allotted to them on presentation.

03 01

Each Terrn- W orl{ Journal shall consist of Practical writc-up/tutori~lpri)blems, assignment (if any) and test paper.

--

04

02

04 --

, I

bi-=J12

a

100II

I

L-

I

75

-

i75

I!--

75

100

-- 02-

rl--:02 02II

--- 03

it:25 I -- -- 100

25 I' -- --I 100uI

25 I -- 25@ 125

I I-..

25 50 I-- 150

I

25 I 2sf--=--1 150

Page 3: Revised Scheme and Syllabus syllabus/FE2old...j 2.3 Numerical solutions of differential equations offirs'~order and ' first degree, Differential equations of order n. \ I 2.31 Euler's

\ f .

First Year Engi~~ering (S~mester I & II) (Revised) Course for\ Academic Year 2007-08

(Common for all branches)",

Revised Scheme for Semester I. .'-_h ---

I

Duration I

---No. of Periods per week(60iriinutes each) of

--Marks-

ISr.

The",y r.

No SubjectsLcctu Practi-cal Tuto papers Theory Tcrm-

Prac I Oral! Totalrc -rial (Hours) work -tical I

I

(2 I' i'I

Hrs.) I LI, IApplied 04 -- 01 03 100 25

-- f -- I 12-5--IMathematics-I.'

2, I Applied03 01 -- 02 75 25 -- I -- 100

! Physics-I I

I

31 Applied 03 1 01 -- 02 75 25 -- -- 100

Chemistry-Ii

I

{" Engineering 05 02 -- 03 100 25 25 -- 150Mechanics

I--

S Basic 05 02 -- 03 100.. 25 25 -- 150! Electrical & I I

I ElectronicsI

I

I

II

I IIEngineering I I I

6 I Computer 03 02 In' 03 100 25 -- -- ]25I . , I

IProgrammmg- ---04+II I

7 i Basic 1 04 n I

--

I

u

I 50 --I

-- I 50

I Workshop& I ! i I

I III

_JTractice-I .I I I I -1 i i..

TotaL.. I 23 I 12 01--

I

550 200 50 -- 800i

...

Page 4: Revised Scheme and Syllabus syllabus/FE2old...j 2.3 Numerical solutions of differential equations offirs'~order and ' first degree, Differential equations of order n. \ I 2.31 Euler's

.[..j . University of Mumbai

I CLASS: I'.E (All Branches of Engineerin;) l Semester. IISU,IlJECT' Appli£'dMathcmatics II, .

t

!Evaluation SystemIiI

~~l .

L Theorv l:xarmnatlon I

I ~-' 'P- a~c' l''' a', _! 'v!r , -

I Olal Examination1 crill Work t

1 Total

3 iOv!

jI,

25125

J)rcrcquisitc:

I ! Idea of curve tracing in Cartesian, Parametric and Polar forms. StandardI Icurves such as Srraight Jines, CircJes, Parabolas, Hyperbola, CatenaryI I

I

Cissoid, Astroid, Cycloid, Lcmmscate of Bernoulli, Cudiode. Concept

[ I of Solid Geometry-Planes, Spheres, Cones, CyJjnders, Parabolloids,I 'i IL L , ~

I 2 J-iBeta and Gamma functions, Differentiation under integrali ,.! : signi I' 2 I 1 Definition of Beta and G:lr11!T:aPdnctlons and properties

! 2.12 Relation betwcen Beta and Gamma functions (with proof),i DuplIcation formula (\\11h proof)

I

i ! 2, J.3 Differentiation under the Integral sIgn with constant limits

I, of integration .

! I fli21 Differenti'al Equations of first order and first degreeI

II 2.2. I ,Exact d:ffcrentia! equations and those which can bl; reducible toI

I

the exact form by u~i~g Intcg~atingfactors (four rules)

I

I. HomogcneollsdlttcrentJJJ equat;onsI 2 f(xy)ydx+g(xy)xdy=O

I

. "'..' aM aN. '., . "",)ill . ~- ' ~

. 3. LF=efJi where f(x)=~

I

N

I

aN aJvl

! , whereQ(Y)= ,'ix'OyI I . '." ~- M

I [2.2.2 Equatwils andJIiTercntiai equations leUu;:;ibJe;.1I I . ..'1

I

I 1

,

2.2.3 solutions of differential equations USing Taylor's!

IJ . .. '""" ",c#,Qd I, . '" .'. [

Lee tu res!\V eek02

i II .

06I

I

. iI

IIII

-II

I

I

I

I

/ I

!I

I

j

1i

I

04

01

AJ\1-II4

1/3

I Periods per week-

Lecture I 4I

QJPeriodof60 min. Practicat --Tutorial 1 I

! Hours I Marks I-- ,

Page 5: Revised Scheme and Syllabus syllabus/FE2old...j 2.3 Numerical solutions of differential equations offirs'~order and ' first degree, Differential equations of order n. \ I 2.31 Euler's

. .-

j

2.3 Numerical solutions of differential equations offirs'~order andfirst degree, Differential equations of order n. \'

I

2.31 Euler's method, Modified Euler's method, Runge KU"'1amethodof 4thorder. Comparison of nJJmerical solutions with the exact

I solutIons.'I ," '2 Linear differentialequationswith constanLcoeffIcients-

I I

. Com~Iimcn~ary functions, particular integr~~sof differentialequatIOns ot the type f(D)y==:x...whcreX ISe, .sin(ax+b),cos(ax+b), xn, eaxV, xV .

Linear Differential equations wi'th variable coefficients,. lVlcthod cf variation of phameters and Rectification.I4_4.1 Cauchy's homogeneous linear differential equation andi Legendre's differentia! equation.

1

2.4.2 Method of variation of parameters

1

2.4.3 Simple application of differential equations of first and secondorder to electrical and mechanical engineering problems (no

I

' formulation of differential equation)

12.4.4 Rectification of plane curves

12.5 IIntcgral Calculus-Double Integralsi I25 I Double lntegration- Definition, geometrical interpolation,I I properties and evaluation! 125 2 Evaluation of double integrals by changing the order ofi! integratIon and changing to polar form.

L--L-i 26 i Integra! caIculus- Triple Integral and application of double

! j and triple intcgr-aJs, computer oriented techniquesI i 2 6, ] Triple Integration - definitIon and evaluation (Cartesian,!! Cylindncal and Sphencal polar coordinates), Concept of

JacobwnsApplications of double integrals to compute Area, Mass andVolume Application oftnpie integrals to compute Volume.Complfrteronented techniques in problem solving using Scilab.

03

05

'24I .I

I

I

03

1262I

1263i1

03

02

Theory Examination: '"

J Question paper will comprise of total 7 questions, each of20 marks.2. Only five questions need to be solved.3. Q\jesti6Ij I will be compulsory and ba.sed.oflentire sylla,bys. ",'

4. Remaining questions will be mixed in nature (for example suppose Q.2 has part

(a)from,p~odule 3 then part (b) will be from any qt9?lJle .?=th~rthf\P.J]1odu!e3).5. In-question pa.perweightage of each O1odulewill be'pr6pQrtioO:a,r:to~tnumberof

ff:<;p.N~tivelecture hours ~~~rentioned in thesyIJabus.

s

AM-Ii

i

,i

2/3

02 ,

i01

I

02

I02 I

--103

06

Page 6: Revised Scheme and Syllabus syllabus/FE2old...j 2.3 Numerical solutions of differential equations offirs'~order and ' first degree, Differential equations of order n. \ I 2.31 Euler's

Tenn \Vork:[\'1m'ks

(i5-os05

] :\llcndancc (Thcory a nd Tutoria~L2 Tuton:ds coveringJ~ntirLportion3 Progrc1l11lningAssignments using Scilab

-Curve Tracing, intcrsection of surf.1ces.cvaluation ofDoubk and Triple Integrals, Solution ofDifTcn:ntial equations of 1storder and I" degree

<I Test (alkast onc) 10

25

The final certification and acceptance of T\V cnsurcs Jhc satisfactory performance ofJaboratory!rutorial work and minimum passing in the TW

Recommended Books:

. I lighcr Enginecring Mathematics, Dr. 8. S. GrewaL Khanna Publications.

« Differential Equation, Ross" Wiley India. 3rd EeL. A teoXtbookofApplied Mathematics, P.N. and J. N. Wartikar.Yolull1c I and 2. Punc

'Vidyarthi Griha. '.,. J\eklnecd Engineering Mathcmatics. Er\vin Krcysziil.s: Wilc\ India. X"' Ld.

. Flclllcntary Difrcrential Equation, F D Rainvi!le, PI: & R t.: Ikdicnt, Prcmicc11al1, Slh editioIl

Page 7: Revised Scheme and Syllabus syllabus/FE2old...j 2.3 Numerical solutions of differential equations offirs'~order and ' first degree, Differential equations of order n. \ I 2.31 Euler's

r , , , -- - j

I University of Muinbai Ii '--'-' u"'--' '--' --. -~ , ~_u ' '

i CLASS: F.E (All Branches of Engince,-ing) ; Semcster -- Ii-' ri .- ~L ,, ' -- -- -- --=~~.~_~.n --- ~-_oc~~ ~

S UBJIi:Cf: Applied Physics II . iI

--t,,~r;~~~~e~~~~i ,~-FJ--~_~~~=_~_~n-:-]~~~,~~~j; --::-~: -::-_u-~=I

I Tutorial i -- .. - i

J --"--~--~---' ~ ,,~==---"'~--=--==~==~-=~=-1-c-_i.r~;~;i~~]:::===}1ark~"~~~~=.Ji EvaluationSystem 'I . Theory ExamlllatlOnL--,,--~--_J c 1~ 1

p .. I I '

=f. Oral Exam~~l~~\~~l--f ~-j" ==~ j

r " 1. j-- " 1

: . Term Work I --: 25 '

I--:_~=:=~=-~~=-:: ~__:G~_a 1"1 -':-' -- -=--:=~-:r~-: ---"ToO- - : ~---I

Details of the Syllabus:-

I-~~~~~:[c~~l~~~~~~~s --:=~-. -~---: ~:_--::_--=~=-==-===~ ¥!~-~~ :--1

101I

>- ]nterrcren~c i~ thin ,films, \veclge shaped fIlms and Newton's I I

i rings, applIcations of Interference i:I I» Fraunhofferdiffractionthrough double slit and difTractioni I

~ ; l grating, grating spectra, resolving power of gratin!' i iI

I

I >- Total internal reflection, materials & types of op~ical fIbres, i !

numerical aperture, modes of propagation, V-number, I. I1

\

~~enuation, dispcrsion & other losses i!_l_t~!es,_~pjicati~ns !-~ ~ ~!VIodlllc- J,ASbRs ! 08 : .

\

02 i» Absorption, spontaneous & stimulated cmis"sic)h, population I I

. r inversion, metastable state, pumping schcmcs, active medium', I ~ !I I resonant cavit y , derivation for Einstein's coefficients. . i-!'I' . , I

>- fIe-Ne lascr, Nd:Y AG laser, semiconductor diode laser, i ,

introduction to molecular and tuneablc lasers. I

»"

AP'pYC,;ttiQ

.

n

,

OC

,

la$e"rs",

'c.

.

~Q;hOI,

QgraPhY, Memory reading'

a

,

'

,

~d,

' . ',I

'

. ~1<)dul~~, --iou~~~:i:~;9~~~~~f:~c~~~h:niCs:-~"'-- u = ~' : o6~'-103 ..1 >- dG'BCOg

,

Jie,

.'j;~X~?tb&.~~:;group& phasG vcloGity, wavep~Gket. II

- I."

I uncertalOty princIple &lts applIcatIons' II >- Wave fUilction,wd probabilistic interprctat!on" one-I

I

'

dimensional time depcndent Schr,:)dinger equation, reducti()Il tol Itime independent form, application to free particle andparlic!e I

in a box .

? Introduction to quannUTICQmplIting

I--' '-'-'--~~~---"-~

A~... II 71/3 )1

! 1

1 I. ...

/

Page 8: Revised Scheme and Syllabus syllabus/FE2old...j 2.3 Numerical solutions of differential equations offirs'~order and ' first degree, Differential equations of order n. \ I 2.31 Euler's

Modulc- Magnetic Materials & circuits l----04 I >- Atomic origin of magnetization- magnetic moment or atom, 1-

diamagnetism, Langevi n-s theory of paramagn\~t~sm andCurie's law, Weiss' theoryor ferromagnetism

>-Magnetic circuits, magnetomotive fOFCe, .-' relu-dance,

permeance, Ohm's law for magnetic circuit, relation hetweenmmf & "H", magnetic circuit due to solenoid, Hysterisis. .1

1~ Ferrites, soft and hard magnetic materials and their,applications. ..' I,--' ' '---"--- --. --- 1-- --.n

!Module- IBio-Physics: I 0405 I ~ Introduction and scope -- molecular modeling, energy transrer i

& energy cycles, biomechanics, neurobiophysics.I~ Tools - spectroscopy - UV/visible, IR, use of NMR,

- microscopy - SEM, STr..'Land_0_£J:--i: u_._u~u_-MOdule-

j

Vacuum technology: i 0406 ~ Basic definitions, units, low, high and ultrahigh vacuum, I

methods of production I~ Vacuum Pumps - rotary diffusion vacuum uauues -- Pirani I

. "to b 'I

pennIng, thermocouple i>- Application to thin films, microelectronics, nanotechnology, !

plasma physics. L

;iII

i

--- - - I

!

,

. ()6 ---I !i

----------\-

Theory EX;lmination:I. Qu~stion paper will comprise of tot a! 7 questions. each of IS marks2 Only five questions need to be solved3. Question I will be compulsory and based on entire syllabus4. Remaining questions will be mixed in nature (for example suppose Q2 has part (a) from

modure 3 then part (b) will be from any module other than module 3)In question paper weightage of each module will be proportional to number of respective icehours'as mentioned in the syJlabus '.

Term work:"

Term work shall consist of minimum five experiments andmarks Jor termwork ;-'>hallb~as follows:Laboratory work (Experiments and journal)Test (at least one)Attendance (PtacficatandTheory)Total .

a wfiaen.i<;sL The dis~ribution of

. 10 marks: I0 marks: 05 marks.: 25 marks.

The final certification an.daccepta.nce ofTW ensures the satisfactory performance of laboratory work andminimum passing in the TW.

AP-Il ~ 2/3

,!i

I,~,..ji

-' :'

Page 9: Revised Scheme and Syllabus syllabus/FE2old...j 2.3 Numerical solutions of differential equations offirs'~order and ' first degree, Differential equations of order n. \ I 2.31 Euler's

-I S~gge~l~d-J7\~plied Physics II.-Experiments-

--- - ------

---._-

1) Newton's rings. -------

1 2) Wedgc~_s_~~_~Jilm. - ---------.---------' '-- 3) Mercurx 2~ctrum 11singgrating - determinationofwavelengths.____----, -_~

1

-~LQete'2.l2i1~~!i~~ of grating element with laser _sOUl:'~ '------_._.

I

. : ._?L!?i~~I~g~~~~-~~C ~~.?ser beam. ~ .-

! 6) Numerical Aperture of optica.l fibrc. .

l

l~-.~~=-----~=--

~_. ~~ ~~::~~~i~~i~~:~t~'~;~~:~~~~:.:~~~ photocell .~.. --.~'

_

_'h~.m

_

..-

_

-U -

-

' - 9) l-Iystcrisis loop of magnetic materals. - --- - ...-

- J9)Study of basic low or high vacuum system...: -' .

Recommended Books:

1. Fundamentals of Physics, Hall iday/ Resnick, Wiley India, 6thedi2. Fundamentalsof optics- Jenkins& Whit9,McGraw-HillIn!3. Understanding Physics, Cummins, Wiley India.4. Modern Engineering physics - A S Vasudeva, S Shand Pbl.5. A textboo1:of Engineering Physics - Kshirsagar & Avadhanulu, S Chand Pbl6. Quantum mechanics - Bransden & Jochain, Wiley Eastern7. Vacuumtechnology-- A Roth-S. Rio-Physics - Vasantha Pattabhi & N Gautham, Narosa PbI

.

-;j

j

1

jj

3

Page 10: Revised Scheme and Syllabus syllabus/FE2old...j 2.3 Numerical solutions of differential equations offirs'~order and ' first degree, Differential equations of order n. \ I 2.31 Euler's

i . n """" "h '

TI'(-:LASS: I;'.E (:\11 l

.

s;'al'l-~hCS oTi,of;:~~:,~;,:~.

~':~!Umba

J

\ s;~~.

~~~~:-

.

---

.

II --

.

'-- -

...

'-

.

-'--

.I ,.I -- un

It;r;ii~~:>,~l~~:,~dC['~~~~F- ~~--~;;~~~;c~~~~=-~~-_:_~-~-1 -I . I Hours I ~'f:"rh !

! i:~;i~;'~t'i~-nSyst em .'r= '~' ~!~S~_:~~'-[~~-~~:i~~~E~-

lC

.

~~=. "2~=~'

=J-- _.~~~-.-~-}_L-=~=:

I I . PraCtical -- un

I ' ~l Examination ~~ --------

=~=-~~-=-m_=-==E-~~-- .~ Term ~~~l- - - F~_]L'__-

Details of the Syllahus:-

l-~~'~~~~~~r~~~:~;~:i~I~ ~ ~~:==IIh~-(:) - 1

01 I. Ncrnst theory, Standard Elcctrode potential, Types of corrosion I II Dry or chcmical corrosion \Nct or electrochemical corrosion, !Flcclrochclllical, Ga. lvanic cclL Concentration cdL [ntemranular I

. .~, I

i Strcss cell corrosion Polarization, Over voltage Factors iII affect ino rate of corr osion j~. I

I. Methods llJ decrease the rate of corrosion, Cathodic and Anodic I

I

Protection, Cathodic and Anodic coatings Advanced coatings I

I and protection methods, Only constitucnts and their function of .,I (a) Paints (b)Varnishes (c) Lacqllors (d)-Enamcls

, !. Metallic Coatings. Mcthods of coating and study only I

I electroplating method. Corrosion Engincering of electronic and j-~ -pJ.~otonic dcvices. '~--~_~~~__n~-.~__-Modulc

1

.. Alloys:

02: Alloys, Types of alloys, Alloys Hf AI, Cn'al1cr [>b. Theircomposition properties and uses Recent ~dvances in alloy

.1 related materials.

I [. PQwder Mctallur~y. ~1elhods of nlctal pO\vder.'t-6rfnation,Metal

I .1 Cera~lic po\\:dcrs'rechnologyof Pow~ipr. metaJlurgy.l ~ -- ---!\p~ cat_I~~lS<.?LE.C2.\ \'d~_r,~l1~t~.II"~EBL~__"_' ~__'m__-II\Jodltlc I Fuel: . . .I

1°3 . Definition,. ClassifkatiOh, Chara~t~ristic. prope~ies ,ofa. f5?od

I

fueL Calonfic value,. Cross and Net .calonfi.cvalue, ConversIOn.Peoximate and altimate analY5is of-foclS; Combustion

i I calculations for requirement of oxygen and a,r for given solid,l..- I liquid gaseous fueL --

(6)

(10)

il1,it

AC-JIto

1/3I!1

Page 11: Revised Scheme and Syllabus syllabus/FE2old...j 2.3 Numerical solutions of differential equations offirs'~order and ' first degree, Differential equations of order n. \ I 2.31 Euler's

~

- -- ]

1--

Theory Examination:1 Question pifpcr will comprise of total 7 questions, each of 15 marks.2 Only five questions need to be solved.3. Question I will be compulsory and based ORentire syllabus.4 Remaining questions will be mixed in nature ( for example suppose Q2 has part (a) from

module 3 thcn part (b) will be from any modu-;c other than module 3)-In question paper weightage of each module will be proportional to number of respective lecturehours as mentioned inihe syllabus. . .

Tcrm work:

Termwork shall consist of minimum five experimentsandmarks for term work shall be as follows:

Laboratory work (Experiments and journal)Test(at leastone) .

Attendance (Practical and Theory)Total

a writtcn test. The distribution of

: 10 marks: 10 marks: 05 marks.: 2Sma'tks.

t\C-II I \ 2/3

, "

Page 12: Revised Scheme and Syllabus syllabus/FE2old...j 2.3 Numerical solutions of differential equations offirs'~order and ' first degree, Differential equations of order n. \ I 2.31 Euler's

The final ccrli fication and acceptance ofT\\! ensures the sarisbctory pcrfl..nnancc of laboratory work and11111liIlllll1lpa,sing in the T\V

List of ":xpts:I btili1atiol1-ufOl iodomctrically2 \':SIimation of Zn complcxometric titration:) htimation ofNi complexometric titration4 hlimation of Al complcxomctric titration .') Calurific value of solid or liquid fuel using Bomb calorill1Clcr(, pn~p{\f.:!tior.of' mf'rl1hr::';1('~;for t1itcr <i..y',;n~ Dctu',;]7 CO2 rromair by orsats iTIethod.~. Fstimation of Fe by gravimetric mcthod-9 ~:stimalion ofNi by gravimetric mcthod.10. Fstimation of Sn iodimetrically.1\ Fstimation by iodimctrically.12 Preparation or biodicscl from edible oil.13 Synthesis of simple layered materials and thcir characterization.14 Preparing simple COl>.1positcsand thcir.-eharacterization

RecollllJlcnded Books:

I Engineering Chemistry - Jain & Jain, Dhanpat Rai.2 Basic Inorganic Chemistry, Cotlon, Wiley India, 3"1cdi'3 l.ngineering Chemistry., Dara & Dara, S Chand.; \Ialcrials S::ience & Engg- William Callister,;; Chcl11istry oradvanccd materials - CNR Rao, RSC Pbl6 \.kmbranc filtration - Gutman, Adam Hilgcr Eri.Hol.7 Phvsical Metallurgy - £3 K Agarwal

Page 13: Revised Scheme and Syllabus syllabus/FE2old...j 2.3 Numerical solutions of differential equations offirs'~order and ' first degree, Differential equations of order n. \ I 2.31 Euler's

[ " ----- University of Mum~~l~ ' --~ 1, .- 1

is.:..E.E (All Branches of En gin cering) -, Scmcs(cr - n !

:--- - oo- ~oo--- ~ ---~ .,

!

SBB-JECT: Communication Skills ----

-PeriOds pcr week I Lectu~~2 . J01 Period of60 min. - ~~ct~-~1 - -- ---I

, J.~~on~-I- 2 11ours'-:"'T""":'---'---M;Jrk~ 1

, Ev~ju;tl'~~-Syst~-~- - - 1 -- -- -~rheorY&~;;-i~atio

~l:- ~2 ~~':_~==- i5~__~_~-_

_

_1

~-~~t_~~- -- _m - ~h J, - Oral Examination _m - - 25- -~

Term ~(~:a~ i ~~ --. - - I~~ IL ---oo --_u -- _I

Details of the Syllabus:-

11i;i~~==~lcs or I I

IIi

__h 05 1

, II 'I I

luette, I I

---t~- - __dn --I! 03 ,

lnicaI, I

Iytical Iwri~tcn I

~~r--OY-~~

'-

-

'

-

.

-

::

,

-

-

'-

-

-~'

l

'.: og Ifficial

Block,

nquiry,I -' Ir--J - -J03

cat Ion

wiard,

"

sit/oils

csJ:s

1/2\i! "j ,I

I-S;.No. --I)etails----------- .-

-"--------- ----'-----'--- -M"dulc- Communication Theory.01 . Concept and meanmg of communication, Objecti

communication, Methods of communication, CommUi

1--------

in a business organization (Internal, upward, do\!

horizontal, grapevine), Problems and so!utions --

IModulc- Techniques to improve communicationI 02 . Speaking (Phonetics), Writing, Reading and Listening,

1- .-------

Introduction to Modern Communication Media; Ne1--_:... Conferencing- Introduction, Importance, Tcchn!-

I M?dulc-Summarization and Comprehension.

03 . Tcchniques to comprchend and summarize a given tescientific or industry oriented tcxt, Questions to test anIskills and cxpressiQns. (To test the ability to prescnt the

_.- matter in a brie[and cocise mann___-Mo<dulc- VotabtihirY, GraIhrhar and Aptitude test.04 -----Module- Basic Qffitilforespondence. -05 . Piincipies of COI\espondence,Language and styfe in

letters, Formats of letters (Complete block, ModifiedSemi.:Block form), Types oflettcrs (Enquiry,lZeply to (Placingan order,Claim and Adjust'!1cnts).

Module- HasicTechnicd Writing. .06 . Framing definitions, Writing instructions, Types of exp

----

-(description and explanation).

Page 14: Revised Scheme and Syllabus syllabus/FE2old...j 2.3 Numerical solutions of differential equations offirs'~order and ' first degree, Differential equations of order n. \ I 2.31 Euler's

I-

Theory Ex.amination:]. Question paper ,viII comprise of tot a! 7 qucstions, each of i 5 m~2. Only five questions need to be solved - -

r12uestion ] will be compulsory and based on entire syllabus4. R.emaining questions ,viII be mixed in nature (for-example suppose Q2 has part (a) from

module 3 then part (b) will be from any module other than module 3)In question paper weightage of each module will be 'proportional to number of respective lcctmc

hours a~<mentioned in the syllabus.

T,'t()ri~J,,'

Topics to be assigned for speechcommunication.

Practice for group discussionWriting Assignments

practice to t<;st diction modulation, fluency and nail verbal

Term 'Work: 25 Mar'ks

Eachstudent to appear for at least one tcst during the term.Termwork shall consist of graded answer paper of the test and at least 06 hand written assignments(l assignmentper module) . .' r

Thedistribution ofterm work shall be as followsWrittentcst: 10 marksAssignments']0 marksAttendance 05 marks

Oral Communication

(Only Internal Assessment for oral examination) : 25 marks

10marks for public"speaking15marks for Group Discussion

RccommendedI~ooks:

1) BusinessCommunication, Lesikcr and Petit: Mc Graw- IIii! Publications 1995.I 2) CommunicationSkills Handbook, Summers, Wiley India

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4) BusInesscorrespondeneeand report wntmg, R. C. Sharma and KnshnaMohan, Tata .

McGraw-J-li!l'~ge2..3r~,fdjtiQh. .' '.. '. . . ' ".Sr'\>":

\5) EnglishforEngiricerS<lrf9Technologists: A skiIIsapproach.(Booksl,ah(t2J.COyrse authors, (HumanitiesandSaciaJSciencesDivision, Anna University, Madras). Orient Longman.(Mainlyf{)reQmprehcl)~j.Qn). .

G)ModernBusiness Correspondence, Me Commas and Satterwhite; Sixth Edition, McUraw-Hillpublications.

) TcchnicalWritlrlg andProfessiona! Communications, Huckins, Thornas,]'y1cGraw- Hill) ContemporaryBusinessCornmunication, Scott Ober,Wilcy Ingia..,.,) WrittenCommuriicatiQh, Sarah, Orient Longman. .

~slif 2/2

"

Page 15: Revised Scheme and Syllabus syllabus/FE2old...j 2.3 Numerical solutions of differential equations offirs'~order and ' first degree, Differential equations of order n. \ I 2.31 Euler's

[~..~ ' Univc,"sity of Mumbai -_. .-,-.tetA-SS:F.E (All Ik~H1c!1('s of Enginec,-ing) II

Seniesle,' - III ' "

, '---"- ''''_''''''-'--. . - - .' , ""-"--" , .L__- - --- --- , .

SuBJECT: Enginccr-ing Drawing un

P~riod~p~~v;;;~k'-"---l- --~=.-~===~-=~G~T~~~Tl..~---=-~~~' - . -

01 Period o!' GOl11in I Practical I 4

f~~~'ua,';'; SY~CIT~.. _L ... .~~~~ll,corv~xaL~~~~L!h~;r'T~~~\I!~';......

:~ O~'~X:~~:l~!U.=t-t~,~~...1..

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Dctails of the Syllabus:- .

. ~~NO'-~-r'-~c:~~~:c I -~~~=-==: ===~-==~=--=.~=~-=_.+I(r,:~~--::.."~1I 'I. . Introduction: ! , :'. .." 'I

I Drawing II~strunlel1ts. symbolic lincs, letterings, dimei'lo;ioniL[ i !i systems as per I S convcntions, gcomctrical constructions and I 02 iI tanoen tla] arc s ;I U ' ,1 , ' l

02 ! !Vlodulc 2 . - -I -..

I ProJ' cctions iI :!. Projection or points and lines inclined to both the reCcrcnce i 05

I plapes including HT and VT !. Projection of right regular solids (cube, prism, pyramid, Icyl inder, and cone) inel ined to both IIi> and VP (excluding i 06spheres, hollow and composite solids), i. Development of ~urface (excluding reverse development), I 03

, 1 '

~"--'--l-; ',,'-' '- -'--'~ , '--~--"7"' ~ -"~"7" + ~ 1

, 03 Ji"lpc1uJcJ:, ,'" , !i s' " .,', '

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i c ~ctIQns: ""'," , "",", ',." ," '. ".", '1l,~.S.st,i9\1'9fSolids(cube, pristn" PW.<tlni8,cYliI19f['i£OcU~~.~Ht~.ypJa)17.1.04 , ,I

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cutting planes) ,'. ' " " , , .' I'~--' '-~1~-'~-~'~~~~'-~-'--~--'-' ' '., " . , ;

04 iN~(}dul(\4: ,. '.",' " .,1 ii Ol:thographicpn)jcctions: I!!. Multi-view orthographicp'rojecti()nsofsimplc machinepalftsby, 04 I

first anglc methodas recommendedby Indianstandarp,s " ,,'

I

. Sectional views of simple rnafhineparts(funsect~()11 and hair 04 Isection only) , , " ',', 1

I. Reading of orthographic projections(missing views)' ',""",' 06 !L , ---,~ ~ L I

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Page 16: Revised Scheme and Syllabus syllabus/FE2old...j 2.3 Numerical solutions of differential equations offirs'~order and ' first degree, Differential equations of order n. \ I 2.31 Euler's

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-'-T ' ""---"I 05 I Modulr S:

I Isometric projections:

i Isometric projections/drawings of block's(plain and cylindrica!i excludIng spheres) --. -I... - --- -.' - - --~--' ' '- ' '-" - ---

i IVIodule G:

I

" Engincer-illg E::-u-rvcs:Parabola, Ellipse, Hyperbola, Cycloid and Involutes

I Fn~c hand s'ketchcs offasteners'

I Thread profile -, IS conventions of external and internal threads,'1 I ,1,-dIN1 1,1\1,.., hl;,,~ 11',1" ",.,ri 1",""",,1 hr,l" ., -"- ---~-' ' -, --"--,~ "---". 0 "--,.,',.,--~ ,,,n"~

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Term work:

Termwork shallconsist of the followingPART I: Dr'awing sheet

Five Drawing shects to be prepared on halfimperial dra..ving sheet:(To be completed in 30 Hrs) .'.

SheetNo I. Curves (2 problems) and projections of lines (2 pro'olems)SheetNo2 Projectionsof solids(2 problems)and sectionof solids (I problem)Sheet No J Orthographic projections (I problem) and sect ortho Projections (! problem)SheetNo 4 Reading of"orthographic projections (2 problems)Sheet No 5 !somelric view (2 problcms) and free hand sketches of fastenersHome-Work: One sketch book, A-3 Size, consisting of minimum 3 problems from eachmodule, Duly signed sketch book is p:lrt of tenn-work.

PART II: Compukr Aided Drawing (Auto-CAD)Practice on Auto-Cad: Theory and practice to be completed tlm'jng practical sessions.

I' ~-~---;-ro ic T-

r "rnt~;-d~t~;-;t~;AD~1:ad --~-~ ~~I---: I

- ~-2 -:--- Fund ~I;~~italor 2-t)d()hSUF:);1Qti(!n~, ~T---c-1 (M

r- ---Orthographibprojcctiops. . " . _L_c_c.nc' I- - . '"

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4 ! Sectionalorthographicprojections. ',' . 06

'5- f Read i~g 0{ Ort!'iographic~i(~iectio;;s-: ~~---j.c 64 ~--"--:

- '7-<; ~ + .. . f~-;;d'ITl~n\ai 0t 3-l) OI,aWi~£.. . c~-~. +C~,~ --2-'-64~--- .Isometric viev' L' '

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--~ ' ' --"C_--'-.-; :,--- --.~--~-~ :.C--_'--~---' ~ ..', .., . -~._--------_.

'--~J;i~~~:- -

. 1No of Hours---' --..---

06

ED16 23

Page 17: Revised Scheme and Syllabus syllabus/FE2old...j 2.3 Numerical solutions of differential equations offirs'~order and ' first degree, Differential equations of order n. \ I 2.31 Euler's

IJrinlout or problems solvcd in the practical class to be attached in the Term work (on Sr, No: 3,,I, '; and 6)

'('!leol'.\' Exa 111ination:

I QuestjOJl-t~el-p~j:.will comprise of total 7 questions. each or 1" mark:<i."---2 Only five questions need t(hbe solved.3 Question No. I will bc compulsorv'1 Rcmaining questions wiJl be mixed in nature ( for c:-;arnp!c suppose Q.2 has part (a) from

module 3 then part (b) will be Il'om any module other than module 3).'; No uuestions to be i1'd(f'ofror:1 !'v1od.u!e!.

1/1queslion paper weightage of each niodule will be proporl1onal to number of respective !",ctLlcehours as mentioned in the syllabus

Practical Examination:

Practicede:-;Cill1inationwill be based on Part II of the Term \vork (Practice on I\uto-Cad).

Terlll \\'0 rk:

The eJlstribution of marks for term work sha! I be as follows

I)ail I and Pan II \-\fork(Drawing sheets, Sketch book and Printouts)I'cst (,II least ol1e) ,

\l!cllda/1cc (Practical and Theory)Total

]0 marks

11)marks

. 05 meLrks

: 25 marks,

Thl' rillal certification and J.cccpt:lI1CCof1"W cnsurcs tilc satIsf":1cIOr\ performance of laboratory work and1J1llllilllil1lpassing in the T\V

Rel'O!1lIJl('IHlcd Books: ,

I I-:IementaryEngineering Drawing, :\ [) Bhatt, Charotar I'ublishinghousc2 i'v1astering AlltoCi\D, GOmura by Sybcrs(Autodesk Press), Wiley India,3 Undcrstandi\1KJ\utoCAD, SharnTickOlJ, AutQdcsk !)rcss, Wiley4. 1\1acllint PJnl\vTdg' N[)11I1at't,Cl1arbFittPhblisJliri'ghousc

5 Engil1c~ringDrawing; ,j\iL B$habandBC RanaG. I:nginccrl.ilgGraphie;s\vithi\U}0-'.C::ad2()O7by Jamts!) 13ethunG,

Ij!ucatH)n .' ,"

Page 18: Revised Scheme and Syllabus syllabus/FE2old...j 2.3 Numerical solutions of differential equations offirs'~order and ' first degree, Differential equations of order n. \ I 2.31 Euler's

i" '..m -_.,-- -"~---"--" ',.- '- _m ' -., -"""-' ' '

I .----

-}G . University of Mumbai

I~::;::~:;::;::~~=:~::~~=~)- t:~~est~~~---~~-~::JI

Periods per week l--- Lecture 4 hOLJrs ,--.1

! 1Period of 60 min. I .. Practical_., .?hCJ.~.r~_- - . J

I. Tutonal --Hoursr--~=M§0s,=~=j

Theo~;~~::':~iaj- ~3 1-' ~O50 -_.---j

--- Examln<;3tl9n I-' J

J ;- Oral Examination ---=--=--t ~= -- ---"--- i

i

~===--'== -[~ ~~rn~r~~.~=-- ~~-=-r~=_===-=~1~_~~~:~==~J

Evaluation System

f?~~;~~~~;:~~~:, ::-,::~~bject Odent~d I'~~~;-m~~g ;'cJAYAj-=~::=-l~;~;;"=1! . Characterizing Java as a enabler of contemporary software I )

! engineering paradigms- as a platform, Simple Programming i J

Environment, Object-Oriented, Platform Independent, Safe ,High i IPerformance, Java is Multi-Threaded, Dynamically linked, Java is

I

I

GarbageCollected I. Saving files on Windows, Compiling and Running

,

I. Increment and decrement operators '. I. Print statements , Variables and Data Types, Comments I

Command line arguments j .

Objects, Static -rields , Methods . i

---~ - '. P",sjngAcguments 10 Melhods, l,etuc~,g~~UCS [com meloods 4-~.J2

!

MOdldC2 115 1

. .nrii1}i~iv,eJ)~t:l Typc~ i.nJ~¥4 . I

8.

. Java Operators, Uterals, Identifiers, key words in JavaAddition of Intogersin Java, Multiplication and divisionin;;JavaThe Remainder or Modulus Operator in Javao.perator Precedence in Java, Mixing Data TypesConverting Strings to Numbers, The char data type in JavaThe if, else, else-if statement in Java .

Thewhile loop, Theforloop, The do whiTeloqp in Java13ooleans , Relational Opel ators, _ReJ.~tionalOp,~r~~~r Prcce.t!ence .-->--.---

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Page 19: Revised Scheme and Syllabus syllabus/FE2old...j 2.3 Numerical solutions of differential equations offirs'~order and ' first degree, Differential equations of order n. \ I 2.31 Euler's

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r'-r~-- Module 5!..-

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:---J3reak, Continue,The switchstatementin JavaTi':e? : operator in Java, Logical Operators in Java

- ~T 1

i II

Object Oriented Programming

Constructing objects with new, Methods, Invoking McthodsImpJied this, Member Variables vs. Local VariablesPassing Arguments to Methods, Returning Multiple Valucs FromMethods, Constructors -

Access Protection, The Four Levels of Access Protection

i

Ii,

'------------ m." i.-------

I 10Module 3 '

Arrays asa ])ata Structure in JAVA

Dcclaring Arrays, Creating Arrays, Initializing ArraysSystcm_arraycopyOMulti-Dimensional Arraysstringsvectors

Exceptionstry-catchThe finally keywordCatching multiple exceptionsThe throws keyword, Throwing Exccptions

1----n_-Is.' 1--' I

I

I

!

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I

l

Module 4

Inhcritancc

I

I

i

I

I

I :

Inheritance the superclass.' Multilevel Inheritance

flnal and abstract key-vyordIn tc rfa ccs

ImpJementing Interfaces.o~errfciing.-MethodsAdding Methods. - Sqbcla~se~.;a.Qdl~olymorphism

toStriT)gO M-6t!i(!ds

. Rulesforto$'trij1g0 MethodsstaticMembers -.

~---,. - - -~"._--------

--------- --".~ L._1_~_~,~J

Page 20: Revised Scheme and Syllabus syllabus/FE2old...j 2.3 Numerical solutions of differential equations offirs'~order and ' first degree, Differential equations of order n. \ I 2.31 Euler's

\

~ m~._~~~-~-- ~ ~---~ -- .- ~~---

G

II

III

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Multithreaded programming

. Creating threads, extending the thread classStopping and bloekillt; c1llllead .

Lifecyc1c of a threadUsing thread methocts,l.nrcad exceptions, thread priority,SynchronizationThe Java Packages & Class LibraryWrapping Your Own PackagesNaming Packages

.

..

P~::-:::~:'~;:;:.:;::;;-,h, n:f :;:1,,=::;Eb~.:1".'. Importing ClassesPackage 1mportsName Conflicts when importing packagesThe java lang packageThe hashCodeO method of java.lang.ObjectjavalangJ'v1ath ,java.utiI.Vector ,java lang.String ,java.utilRandom ,javautil.Hashtable javautil.Date,java.utiLCalendar

..

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.-----.----.

5Module 6

IITML

.

Attributes, LJRLs ,Links

A pplctThe APPLET Element, Naming AppletsJAR Archives, The OBJECT ElementPassing Parameters to AppletsThe Basic Applet Life Cycle, initO, startO, stopO, and destroy()The Coordinate System, Graphics Objects, Loading ImagesCode and Document Bases, Drawing Images at Actual SizeScaling Tmages , Color, Fonts

.

iII,IIiII

.

II ,

1_1 '"

Page 21: Revised Scheme and Syllabus syllabus/FE2old...j 2.3 Numerical solutions of differential equations offirs'~order and ' first degree, Differential equations of order n. \ I 2.31 Euler's

Term work:

Term work shall consist of graded ans\'/.~r paper of the test and dL least tlve lake-home assignments. 1-S- debugged program listing demonstrating Object orientedconstructs and concepts. Programs should be debugged (hand written or computerprintouts) and-:;trcmla-have suitable comments.Each student is to appear for at least one written test (preferably on-line) during theterm . .

The distribution of term work mark shall be as follows:

Written test (at least one): 10 marksAttendance :( Practical and Theory) 05 marksDocumentation of assignments "

and Debugged program (Laboratory work) 10 marks ~ . 7f.o-C~ (l~ (J ~'t <Nv\,vJ ; ~"'C\ ct ( cJ Q."J('O;V\/\,~?l c/\k;C1') HI \it! ~

Sd C 0/) G P~:l <trho\ ~r~ 11 f?fP1cl:cJ}iJ to¥1ctM J: 0'}7 "Recommended Books:

Text books

Computing concepts with Java 2 essentials by C/1Y HORSTMANN, 2 Edition\'\/ILEY INDIA ISBN 81-265-0931-7

2 Programming with JAVA A Primer, E Balagurusamy 3/d Edition, Tata:JlcGRAW-Hill, ISBN 0-07-061713-9

Reference books:

1 Big Java by CAY HORSTMANN, ,2 Edition, JIILEY'INOIA ISBN 81-265-0879-5

:2 The Complete ReferenceJAVA, Herbert Schildt, Seventh Edition, TataMcGRAW-Hili, ISBNO-'07~06367T,X .

i

Page 22: Revised Scheme and Syllabus syllabus/FE2old...j 2.3 Numerical solutions of differential equations offirs'~order and ' first degree, Differential equations of order n. \ I 2.31 Euler's

~.. ' .._; -

University of Mumbai - ~~:~~~.~~F'~-(Aii~~rancheS-OfEngineering) ~~_~este~~~__~-_~==-=ISUBJECT:WorkshopPra -

lm~_~ .

m.- h... _.. ... --T .----....

Evaluation System I-- -

!-.~.._--

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-cLAss:F.E;{AtIfBrand1"es-of~~~f~:~~::)Mumbii Semester ~.ft- _00'"_.h~ --II

I.--...---...-.. -. -.. -..--..--..---.----.--..--- .'

, SUBJECT:Workshop Practice II

I periO~s per weeki (each of 60 min.) .I

I'- I

i m "f.-. .

IEvaluation SystemI

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I

. P.r?ct,i?.§L~= I ~~ j

j-Q@JE;::~;6~~- ~ +--- - "--~~8 1

.,. ..~-~.= --~ To_~§~i ~~=-:--~.~..t::'...':--:-~~Q:~'--- 1

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'.Detafle<iSyliabus " 00 .. j"Periodsdper. i

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- --- -' '''''' ' ' h. L~~~~ ..1Note: I The syllabus and the Term-work to be done during.! . . II ISemester I and Semester IIare given together.! I

! !r:dividual instructor for the course is to design the I i

I jobs for practice and demonstraiion and spread the I

I

work over entire two semesters. The objective is to !. I impart training to help the students develop skill sets!

forcf~ating. entities from primitive engineering i

materia1s and establishing connections through i .

wires and cables. This exercise also aim~ in !. ... . ... ... . .-. ..- ~ +. --- ... -. - ,

I of 3 W/S-I &11

Lecture -Practical 04- .-Tutorial ---.

. Hri:-==fS---------

Theory ExaminationPractical-

- ----1=.=-:-- ---- ..Oral Examinationu_-

Page 23: Revised Scheme and Syllabus syllabus/FE2old...j 2.3 Numerical solutions of differential equations offirs'~order and ' first degree, Differential equations of order n. \ I 2.31 Euler's

~

inculcating respect for physical work and hardiabor 1in addition to some amount of value addition bygetting' exposed to interdisciplinary engineeringdomains. The two compulsory trades (Sr. No 1 and' 2)shaU be offered in separate semesters.Select any four trade topics ( two per semester) outof the topic at Sr. n. 3 to 10. Demonstrations andhands on experient;e to be provided during theperiods allotted for the same~ Report 0,",the

I demonstration including suitab!e sketches is also tobe included in the term-work.--Fittiilg(Compulsory)

0 Use and setting of fitting of setting of fitting offitting tools for chipping, cutting, filing,m~uking,center punching, tapping drilHng I- I

@Termworktoincludeonejobinvolvingt

-

following operations: Filing to size one simple -

male.:female joint, drilling and tapping -

24

-.,. Carpentry(Compulsory) - 24 i. Use ad setting of h

-

and tools like hacksaws,

I

I-

jack planes, chisels and gauges for-construction of various joints, wood turning, !and modem wood turning methods. I :. Term work to include one carpentry job I I

involving a joint and a report on I. In. ~e~2p~:;tr~ti~~:of~bin~01~~~od turl'!ing._L-_- ~- ~c.==-,~~~-!-'-------For~mg{Smlthy) -

1

12 -- ;-----

0 At least one workshop pra<;tice job( Lifting' I

'Weidi-nhg<!<?~_!=l~~_~~~~I~lis_to ~~-~~~_~~sf!ated' '--h-2--'''--'-'' - ---I. Edge preparation for welding jobs. Arc I Iwelding for different job like lap welding oftwo plates, butt welding of plates with simplecover, arc welding to join plates at right

- -__C!~g.I.~~_: '--Machine Shop -

L_"-~'.~!7~~ast on~ turning job is to be demonstrated.Electrical board wiring. House wiring, staircase wiring for fluorescent

tube light, go-'down wiring and three phase. wi(ing for electrical motors.

r

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~ --LpCB. Laboratory Exercises . ---r:t2---.-----------.

I ._:re~~~~~;~i:~~~;'~~:!,:n~:~~~:~~~::~_.- -- --

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20f 3 W/S-I &II

Page 24: Revised Scheme and Syllabus syllabus/FE2old...j 2.3 Numerical solutions of differential equations offirs'~order and ' first degree, Differential equations of order n. \ I 2.31 Euler's

--al---lSheetmetalworking and Brazing ---~ '"12--'-- -- 1

I . Use. of sheet ~etal, workin~ hand tools, - - - I

L- - ctJtt'~.~k!>e~~EI_~__S.P~!~~!~.I_~~ --- . - ! , . J; Plumbing - - ,- i 12 ..- Use ofplumbing toels, spanners, wrenches, I

threading dies, demonstration of preparation. of a domestic plumbing line involving fixing of

a water tap and using of coupling, elbow, tee,and union etc. --

Ii 1".-I

I

i

Masonry

.. Use of ma~onstools like frowels, hammers,spirit level, square, plumb, line and pins etc-Demonstration of mortar making, single andone and half brick masonry, English andFlemish bonds, block masonry, pointing and

-pli1~~~f~~JI:_~_- - --

, 12

I

I

Loo_..,

Tenil. work: -( ,

Temi work:sh'allconsist of respective reports and jobs oithe trades selectedThe distribution of marks. for term work shall be as follows,(per semester)Laboratory wo,rk(Job and Journal) : 40 marks- 1Attendance (p'ractical and Theory) : 10 marks. . ---The final certification and acceptance of term-work ensures the satisfactory -

performance of laboratory work a~d minimum passing in the term-work.

-------------..-----------------'. ~-

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