scheme of teaching and examination-2019 sem... · s. p. basavaraju, 2015 2 a text book of field...

SRI SIDDHARTHA INSTITUTE OF TECHNOLOGY- TUMAKURU

(A constituent College of Siddhartha Academy of Higher Education, Tumakuru)

Scheme of Teaching and Examination-2019 Choice based Credit System (CBCS)(Effective from the academic year 2018-19)

I Semester B.E. (Common to all Branches)Physics Group (Syllabus as per AICTE-Model Curriculum for UG Course in Engg. & Tech.- Jan. 2018)

Teaching Hours/week Examination

SI

No.

Course Code Title of Course Teach.

dept.

Exam.

Board

L

T P C Exam. Hrs.

CIE SEE Total

Marks

01 BS MA101 Calculus and Linear Algebra MA MA 3 2 - 4 3 50 50 100

02 BS PH101 Engineering Physics PH PH 4 - - 4 3 50 50 100

03 ES EE101 Basic Electrical Engineering EE EE 3 2 - 4 3 50 50 100

04 ES ME102 Engineering Graphics &

Design Lab

ME ME 2 - 4 4 3 50 50 100

05 HS KA101 Kannada HS HS 3 - - 1 3 50 50 100

06 BS PH102 Engineering Physics Lab. PH PH - - 3 1 3 50 50 100

07 ES EE102 Electrical Engineering Lab. EE EE - - 3 1 3 50 50 100

08 HS EV101 Environmental Science HS HS 2 - - 1 2 50 50 100

Total 17 4 10 20 23 400 400 800

BS-Basic Science=9 credits, ES-Engineering Science=9 credits, HS-Humanities and Social sciences=2credits, Total=20 Credits

L-Lecture, T-Tutorial, P-Practical, C-Credits, CIE-Continuous Internal Evaluation, SEE-Semester End Examination



Department of Mathematics

Syllabus for the Academic Year Syllabus for the Academic Year Syllabus for the Academic Year Syllabus for the Academic Year –––– 2019 2019 2019 2019 ---- 2020202020202020

Department: Mathematics Semester: I Subject Name: Calculus And Linear Algebra Subject Code: BS-MA101 L-T-P-C: 3-2-0-4

Course Objectives :

Course Outcomes

Sl.No Course Objectives

1 Master the basic tools of differential and integral calculus.

2 Study the differential equations and its applications.

3 Study the infinite series.

4 Study the elementary linear algebra and become skilled for

solving problems arising in science and Engineering.

Course outcome

Descriptions

CO1 know the knowledge of calculus to solve problems related to polar curves,

curvature and indeterminate forms.

CO2 Identify the limit of rational functions and construct differential, partial

differential forms and solve problems related to composite functions.

CO3 analyze the first order linear and nonlinear differential equations using

standard methods.

CO4 Apply matrix method to solve system of equations, Eigen values and Eigen

vectors in engineering field.




UNIT Description Hours

I

Differential Calculus I:

Review of elementary calculus, polar curves- angle between the radius vector and

tangent, angle between two curves, pedal equation. Curvature and radius of

curvature-Cartesian and polar forms (without proof). Centre and circle of curvature

(formulae only)-applications to evolutes and involutes, problems.

9

II

Differential Calculus II:

Indeterminate forms - L’Hospital’s Rule. Partial differentiation; Total derivatives -

differentiation of composite functions. Maxima and Minima for a function of two

variables; Method of Lagrange’s multipliers with one subsidiary condition.

Applications of maxima and minima with problems.

9

III

Series:

Taylor’s and Maclaurin’s series expansions for one variable(Statement only)-

problems.

Infinite Series- Convergence and divergence of positive infinite series- P-series test,

Comparison test, Cauchy’s root test and D’Alembert’s ratio test, Raabe’s

test(without proof)- problems.

7

IV

Ordinary Differential Equations of first order :

Linear differential equation, Bernoulli’s equation, Exact differential equation.

Application of ODE’s-Orthogonal trajectories, Newton’s law of cooling, flow of

electricity, law of decay and growth.

Nonlinear differential equations- Introduction to general and singular solutions,

Solvable for p and Clairut’s equation.

7

V

Elementary Linear Algebra:

Rank of the matrix, Echelon form. Solution of system of linear equations by Gauss-

Elimination method, Gauss-Jordan method and Gauss-Seidal method. Eigen values

and Eigen vectors, Rayleigh’s Power method. Diagonalization of a square matrix of

order two.

8




Question paper Pattern:

Two Questions will be asked from each UNIT carrying 20 Marks each.

Students has to answer any one full questions from two choices

Text Books:

Sl No

Text Book title Author Volume and Year of Edition

1 Higher Engineering Mathematics,

Khanna Publishers

B.S. Grewal 42nd 2018

2 Advanced Engineering Mathematics, John

Wiley & Sons

E. Kreyszig 10th 2011

Reference Book:

Sl No


1

“Advanced Engineering Mathematics”

C. Ray Wylie, Louis C.

Barrett

6th

Ed. McGraw-Hill

Book Co., New York,

1995.

2 “A Text Book of Engineering Mathematics” N.P.Bali and Manish

Goyal

Laxmi Publishers, 7th

Ed., 2010.

3 “Higher Engineering Mathematics” B.V.Ramana Tata McGraw-Hill,

2010.

4 “Engineering Mathematics for First year” Veeraranjan T Tata McGraw-Hill,

2008.

5 “Calculus and Analytical Geometry” Thomas G. B and

Finney R. L

9th

Ed, Pearson, 2012.



Department of Physics


Department: Physics

Subject Name: Engineering Physics Semester: I/II Subject Code: BS-PH101/201 L-T-P-C: 4-0-0-4 Course Objectives:

Course Outcomes


1 To enhance the knowledge in Physics.

2 To impart the basic principles, laws and hypothesis in Physics.

3 To understand the knowledge about materials.

4 To solve the scientific & technological problems.

Course outcome

Descriptions

CO1 Able to understand the difference between classical, relativistic, Newtonian and Quantum mechanics.

CO2 Analyze the behavior of vibrating bodies, photonics and fibers.

CO3 Understand the concepts of electric and magnetic fields.

CO4 Able to understand basic concepts of dielectrics, superconductors and nano materials.





I

Laws of motion: Frames of reference. Newton’s laws of motion; 1st

law and its

completeness in describing particle motion, concept of inertial mass, 2nd

law and its

limitations, 3rd

law explanation with illustration.

Rotational motion: Angular velocity and angular momentum. Moment of inertia (MI)

of a rigid body, couple and torque. Parallel and perpendicular axes theorems.

Elasticity: Introduction- Stress and Strain, Hooke’s law, Expression for Young’s

modulus (y), Bulk modulus (k) and Rigidity modulus (n), Poisson’s ratio (σ) and

relation between the Elastic constants (y, k& n).

Bending of beams– Expression for bending moment of a beam and Single cantilever

(derivation).

10

II

Maxwell’s equations: Fundamentals of vector calculus, Divergence and Curl of Static

electric field and magnetic field, Gauss’s divergence theorem (derivation) and Stoke’s

theorem (no derivation), Electrostatics: Coulomb’s law, differential form of Guass’s

law, Poisson’s and Laplace’s equation. Magnetostatics: magnetic force on a moving

charge, Lorentz’s force relation, Biot-Savart’s law and Faraday’s law of

Electromagnetic induction and lenz’s law. Mentioning of Maxwell’s equations.

Numerical Problems. Electromagnetic waves: Wave equations in differential form in

free space (derivation using Maxwell’s equations). Plane electromagnetic waves in

vacuum and their transverse nature.

Shock waves: Definition of Mach number. Distinctions between acoustic, ultrasonic,

subsonic and supersonic waves. Description of a shock wave & its applications. Basics

of conservation of mass, momentum & energy. Derivation of normal shock relations

using simple basic conservation equations (Rankine – Hugonit equations).

12

III

Quantum Mechanics: Introduction to wave nature of particles, wave-particle

dualism, phase velocity and group velocity, theory of group velocity. Heisenberg’s

Uncertainty principle(no derivation), Applications-Non-existence of electrons in the

nucleus, Wave function,time independent Schrodinger wave equation in one

dimension (derivation), Physical significance of wave function, Eigen values & Eigen

functions, Application of Schrodinger wave equation- For a free particle and particle

in one dimensional potential well of infinite height. Numerical problems.

10




IV

Vibrations: Introduction,Free vibrations, Theory of Damped vibrations-cases of under

damping, over damping and critical damping, Forced vibrations. Resonance-

amplitude and sharpness of resonance. Numerical problems.

Fiber optics: Introduction.Propagation mechanism in optical fibers, Numerical

aperture(derivation). V-number, Types of optical fibers and mode of propagation.

Attenuation and mechanism radiation loss (micro and macroscopic bends).

Applications-Point to point communication system with block diagram. Advantages

and disadvantages of optical communication systems.Numerical problems.

LASERS: Introduction, Review of principles-three types of interaction with matter,

Einstein’s coefficients (Expression for energy density at thermal equilibrium).

Semiconductor Laser (Construction, Working and Energy level diagram). Holography,

applications of laser in Science, Engineering and Medicine. Numerical problems.

10

V

Dielectric properties of materials: Introduction to Dielectric materials,

Determination of static dielectric constant, Polarization and its mechanisms,

Clausius–Mossotti equation (derivation ), Dielectric loss, Expression for dielectric loss.

Numerical problems.

Superconductivity: Introduction, Temperature dependence of resistivity in

superconducting metals. Effect of magnetic field (Meissner effect). Type I& Type II

superconductors, Temperature dependence of critical field, BCS theoryand High

temperature superconductors. Applications of superconductors.

Nanomaterials: Introduction, Principles, Nanocomposite materials, Nano scale

systems. Physics of Smart materials, MEMS and Carbon nanotubes.

10


Two Questions will be asked from each UNIT carrying 20 Marks each. Students has to answer any one full questions from two choices




Text Books:

Sl No


1 A Detailed text book of Engineering Physics-

Revised Edition

S. P. Basavaraju,

2015

2 A Text book of Field Theory S. P. Basavaraju 2012

3 Engineering Physics, Gaur & Gupta

4 Oscillations and Waves in Physics Ian G 3rd Edition, 1993

5 Engineering mechanics M.K.Harbola M.K.Harbola, 2009

6 Lasers and Non-Linear Optics B B Laud 3rd Edition, 2011

Reference Book:

Sl No


1 Nanosystems – Molecular machinery,

manufacturing and computation

K. Eric Drexler 2005

2 Lasers K. Thyagarajan and A.

K. Ghatak

3 Elements of material science and

Engineering

Elements of material

science and

Engineering

4 Engineering Physics V. Rajendran 2012

5 Introduction to Mechanics M.K. Verma 2nd Edition, 2009

6 Shock waves made simple Chintoo S. Kumar, K

Takayama and K.P.J.

Reddy

2014



Department of Electrical and Electronics Engineering


Department: Electrical & Electronics Engineering Semester: I/II

Subject Name: BASIC ELECTRICAL ENGINEERING

Subject Code: ES-EE101/201 L-T-P-C: 3-2-0-0-4

Course Objectives:

Course Outcomes


1 To understand the fundamentals of AC circuits.

2 To analyze single phase and three phase AC circuits.

3 To analyze AC machines, special machines and DC machines

4 To Understand the concept of wiring and earthing.

Course outcome

Descriptions

CO1 Able to understand the fundamentals of AC circuits.

CO2 Analyze single phase and three phase AC circuits

CO3 Analyze AC machines, special machines and DC machines.

CO4 Understand the concept of wiring and earthing.





I

A.C Fundamentals: Generation of sinusoidal voltage, definition of instantaneous

value, maximum value, frequency, time period, cycle, average value, RMS value, form

factor, peak factor of sinusoidally varying quantity, phase, phase difference and

phasor representation of alternating quantities.

A.C Circuits: Analysis with phasor diagram of circuits with R, L, C, R-L, R-C, R-L-C

series circuits, parallel circuits, real power, reactive power, apparent power and

power factor, illustrative examples.

12

II

Three Phase Balanced Circuits: Voltage and current relations in star and delta

connected system, Measurement of three phase power by using two wattmeter

method, Illustrative examples.

Domestic wiring: Two way and three way control, elementary discussion on fuse and

Miniature Circuit Breaker (MCB), Electric shock, precautions against shock, earthing,

plate and pipe earthing.

10

III

Single Phase Transformers: Faraday’s Law, Dynamically induced e.m.f, self and

mutually induced emf, coefficient of coupling, Fleming’s rules, Construction, types,

principle of operation, emf equation, losses, efficiency, condition for maximum

efficiency, Illustrative examples on emf equation and efficiency.

Alternators: Principle of operation, emf equation, concept of pitch factor and

distribution factor (derivation excluded), Illustrative examples on emf equation.

10

IV

D.C Machines: Construction, basic parts of D.C machines. D.C Generator- Principle of

operation, emf equation, Illustrative examples. D.C Motor-Principle of operation,

back emf, torque equation, types, Illustrative examples.

Three Phase Induction Motors: Construction, working, types, concept of rotating

magnetic field, slip, Illustrative examples on slip calculation.

10

V

Special Purpose Machines: Characteristics of drives. Construction, working and

applications of Stepper Motor, Brush Less DC Motor, Capacitor Start Capacitor Run

Single Phase Induction Motor, Split phase Single phase Induction motor 8





Two Questions will be asked from each UNIT carrying 20 Marks each.

Students has to answer any one full questions from two choices

Text Books:

Sl No


1 Fundamentals of Electrical Engineering B.L.Theraja volume I, S Chand

Publications, New

Delhi

2 Electrical Technology B.L.Theraja volumeII, S Chand

Publications, New

Delhi.

Reference Book:

Sl No


1 Basic Electrical Engineering M.V.Rao Subhash Publications,

Bangalore

2 Basic Electrical Engineering D C Kulashrestha TMH Publications, New

Delhi

3 Electrical Technology E. Hughes International Students,

9th

Edition, Pearson

2005



Department of Humanity and Science


Department: Mechanical Engineering Semester: I/II

Subject Name: Engineering Graphics and Design

Subject Code: ES-ME102/202 L-T-P-C: 2-0-4-4

Course Objectives:

Course Outcomes


1 Familiarize with the freehand sketching of basic geometrical constructions in Engineering Drawing for visualization of three dimensional objects.

2 Apply the principles of orthographic projections to draw elevation, plan and profile views of lines, planes and solids.

3 Apply the principles of projection of lines to find solutions to practical problems involving distances and inclinations

4 Apply the fundamentals of solid geometry and develop lateral surfaces of solids.

Course outcome

Descriptions

CO1

Demonstrate competence in the basics of Orthographic Projections of

points, lines, planes and Solids for their presentation in the three Principal

Views (L1, L2).

CO2 Apply the principles of orthographic projections to find solutions to real life

problems involving distances and inclinations of geometrical objects (L3).

CO3

Analyze Orthographic projections of solids for drawing Isometric

Projections (L4).

CO4 Develop lateral surfaces of solids and create isometric projections of solids

of combination(L4).





I

Introduction to Computer Aided Sketching Introduction, Drawing Instruments and their uses, BIS conventions, Dimensioning and free hand practicing. Computer screen, layout of the software, standard tool bar/menus and description of most commonly used tool bars, navigational tools. Co-ordinate system and reference planes. Definitions of HP, VP, RPP & LPP. Selection of drawing size and scale. Commands and creation of Lines, Co-ordinate points, axes, square, rectangle, polygons, circles, ellipse, text, move, copy, off-set, mirror, rotate, trim, extend, break, chamfer, fillet, curves, constraints viz. tangency, parallelism, inclination and perpendicularity.

6

II

Orthographic Projections of points, straight lines and planes. Introduction, Definitions - Planes of projection, reference line and conventions employed, introduction to four quadrants. Projections of points (problems are only from First quadrant), Including Front View, Top View, Left View, Right view. Projections of straight lines (located in First quadrant/first angle only), True and apparent lengths, True and apparent inclinations to reference planes (No application & Midpoint problems). Introduction, DefinitionsProjections of plane surfacestriangle, square, rectangle, pentagon, hexagon and circle, planes in different positions by change of position method only (First Angle Projection Only, No problems on punched plates and composite plates, VP Resting).

24

III

Projections of Solids (First angle Projection only) Introduction, Definitions Projections of right regular tetrahedron, hexahedron (cube), Prisms, Pyramids of square, pentagon and Hexagon, cylinders and cones in different positions (No problems on octahedrons, freely suspended solids and combination of solids).

24

IV

Isometric Projection (Using Isometric Scale Only) Introduction, Isometric scale, Isometric projection of simple plane figures (keeping the lamina on HP), Isometric projection of hexahedron(cube), right regular prisms, pyramids, cylinders, cones, spheres, cut spheres and combination of solids (Maximum of 2 solids).

12

V

Development of Lateral Surfaces of Solids Introduction to Section planes and Sectional views, Development of lateral surfaces of right regular prisms, cylinders, pyramids and cones resting with base on HP only (No problems on lateral surfaces of trays, tetrahedrons, spheres and transition pieces).

12





One questions will be asked from Unit 2 and Unit 3 One Question from Unit 4 / Unit 5

Text Books:

Sl

No

Text Book title Author Volume and Year of

Edition

1 EngineeringGraphics K.R. Gopalakrishna, 32ndedition, 2005- Subhash

Publishers

2 A Primer on Computer Aided

Engineering Drawing

Published by VTU 2006

Reference Book:

Sl

No


1 Engineering Drawing N.D. Bhatt & V.M.

Panchal

48th edition, 2005-Charotar

Publishing House, Gujarat





Department: Humanity and Science Semester: I /II

Subject Name: Kannada

Subject Code: HS- KA101/201 L-T-P-C: 3-0-0-1

PÀ£À¸ÀÄ ªÀÄ£À¸ÀÄ

PÀ°PÉ CªÀ¢ü : ªÁgÀPÉÌ 2 UÀAmÉ

1) ±ÁæªÀt (PÀªÀ£À) : zÁ.gÁ ¨ÉÃAzÉæ 2) qÁ|| «±ÉéÃ±ÀégÀAiÀÄå ªÀåQÛ ªÀÄvÀÄÛ ªÀåQÛ avÀæ : J.J£ï.ªÀÄÆwðgÁªï

3) zÉÆÃtÂ ºÀjUÉÆÃ®ÄUÀ¼À°è(¥ÀæªÁ¸À PÀxÀ£À) : ²ªÀgÁªÀÄ PÁgÀAvÀ

4) CtÚ¥Àà£À gÉÃµÉä SÁ¬Ä¯É(¥Àæ¨sÀAzÀ) : PÀÄªÉA¥ÀÅ 5) £ÀªÀÄä JªÉÄäUÉ ªÀiÁvÀÄ w½AiÀÄÄªÀÅzÉÃ(«£ÉÆÃzÀ) : UÉÆÃgÀÆgÀÄ gÁªÀÄ¸Áé«Ä CAiÀÄåAUÁgï

6) D£É ºÀ¼ÀîzÀ°è ºÀÄqÀÄVAiÀÄgÀÄ(«eÁÕ£À ¯ÉÃR£À) : ©.f.J¯ï ¸Áé«Ä 7) ¨Éqï £ÀA§gï J¼ÀÄ(PÀxÉ) : wæªÉÃtÂ

8) gÉÆnÖ ªÀÄvÀÄÛ PÉÆÃ«(PÀxÉ) : ¸ÀÄgÀA JPÀÄÌAr 9) UÀÄ§âaÑ UÀÆqÀÄ(CAPÀt §gÀºÀ) : ¦.®APÉÃ±ï

10) ZÉÃAPÀæ ªÉÄÃ¹Ûç ªÀÄvÀÄÛ ºÁªÀÅ «ÄÃ£ÀÄ(¥Àj¸ÀgÀ ¯ÉÃR£À) PÉ.¦.¥ÉÇtðZÀAzÀæ vÉÃd¹é 11) UÁA¢ü(PÀxÉ) : ¨É¸ÀUÀgÀ ºÀ½î gÁªÀÄtÚ

12) ¨É°ÓAiÀÄA ºÁqÀÄ(PÀªÀ£À) : ¹zÀÝ°AUÀAiÀÄå 13) J®è ºÀÄqÀÄVAiÀÄgÀ PÀ£À¸ÀÄ(PÀªÀ£À) : ¸À«vÁ £ÁUÀ¨sÀÆµÀt

14) ¤ÃgÀÄ (PÀxÉ) : §¸ÀªÀgÁd PÀÄPÀÌgÀºÀ½î

15) PÀ£ÁðlPÀ ¸ÀA¸ÀÌöÈwAiÀÄ ¸ÀégÀÆ¥À(¥ÀjZÀAiÀÄ ¯ÉÃR£À) gÀºÀªÀÄvï vÀjÃPÉgÉ 16) vÀAvÀæeÁÕ£À PÀ°PÉAiÀÄ°è ¨sÁµÉ(vÀAvÀæeÁÕ£À §gÀºÀ) J¸ï.¸ÀÄAzÀgï

17) PÉÆtªÉÃ UËqÀ(PÁªÀå) : eÁ£À¥ÀzÀ




KANNADA KALI 1. Introduction each other - 1. Personal, Possessive forms, Interrogative words.

2. Introduction each other -2. Personal, Possessive forms, Yes/NO type

Interrogation

3. About Ramayana Possessive forms of nouns, dubitive question, Relative

nouns

4. Enquiries about a room for rent. Qualitative and quantitative adjectives.

5. Enquiring about the college Productive forms locative case

6. In a Hostel Productive forms locative case

7. Vegetable market Numeral, plurals

8. Planning for a picnic Imperative, permissive, hortative

9. Conversion between and the patient Verb-iru, negation, illa, non-past tense

10. Doctors advise to patient Potential forms, no past continuous

11. Discussion about a firm Past tense, regation

12. About Brindavan Garden Past tense, negation

13. About routine activities of a student Verbal participle, reflexive form, negation

14. Telephone conversation Past and present, present past continuous and

their negaion

15. About Belur and Halebidu Relative participle, negation

16. Discussing about examination and future plan :Simple conditional and negative

17. Karnataka (lesson for reading)

18. kannada bhaashe( lesson for reading)

19. mana tarvua sangati alla(lesson for reading)

20. beku bedagalu(leasson for reading)




SSSSyllabus for the Academic Year yllabus for the Academic Year yllabus for the Academic Year yllabus for the Academic Year 2019 2019 2019 2019 ---- 2020202020202020

Department: Physics Semester: I/II

Subject Name: Engineering Physics Lab

Subject Code: BS-PH102/202 L-T-P-C:0-0-3-1

Course Objectives :

Course Outcomes

Sl.No List of experiments Sl.No List of experiments

1 I-f characteristics of Series &

Parallel LCR circuits. 7

Moment of inertia of irregular body & Rigidity

modules (n).

2 Verification of Stefan’s law. 8 Dielectric constant by charging and discharging.

3 Y- Single cantilever. 9 Determination of Planck’s constant.

4 Sonometer - Determination of

AC frequency. 10 I-V characteristics of Zener diode.

5 Energy gap of semiconductor. 11 Transistor characteristics.

6 Laser diffraction grating-

Determination of wavelength. 12 Fermi energy of copper.


1 To study the knowledge of measuring instruments.

2 To perform studies on diode and transistor characteristics.

3 Using LASER to study the wavelength and fiber loss.

4 To evaluate the strength of materials.

Course outcome

Descriptions

CO1 Understands the measuring instruments and their working.

CO2 Analyze the characteristics features of diodes and transistors.

CO3 Acquires the knowledge on strength of materials.

CO4 Able to design electrical and electronic circuits.




Syllabus for the Academic Year 2019 - 2020

Department: Electrical Engineering Semester: I/II

Subject Name: ELECTRICAL ENGINEERINGLAB

Subject Code: ES-EE102/202 L-T-P-C: 0-0-3-1

Course Objectives:

Course Outcomes

Ex

pt..

Description Expt Description

I Demonstration of different protective devices

in electrical circuit.

VI Speed control of DC motor.

II Measurement of Power Factor in different

lighting systems.

Fluorescent lamp, Fluorescent lamp with

electronic choke , LED lamp with driver

VII Efficiency of transformer by direct

loading method.

III Demonstration of different types of measuring

instruments.

VIII Speed control of special motors

Stepper motor , Servomotor, BLDC

motor

IV Measurement of power using analog/digital

single phase energy meter.

IX Battery charging circuit using solar

energy.

V Relationship between line and phase values of

voltage and current in a three phase system.

X Buck and Boost IGBT based converters.


1 To Identify Electrical Symbols, meters and components.

2 To Understand the principle of Electrical Equipments

3 To Conduct different experiments on Electrical Equipments.

4 To Analyze and conclude the behavior of different Electrical

Equipments.

Course

outcome

Descriptions

CO1 Identify Electrical Symbols, meters and components.

CO2 Able to understand the fundamentals of AC/DC circuits.

CO3 Analyze AC machines, special machines and DC machines.





Department : Humanity and Science

Subject Name: ENVIRONMENTAL STUDIES Semester: I & II

Subject Code: HS-EV101/201 L-T-P-C: 2- 0-0-1

Course Objectives :


I

Environment -_ Definition, Eco system -- Balanced ecosystem, Human activities - Food, Shelter, Economic and Social Security. Effects of human activities on environment - Agriculture, Housing, Industry, Mining, and Transportation activities, Environmental Impact Assessment. Sustainable Development.

. 06

II

Natural Resources - Water resources - Availability and Quality aspects. Water borne diseases, Water induced diseases, Fluoride problem in drinking water. Mineral Resources, Forest Wealth, Material Cycles - Carbon, Nitrogen and Sulphur Cycles.

05

III

Energy - Different types of energy, Electro-magnetic radiation. Conventional and Non - Conventional sources - Hydro Electric, Fossil fuel based, Nuclear, Solar, Biomass and Bio-gas. Hydrogen as an alternative future source of Energy

05

IV Environmental Pollution and their effects. Water pollution. Land pollution . Noise pollution . Public Health

04


1 To raise the consciousness about the environmental conditions

2 To raise environmental appropriate behavior

3 To create an environmental ethics




V

Current Environmental issues of importance: Population Growth, Climate change and Global warming - Effects, Urbanization, Automobile pollution, Acid Rain, Ozone layer depletion,Animal Husbandry. Environmental Protection - Role of Government, Legal aspects, Initiatives by Non - Governmental Organizations (NGO), Environmental Education, Women Education.

6

Text Books:

Sl No

Text Book title Author Volume and

Year of Edition

1 Environmental Studies - GeethaBalakrishna LaximinarayanaBhatta

2007

2 Environmental Studies - Dr. D.L Manjunath 2006

3 Environmental Science by A K De New edition

Reference Book:

Sl No

Text Book title Author Volume and Year

of Edition

1 Principles of Environmental Science

and Engineering P. VenugopalaRao,

C. New edition

2 Environmental Science and

Engineering Meenakshi, New edition

scheme of teaching and examination-2019 sem... · s. p. basavaraju, 2015 2 a text book of field...

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