Syllabus for
Bachelor of Science (Physics, Chemistry, Mathematics)
Academic Year  (2023)

Course Description

This course is taught in the second year for students from different streams, namely BA, BSc

and BCom. If the first year syllabus is an attempt by the Department of English, Christ

University to recognize and bring together the polyphonic Indian voices in English and Indian

regional literatures in translation for the Additional English students of the first year, the

second year syllabus intends to take that project a little further and open up the engagement

of the students to texts from across the world. The syllabus - selection of texts will

concentrate on readings from South Asian, Latin American, Australian, Canadian, and Afro-

American. It will voice subaltern concerns of identity, gender, race, ethnicity and problems of

belongingness experienced by humanity all over the globe.

The syllabus will extend the concerns of nation and nationality and marginalization,

discussed within the Indian context to a more inclusive and wider global platform. We have

consciously kept out ‘mainstream’ writers and concentrated on the voices of the subalterns

from across the world. There is an implicit recognition in this project that though the aspects

of marginalization and the problems facing subalterns are present across cultures and

nations, the experiences, expressions and reflections are specific to each race and culture.

The course will address these nuances and specificities and enable our students to become

more aware and sensitive to life and reality around them. This will equip the students, who

are global citizens, to understand not just the Indian scenario, but also situate themselves

within the wider global contexts and understand the spaces they will move into and negotiate

in their future.

There is a prescribed text book Blends: Voices from Margins for the second year students,

compiled by the Department of English, Christ University and intended for private circulation.

Course Objectives

The course objectives are

 to enable students to look at different cultures through Literature

 to help students develop an understanding of subaltern realities and identity politics

 to inculcate literary sensibility/taste among students across disciplines

 to improve language skills –speaking, reading, writing and listening

 to equip the students with tools for developing lateral thinking

 to equip students with critical reading and thinking habits

 to reiterate the study skills and communication skills they developed in the previous

year and extend it.

TetsukoKuroyanagi: Tottochan: The Little Girl at the Window12

Liliana Heker : “The Stolen Party

 Higuchi Ichiyo: “Separate Ways”

 Harukki Murakami "Birthday Girl"

 Luisa Valenzuela: “I’m your Horse in the Night”

Poetry 12 Hrs

 Silvio Curbelo: “Summer Storm”

 Nancy Morejon: “Black Woman”

 Ruben Dario: “To Roosevelt”

 Mina Asadi: “A Ring to me is a Bondage”

Essay 9Hrs

 Amy Tan: “Mother Tongue

 Linda Hogan: “Waking Up the Rake”

 Isabelle Allande: “Open Veins of Latin America”

Children's Literature -  Kimberley Reynolds (CUP)

CIA 1: A written test for 20 marks. It can be an Open Book test, a classroom assignment, an

objective or descriptive test pertaining to the texts and ideas discussed in class.

CIA2: Mid-semester written exam for 50 works

CIA 3: This is to be a creative test/ project in small groups by students. They may do

Collages, tableaus, skits, talk shows, documentaries, Quizzes, presentations, debates,

charts or any other creative test for 20 marks. This test should allow the students to explore

their creativity and engage with the real world around them and marks can be allotted to

students depending on how much they are able to link the ideas and discussions in the texts

to the world around them.

Question Paper Pattern

Mid Semester Exam: 2 hrs

Section A: 4x5= 20

Section B: 2x15=30

Total 50

End Semester Exam: 3 hrs

Section A: 4 x 5 = 20

Section B: 2 x 15= 30

Total 50

This course deals with the concepts of organic and analytical chemistry and builds the foundation for more advanced topics in the subsequent courses.

 Prelearning topics: Classification and nomenclature of amines, Preparation of nitroalkanes and aromatic nitro compounds.

Amines (aliphatic and aromatic):  Preparation: From alkyl halides, Reduction of nitro compounds and nitriles, Reductive amination of aldehydes and ketones, Gabriel’s phthalimide synthesis, Hofmann bromamide reaction (with mechanism). Reactions: Hofmann (with mechanism) vs. Saytzeff elimination, Carbylamine test, Hinsberg test, with HNO₂. Separation of a mixture of  1°, 2° and 3° amines using Hinsberg reagent. Structural features affecting basicity of aliphatic and aromatic amines. Comparative study of basicity of aliphatic and aromatic amines. Schotten – Baumann Reaction (with mechanism). Electrophilic substitution reactions of aniline: Halogenation, nitration and sulphonation.

Diazonium salts:  Preparation by diazotization.  Reactions: Conversion to benzene, phenol, iodo, fluoro and nitro benzene. Azo coupling.  Sandmeyer and Gatterman reactions.

Classification and nomenclature. Structure and aromaticity of 5-numbered and 6-membered rings containing one heteroatom. Synthesis and reactions of: Furan, Thiophene, Pyrrole, Pyridine, Indole, Quinoline  and Isoquinoline.

Green Chemistry: Introduction - Environmental concern on chemical industry and need of green chemistry – Origin of green chemistry – Twelve principles of green chemistry with explanations - Atom economy and microwave assisted reactions - Green solvents . Microwave and ultrasound assisted green synthesis.

 Introduction, types of polymers, polymerization reactions, Formation of Polythene, polypropylene, polystyrene, poly vinyl chloride, polyesters, polyamides including Nylon 6 and Nylon 6,6, resins.

Physical properties of polymers, molecular masses of polymers, Introduction to conducting polymers with examples. Environmental hazards of polymers, biodegradable polymers. Plastics, Recycling of plastics. Fibres: natural and synthetic, Rubbers: natural and synthetic.

Classification, and General Properties, Glucose (structural elucidation). Open chain and cyclic structures of fructose, galactose and mannose. Epimers and anomers. Determination of configuration of monosaccharides, Mutarotation, ascending and descending in monosaccharides. Interconversion of glucose and fructose. Structure of disacharrides (sucrose, maltose, lactose). Reducing and non-reducing sugars. polysacharrides (starch and cellulose) excluding their structure elucidation.

 Significant figures, Absolute error, accuracy, relative error, precision.

Classification of errors – (a) Determinate errors –Operational & Personal errors, Instrumental & reagent errors, Errors of method, Additive & proportional errors (b) Indeterminate or accidental errors.

Minimisation of errors– Calibration of apparatus & application of corrections, Running blank determination, Determination of accuracy of quantitative methods – Absolute method, Comparative method. Mean, median, standard deviation, variance (numerical problems)

Solvent extraction Introduction– Classification– Principles and application of solvent extraction. Nernst’s distribution law, distribution co-efficient.

#Chromatography 

Introduction, Classification, Principles and Applications of column chromatography, thin layer chromatography, ion exchange chromatography, gas chromatography and high performance liquid chromatography (mention only).

a) Qualitative analysis                                                                                                 5 Hrs

Introduction- Solubility product, ionic product, common ion effect, application of these in qualitative analysis. Selective precipitation of metal ions in their respective groups. Removal of interfering radicals.

b) Quantitative analysis                                                                                                8 Hrs

 Volumetric analysis: Introduction – Definition – Classification - Principles of acid base, redox, precipitation and complexometric titrations.

Theory of indicators (redox, acid base, metallochrome and adsorption indicators)

*Gravimetric analysis: Introduction –Classification – Principles. Organic reagents (DMG, Oxine) used for the precipitation.

Introduction ––Principles and application of spectrophotometry (colorimetry), Flame photometry

Electro analytical methods (potentiometry, conductometry).

[2] B. Mehta, M. Mehta, Organic Chemistry, PHI Learning Private Limited, 2017.

[3] D.A. Skoog, D.M. West, F.J. Holler and S.R. Crouch, Fundamentals of Analytical Chemistry, 8th Edition, Brooks/Cole, Thomson Learning, Inc., USA, 2004

 [2]    R. T Morrison and R. N. Boyd. Organic Chemistry. 7^thed. New Delhi: Prentice-Hall of India (P) Ltd., 2010.

 [3]    S.M. Mukherji, S. P. Singh, and R. P. Kapoor. Organic Chemistry. 3^rd, 12th Reprint, New Delhi: New Age International (P) Ltd. Publishers, 2009.

 [4]    I. L Finar, Organic Chemistry Vol. II, 5^th ed. New Delhi: ELBS and Longman Ltd., reprint 2008.

 [5]    Vogels Textbook of Quantitative Chemical Analysis, 6^th Edn., Pearson Education Ltd. 2009.

This course is intended to provide basic skills in qualitative analysis at the semi micro scale. Identification of cations and anions present in inorganic compounds has to be performed. Separation of sugar and amino acid mixtures can be achieved through chromatography.

 Semi-micro qualitative analysis (using H₂S or other methods) of mixtures - not more than four ionic species (two anions and two cations, excluding insoluble salts) out of the following:

    Cations : NH⁴⁺, Pb²⁺, Bi³⁺, Cu²⁺, Cd²⁺, Fe³⁺, Al³⁺ , Co²⁺ , Ni²⁺, Mn²+, Zn²+, Ba²⁺ , Sr²⁺ , Ca²⁺, K⁺

   Anions : CO₃^2– , S^2–, SO₂^–, S₂O₃^2–, NO₂^– , CH₃COO^–, Cl^–, Br^–, I^–, NO₃^– , SO₄^2-, PO₄³-, BO₃^3-

   (Spot tests should be carried out wherever feasible)

 Separation of mixtures by Chromatography:

(a) Separation and identification of the components of a given mixture of two amino acids by paper chromatography/TLC

(b) Separation and identification of the components of a mixture of two sugars by paper chromatography/TLC

[2] Mann, F.G. & Saunders, B.C. Practical Organic Chemistry, 4^th edition, Orient-Longman, 1979.

Course Description

English is offered as a course for all the students in BA, BSc, BCom, and BBA F&A classes in the third and fourth semesters. The aim is to strengthen the communication skills, and particularly study skills of the learners further, through adequate practice and exposure to good examples of writing, thought, ideas and human values. In addition, they will be trained in study skills through tasks in academic genres such as message, letter, essay, data interpretation etc. It aims to not only equip learners with skills but also sensitize them towards issues that concern human life in today’s globalised context. The course content is selected to meet the requirements of the departmental goal of “empowering the individual to read oneself, the social context and the imagined”; institutional goal of ensuring “holistic development”; and the national goal of creating competent and valuable citizens. The primary objective of this course is to help learners develop appropriate employability skills and demonstrate suitable conduct with regards to communication skills. The units are organised in order to help the learners understand the academic and workplace demands and learn by practice.

Course Objectives     

·       To enable learners to develop reading comprehension for various purposes

·       To enable learners to develop writing skills for academic and professional needs

·       To enable learners to develop the ability to think critically and express logically

·       To enable learner to communicate in a socially and ethically acceptable manner

·       To enable learners, to read, write and speak with clarity, precision and accuracy

Subject verb agreement

Tenses

Preposition

Voices

Clauses

Skimming and scanning

Strategies of reading

Reading and understanding reports

Reading content/ texts of various kinds

Inferencing skills

Academic vocab

Academic phrases

Professional expression

Study skills- library and referencing skills (organising reading, making notes, managing time, prioritising)

Mind mapping

Organising ideas

Accurate usage of vocabulary

Paragraph strategy

Cohesion and sequencing (jumbled sentences to paragraph)

Extended writing 

Formal and informal writing

Reports (all types including illustration to report and report to illustration and/or graphs, charts, tables and other statistical data)

Proposal writing (for projects, for research)

Academic essays/ articles

Persuasive writing, extrapolative writings

Case study writing

Executive summaries

Editing, proofreading skills

Resume vs CV

Self-introduction

Body language

Talks, speeches and presentations

Conversation

Telephone conversation

Meetings

Group discussion

Seminar / conference presentation

Principles of communication

Process of communication

Types of communication

Barriers in communication

Evaluation Pattern

CIA 1: Classroom assignment/test/ written or oral tasks for 20 marks keeping in tune with the course objectives and learning outcomes.

CIA 2: Mid-semester exam for 50 marks.

CIA 3: Collage, tableaus, skits, talk shows, documentaries, Quizzes or any creative assignments.

 End- semester 50 marks 

End Semester Exam: 2 hrs

French as second language for the Arts, Science and Commerce UG program

To perform a tribute: artist, work, you are going to…..

Towards a working life

France Seen by...

Mediamania

Act 1, 2 & 3

2.      Gonnet, Georges. Molière- Le Bourgeois Gentilhomme .Paris : Hachette, 1971

2.      French websites like Bonjour de France, FluentU French, Learn French Lab, Point du FLE etc.

Course Description:

The detailed text book “Shambook” is a Khanda Kavya written by Jagdeesh Gupta. To improve the creative writing skills, Nibandh, Kahani and Kavitha lekhan are included.Bharathiya chitrakala is also a part of the syllabus to improve the knowledge aboutIndian paintings.

Course Objectives:

Students are exposed to different forms of poetry especially, Khanda Kavya. It will help them to understand the contemporary socio-political issues.By learning about the tradition of Indian painting and legendary painters of India , students get to know about the richness and culture  of the Indian paintings. Creative writing sharpens their thinking, analytical  and writing skills 

Khanda Kavya “Shambook” [Poetry] By:Jagdeesh Gupta. Pub: Raj Pal & Sons

Level of knowledge:Analitical    

Nibandh lekhan, Katha lekhan, Kavitha lekhan.

Level of knowledge:Conceptual

Utbhav, vikas aur pramukh shailiyam

pramukh kalakar-1.M F Hussain 2.Ravindranath Tagore 3.Raja Ravi Varma 4.Jamini Roy.

Level of knowledge: Conceptual

1. Khanda Kavya”Shambook[Poetry] ByJagdeesh Gupta.Pub: Raj Pal & Sons

2. Essentials of Screen writing: The art, craft and business of film and television writing

By: Walter Richard.

3. Writing and Script: A very short introduction

By: Robinson, Andrew.

4 .Creative writing By John Singleton

5. Adhunik  Hindi Nibandh By Bhuvaneshwarichandran Saksena.

CIA-2(Mid sem examination)

CIA-3(wikipedia article creation)

End semester examination

Course Description: Language Kannada is offered to students of third Semester BA/B.Sc as Second language for fifty marks. Students of this semester will study an anthology of Modern Kannada Poetry and an Autobiography of Laxman Gaikwad. This course prepares the students to understand the new era. At the dawn of the twentieth century, B.M. Srikantiah, regarded as the “Father of modern Kannada Literature”, called for a new era of writing original works in modern Kannada while moving away from archaic Kannada forms. Students will study modern Kannada poetry from B.M.Sri to Dalit poet Dr. Siddalingiah. An anthology of modern poetry is selected to understand the beauty of modern Kannada poets through their writings. Uchalya is an autobiographical novel that carries the memories of Laxman Gaikwad right from his childhood till he became an adult. Laxman Gaikwad took birth in a criminal tribe of India belonging to Orissa/ Maharastra. The original text is translated to Kannada by Chandrakantha Pokale.

Course Objectives:

Understand and appreciate poetry as a literary art form.

Analyse the various elements of Poetry, such as diction, tone, form, genre, imagery, symbolism, theme, etc.

Appreciates to  learn the elements of autobiography.

1. Kariheggadeya Magalu- B.M.Sri

2. Hunnime Ratri- Kuvempu

3. Anna Yagna-Bendre

4.Mankuthimmana Kagga-D.V.G

5.Ikkala- K.S. Narasimha Swamy

6. Kannad padgol- G.P.Rajarathnam

7.Hanathe hachchuttene- G.S.S

8.Adugemane Hudugi-Vaidehi

9. Nehru Nivruttaraguvudilla- Adgaru

10. Nanna Janagalu.-Siddalingaiah

Text: Uchalya

Author:Lakshman Gayekwad

Translation: Chandrakantha Pokle

1 Dialogue Writing

2 Essay writing

3 short story building

2. Kannada Sahitya Charithre- Volumes 1-4, Editor: G. S. Shivarudrappa, Prasaranga, Bangalore Univeristy.

3. Hosagannada Kavitheya Mele English Kavyada Prabhava- S. Ananthanarayana

4. Hosagannadada Arunodaya- Srinivasa  Havanuru

2. Kannada Sahitya Sameekshe- G. S. Shivarudrappa

3. Bhavageethe- Dr. S. Prabhushankara

4. My Experiments with Truth- M.K. Gandhi

5. Ouru Keri- Siddalingaiah

Course description : This course enables the students to understand the basic techniques and theories of real Analysis.

Course objectives : This course will help the learner to

COBJ1. examine the convergence or divergence of sequences and series.

COBJ2. understand the different types of convergence and their properties.

CO1. Quote and understand the definition of a limit of a sequence or a function in its various forms.

CO2. Demonstrate the convergence or divergence of the geometric and harmonic series and other standard series.

CO3. Apply the basic tests for convergence of infinite series.

CO4. Prove the tests for convergence: Comparison Test, Ratio Test, Cauchy’s Root test, Raabe’s Test, alternating series test etc.

CO5. Understand the differences between convergence and absolute convergence

CO6. Understand and solve binomial , logarithmic and exponential series

Open sets, closed sets, closure of a set, countable and uncountable sets, topology of real line. Sequences: Definition of Sequences, limit of a sequence, algebra of limits of a sequence, convergent, divergent, and oscillatory sequences, problems thereon. Bounded sequences, Monotonic sequences and their properties, Cauchy sequence.

Infinite series, Cauchy convergence criterion for series, geometric series, comparison test, convergence of p-series, D'Alembert's Ratio test, Raabe's test, Cauchy's Root test, alternating series, Leibnitz’s test. Definition and examples of absolute and conditional convergence.

Sequences and series of functions, Pointwise and uniform convergence. Mn - test, M-test, Statements of the results about uniform convergence. Power series and radius of convergence.

Course description: The course Python programming for Mathematics is aimed at enabling the students to appreciate and understand some concepts in mathematics like Matrices, sequences, series, geometric shapes and fractals with the help of Python programming language. It is designed with a learner-centric approach wherein the students will acquire mastery in the subject by using Python programing language as tool.

Course objectives: This course will help the learner to

COBJ1. Acquire programming skill in solving mathematical problems using Python

1.  Introduction to NumPy and Sympy
2. Algebra and Symbolic Math with SymPy
3. Matrices - determinant, transpose, lower and upper triangular matrices, Eigen values
4. Solving linear and nonlinear equations
5. Test for Convergence of Sequences
6. Test for Convergence of Series
7. Drawing Geometric Shapes and Fractals
8. Complex functions in Python

This course on thermal physics and statistical mechanics enables the students to understand the fundamentals of thermodynamics, laws of thermodynamics, thermodynamic potentials, kinetic theory of gases and statistical mechanics.

Thermodynamic description of system: Zeroth Law of thermodynamics and temperature. First law: internal energy, conversion of heat into work, various thermo dynamical processes (isothermal, adiabatic, isochoric, isobaric and cyclic processes). Applications of first law: general relation between C_P&C_V (Mayer’s equation), work done during isothermal and adiabatic processes, compressibility & expansion coefficient, reversible & irreversible processes. Second law & entropy, (Carnot’s engine) Carnot’s cycle & theorem, expression for efficiency, entropy changes in reversible & irreversible processes, entropy-temperature diagrams, (principle of increase of entropy), Third law of thermodynamics, unattainability ofabsolute zero.           

Enthalpy, Gibbs, Helmholtz and Internal Energy functions and their significance. Maxwell’s thermodynamic relations & applications: Joule-Thompson Effect, Clausius-Clapeyron equation, expression for (C_P – C_V), C_P/C_V and TdS equations.  

Postulates of kinetic theory of gases, derivation of Maxwell’s law of distribution of velocities and its experimental verification, most probable velocity, mean velocity, rms velocity, expression for mean free path (zeroth order), transport phenomena: derivation of coefficients of viscosity, conduction and diffusion (for vertical case), law of equipartition of energy (no derivation) and its applications to specific heat of gases; mono-atomic and diatomic gases.

Theory of Radiation: Blackbody radiation, spectral distribution, concept of energydensity, derivation of Planck's law, deduction of Wien’s distribution law, Rayleigh-Jeans law, Stefan- Boltzmann law and Wien’s displacement law from Planck’s law. Solar radiation, solarconstant and surface temperature of Sun.       

Phase space, probability, principle of equal A priori probability, macrostate and microstate, entropy and thermodynamic probability, fundamental postulates of statistical mechanics, kinds of ensembles, Maxwell-Boltzmann law - distribution of velocity - quantum statistics - Fermi-Dirac distribution law, electron gas, Bose-Einstein distribution law - photon gas - comparison of three statistics.       

[2]. Brij Lal, N. S. & Hemne, P. S. (2007). Heat thermodynamics and statistical physics: S. Chand & Co.

[4].Fermi, E. (1956). Thermodynamics: Courier Dover Publications.         

[5].Zemasky, M. W., & Dittman, R. (1981). Heat and thermodynamics: McGraw Hill.            

[6].Sears, F. W., & Salinger, G. L. (1988). Thermodynamics, kinetic theory & statistical thermodynamics: Narosa.     

[7].Ronald, L. R. (2003). University physics: Thomson Brooks/Cole.         

[8].Kumar, A., & Taneja, S. P. (2014). Thermal physics: S. Chand Publications. 

The experiments related to thermodynamics and statistical mechanics included in this course provides a thorough understanding of the theory and expose the students to the method of detailed analysis and inferences.

1. To determine Mechanical Equivalent of Heat, J, by Callender and Barne’s constant

flow method.

2. Measurement of Planck’s constant using black body radiation.

3. To determine Stefan’s Constant or to verify  Stefan’s law.

4. To determine the coefficient of thermal conductivity of copper by Searle’sApparatus.

5. To determine the Coefficient of Thermal Conductivity of Cu by Angstrom’sMethod.

6. To determine the coefficient of thermal conductivity of a bad conductor by Lee and

Charlton’s disc method.

7. To determine the temperature co-efficient of resistance by Platinum resistancethermometer.

8. To study the variation of thermo emf across two junctions of a thermocouple withtemperature.

9. To record and analyze the cooling temperature of an hot object as a function of time

using a thermocouple and suitable data acquisition system

10. To calibrate Resistance Temperature Device (RTD) using Null Method/Off-BalanceBridge

11. Thermal conductivity of rubber

12. Newton’s law of cooling

13. Determination of emissivity of a surface

Publishing House.

Advanced level Physics Practicals, Michael Nelson and Jon M. Ogborn, 4th

Edition, reprinted 1985, Heinemann Educational Publishers

Thermal Physics, S. Garg, R. Bansal and C. Ghosh, 1993, Tata McGraw-Hill.

A Text Book of Practical Physics, InduPrakash and Ramakrishna, 11th Edition,

2011, Kitab Mahal, New Delhi.

A Laboratory Manual of Physics for Undergraduate Classes, D.P. Khandelwal,

1985, Vani Publication.

Continuous Internal Assessment (CIA) 60%,   End Semester Examination (ESE) 40%

Sundara Kanda is the only chapter of the Ramayana in which the hero is not Rama, but rather Hanuman. The work depicts the adventures of Hanuman and his selflessness, strength, and devotion to Rama are emphasized in the text. Bhoja only wrote 5 kāṇdas (up to the Sundarakāṇda), and there is a story about this: that he was inspired to write this work the night before a battle, that as he finished the Sundarakāṇda it was time to go, and that he announced that the Yuddhakāṇda would be enacted in the battlefield against the invader, but sadly he never returned. Others have composed a Yuddhakāṇda to complete the work.

The main objective of the students is to understand the champu Kavyas based on the sam.  

The Origin and development of the Champu.

Origin and developmetn of Champu kavyas

Five Important Champus

Level of knowledge: Basic/conceptual/ Analytical

Shlokas 1 -60 Hnumantha¨s voyage to Lanka and searching for Seetha Description of city Lanka , Characters of Champu Kavya 

Prayogas and Krudantha

Translation of Given passage from English to Sanskrit 

Writing composition in sanskrit on the given topic in Sanskrit

Sundarakanda from Bhaja´s Champu Ramayana 

Chitrakalayaa: ugagamam vikaasam ca

origin and development of painting through Vedas and Puranas

Reference Books:-

1)      Sundarakanda from “Champuramayana of Bhoja  

2)      Sanskrit Grammar by M.R. Kale.

3)       History of Sanskrit literature by Dr.M.S. Shivakumaraswamy.

4)       History of Sanskrit literature by Krishnamachari.

CIA 2 mid semester examination

CIA 3 Wikipedia assignment

Araillakiyam, bakthi illakiyam, ikala illakiyamn the major allakiyams.The influence myths and puranas are delineated through the good deeds for a better lifestyle.The  Cultural Studies part will have an overview of Indian painting both traditional and modern with special reference to mythology and literature

India 2020- Abdul Kalam

1. Thirukural

2. Avvai kural

1. Thiru vasagam

2. Kambar andhadhi

Naatu pura padalgal

India 2020- Dr. Abdul Kalam

1. Common topic: Oviyam

2. Visual text : nattupuviyal

Sollu illakanam

Thirukkural-Bhoombugar pathipagam- puliyur kesigan urai, Chennai- 08

Kammbarin Ainthu noolgal- Vanathi pathupagam- Dr. R. Rajagopalachariyar,  Chennai- 18

Nathu pura illakiyam- Ki Va jaganathan- malai aruvi- Monarch achagam- chennai

India 2020- APJ Abdul kalam- puthaiyuram aandugaluku aga oru thoali nooku,  New century book house, chennai

Thirukkural-Bhoombugar pathipagam- puliyur kesigan urai, Chennai- 08

Kammbarin Ainthu noolgal- Vanathi pathupagam- Dr. R. Rajagopalachariyar,  Chennai- 18

Nathu pura illakiyam- Ki Va jaganathan- malai aruvi- Monarch achagam- chennai

India 2020- APJ Abdul kalam- puthaiyuram aandugaluku aga oru thoali nooku,  New century book house, chennai

Tamizhar nattup padagal - N Vanamamalai, New century book house, Chennai

EXAMINATION AND ASSIGNMENTS: There is a continuous evaluation both at the formal and informal levels. The language skills and the ability to evaluate a text will be assessed

This paper will have a total of 50 marks shared equally by End Semester Exam (ESE) and Continuous Internal Assessment (CIA) While the ESE is based on theory the CIA will assess the students' critical thinking, leadership qualities, language skills and creativity

This course is taught in the second year for students from different streams, namely BA, BSc and B Com. If the first year syllabus is an attempt by the Department of English, Christ University to recognize and bring together the polyphonic Indian voices in English and Indian regional literatures in translation for the Additional English students of the first year, the second year syllabus intends to take that project a little further and open up the engagement of the students to texts from across the world. The syllabus - selection of texts will concentrate on readings from South Asian, Latin American, Australian, Canadian, and Afro-American. It will voice subaltern concerns of identity, gender, race, ethnicity and problems of belongingness experienced by humanity all over the globe.

The syllabus will extend the concerns of nation and nationality and marginalization, discussed within the Indian context to a more inclusive and wider global platform. We have consciously kept out ‘mainstream’ writers and concentrated on the voices of the subalterns from across the world. There is an implicit recognition in this project that though the aspects of marginalization and the problems facing subalterns are present across cultures and nations, the experiences, expressions and reflections are specific to each race and culture. The course will address these nuances and specificities and enable our students to become more aware and sensitive to life and reality around them. This will equip the students, who are global citizens, to understand not just the Indian scenario, but also situate themselves within the wider global contexts and understand the spaces they will move into and negotiate in their future.

There is a prescribed text book Blends: Voices from Margins for the second year students, compiled by the Department of English, Christ University and intended for private circulation. 

The course objectives are

·         to introduce the students to look at different cultures through Literature

·         to help students develop an understanding of subaltern realities and identity politics

·         to inculcate literary sensibility/taste among students across disciplines

·         to improve language skills –speaking, reading, writing and listening

·         to equip the students with tools for developing lateral thinking

·         to equip students with critical reading and thinking habits

·         to enable them to grasp and appreciate the variety and abundance of subaltern writing, of which this compilation is just a glimpse 

·         to actively engage with the world as a cultural and social space (to be facilitated through proactive CIAs which help students to interact and engage with the realities they face everyday and have come across in these texts)

·         to learn and appreciate India and its place in the world through association of ideas in the texts and the external contexts

·         to reiterate the study skills and communication skills they developed in the previous year and extend it.  

Unit 1: Novella

·         Viktor Frankl: “Man’s Search for Meaning”(Excerpts)                                       

Short Story                                                                                                    

·         Anton Chekov: “The Avenger”

·         Chinua Achebe: “Marriage is a Private Affair”

·         Nadine Gordimer: “Train from Rhodesia”

·         Wakako Yamuchai: “And the Soul Shall Dance”

Poetry                                                                                                             12 hrs

·         Octavio Paz: “As One Listens to the Rain”

·         Jamaica Kincaid: “Girl”

·         Derek Walcott: “A Far Cry from Africa”    

·         Joseph Brodsky: “Freedom”

·         Alice Walker: Excerpts from “In Search of My Mother’s Gardens”

·         Hannah Arendt: “Men in Dark Times”

Dalai Lama Nobel Acceptance Speech

Viktor Frankl's "Man's Search for Meaning"

Diary of Anne Frank

Famous Nobel Lectures

CIA2: Mid-semester written exam for 50 works

CIA 3: This is to be a creative test/ project in small groups by students. They may do Collages, tableaus, skits, talk shows, documentaries, Quizzes, presentations, debates, charts or any other creative test for 20 marks. This test should allow the students to explore their creativity and engage with the real world around them and marks can be allotted to students depending on how much they are able to link the ideas and discussions in the texts to the world around them.

This course deals with the chemistry of transition elements and the fundamentals of coordination chemistry. In this course also covers studies on gaseous state, liquid state and crystallography.

Pre learning: General group trends with special reference to electronic configuration variable valency colour magnetic and catalytic properties ability to form complexes and stability of various oxidation states. 

Latimer diagrams for Mn, Fe and Cu. 

Lanthanoids: Electronic configurations, oxidation states, colour, magnetic properties, lanthanide contraction, *separation of lanthanides (ion exchange method only).

Prelearning- Werner’s theory, IUPAC system of nomenclature.

Metal- ligand bonding in complexes Valence Bond Theory (VBT): Postulates of VBT, Inner and outer orbital complexes of Cr, Fe, Co, Ni and Cu (coordination numbers 4 and 6). Drawbacks of VBT. Structural and stereoisomerism in complexes with coordination numbers 4 and 6.

Crystal field effect, octahedral symmetry. Crystal field stabilization energy (CFSE), Crystal field effects for weak and strong fields. Spectrochemical series, Weak and strong ligand fields magnetic and spectral properties of transition metal complexes, 

Tetrahedral symmetry. Factors affecting the magnitude of Dq. Comparison of CFSE for Oh and Td complexes, Tetragonal distortion of octahedral geometry. Jahn-Teller distortion, Square planar coordination. Limitations of CFT, Evidence for M-L covalent bonding (nephlauxetic effect, NMR and ESR), Introduction to MOT. 

Labile and inert octahedral complexes, chelate effect. Ligand substitution reaction reactions in octahedral and square planar compexes. Trans effect. Electron transfer and ligand transfer reactions.

Phases, components and degrees of freedom of a system, criteria of phase equilibrium. Gibbs Phase Rule and its thermodynamic derivation. Clausius –Clapeyron equation and its importance in phase equilibria. Phase diagrams of one-component systems (water system and sulphur system) and two component systems involving eutectics: KI-water system and lead-silver system-Pattinson’s process. Freezing mixtures-applications.

 Prelearning topics: Ideal solutions and Raoult’s law, nonideal solutions, vapour pressure, boiling point.

Thermodynamics of ideal solutions: deviations from Raoult’s law – non-ideal solutions. Vapour pressure-composition and temperature-composition curves of ideal and non-ideal solutions. Principle of distillation of non-ideal solutions. Lever rule. Azeotropes. Partial miscibility of liquids: Critical solution temperature; effect of impurity on partial miscibility of liquids. Immiscibility of liquids - Principle of steam distillation.

 Prelearning topics: Postulates of Kinetic Theory of Gases and derivation of the kinetic gas equation. Deviation of real gases from ideal behaviour, compressibility factor, causes of deviation. van der Waals equation of state for real gases. Boyle temperature (derivation not required).

Maxwell Boltzmann distribution laws of molecular velocities and molecular energies (graphic representation – derivation not required) and their importance. Temperature dependence of these distributions. Most probable, average and root mean square velocities (no derivation). Collision cross section, collision number, collision frequency, collision diameter and mean free path of molecules. Critical phenomena, critical constants and their calculation from van der Waals equation. Andrews isotherms of CO₂. Joule Thomson effect and inversion temperature.

Forms of solids-amorphous and crystalline. Symmetry elements, unit cells, crystal systems, Bravais lattice types and identification of lattice planes. Laws of Crystallography - Law of constancy of interfacial angles, Law of rational indices. Weiss and Miller indices. X–Ray diffraction by crystals, *Bragg’s law. Powder method, determination of Avagadro’s number from X ray diffraction. Law of systematic absences.  Structures of NaCl, KCl and CsCl (qualitative treatment only). *Imperfections in crystals.

 Elementary discussion of the liquid crystalline state: Classification, structure and applications.

[2] P. W Atkins, Physical chemistry, 8th ed., Oxford University Press, 2006. 

 [1] B. R. Puri and L.R Sharma. Advanced Inorganic Chemistry. Delhi: Shoban Lal Nagin Chand and Sons, 2004.

[2] J. D Lee. A  New Concise Inorganic Chemistry. 5^th ed. London: Chapman & Hall, Wiley Indian Pvt ltd 2008.

[3] B.R. Puri, L.R. Sharma, M.S. Pathania, Principles of Physical Chemistry Vishal Publications, 2012.

[4] G. M. Barrow Physical chemistry, 5^th ed., Tata-Mc Graw Hill, 2006.

[5] Glasstone Samuel,Textbook of Physical Chemistry, 2^nd ed. Mcmillan, 2007.

[6] F. Daniels and F.A Alberty. Physical Chemistry. 4^th ed. Wiley, 1996.

[7] G.E. Rodgers, Inorganic & Solid State Chemistry, Cengage Learning India Ltd., 2008.

[8] F. A. Cotton, G. Wilkinson and P. L. Gaus, Basic Inorganic Chemistry, 3rd edn., John Wiley.

[9] Satya Prakash, Advanced Inorganic Chemistry, Volume 1, 5th Edition, S. Chand and Sons, New Delhi, 2012.

[10] R. Gopalan, Inorganic Chemistry for Undergraduates, Universities Press, Hyderabad, 2009.

Principles of physical chemistry studied by the students in the theory classes get reinforced. This course introduces the students to various experiments on electrochemistry, ionic equilibria and thermometry. It emphasizes the importance of organized and systematic approach in carrying out experiments.

1.       Chemical Kinetics

               Study the kinetics of the following reactions.

 a) Initial rate method: Iodide-persulphate reaction

b) Integrated rate method:

   Acid hydrolysis of methyl acetate with hydrochloric acid.

c) Saponification of ethyl acetate.

2. Distribution Study of the equilibrium of one of the following reactions by the distribution method:

a)        Benzoic acid between toluene and water

b)       Cu²⁺⁽aq) + xNH₂(aq) ------- [Cu(NH₃)x]²⁺

3. Phase equilibria

a) Construction of the phase diagram of a binary system (simple eutectic) using cooling curves.

b) Study of the variation of mutual solubility temperature with concentration for the phenol water system and determination of the critical solubility temperature.

c) Determination of the critical solution temperature and composition of the phenol water system and Study of the effect of impurities on critical solution temperature and composition of the phenol water

4. Determination of dissolved CO₂ in water samples.

5. Determination of dissolved oxygen in water.

^$ 6. Determination of Chemical Oxygen Demand (COD)

^$ 7. Determination of Biological Oxygen Demand (BOD)

8.   Determination of Percentage of available chlorine in bleaching powder.

This syllabus is meant to cater to all the three streams- B.A., B.Sc.and B.Com therefore the selection of units, has been done keeping in mind the general needs of students from these different backgrounds. Topics of universal concern, appeal and relevance have been included to sustain the interests of all students.

The selection of topics also progresses in complexity with each semester, enabling the students to gradually progress into more serious and sustained patterns of reading and become increasingly perceptive and conscious of their own selves and the world they see around them.In a nutshell we aim to bring out a text that will empower the holistic development of every student. 

In addition, the selection of topicsis also heavily based on skill sets identified to be taught. Topics are carefully chosen to integrate appropriate language and communication skills among students. The specific focus of these two semesters is to build employability skills among them and to this effect, we have career advancement skills and employability skills based units. The learners will be exposed to various skill sets required to be able to handle various requirements both in their academic and workplaces.

Course Objectives:   

·       To enable learners to develop reading comprehension for various purposes

·       To enable learners to develop writing skills for academic and professional needs

·       To enable learners to develop the ability to think critically and express logically

·       To enable learner to communicate in a socially and ethically acceptable manner

·       To enable learners, to read, write and speak with clarity, precision and accuracy

Self-awareness

Stress management

Assertive skills

Critical thinking

Creative problem solving and decision making

 Appreciative inquiry

 Conflict resolution

Professional ethics and etiquette (cell phone etiquette)

Organisation skills

Research and information management

Teamwork

Leadership skills 

Workplace ethics- culture, values and gender (netiquette)job search skill, mindfulness, goal setting, self-awareness

Interview skills

Professional etiquette

Elevator pitch

Teleconference

Video conference

Conference calls

Negotiation

Networking 

Writing for advertisement

Developing web content

Infographics

Emails 

Making notes in meetings

Minutes

Newspaper writing

Press release

Blog writing

Tender

Memo

Brochure

User manual

CIA 1: Classroom assignment/test/ written or oral tasks for 20 marks keeping in tune with the course objectives and learning outcomes.

CIA 2: Mid-semester for 50 marks.

CIA 3: Collage, tableaus, skits, talk shows, documentaries, Quizzes or any creative assignments.

End- semester 50 marks 

End Semester Exam: 2 hrs

French as a second language in the UG program. The method Génération A2 consists of a student's book and an activity book, both included in the digital manual. It consists of 6 units preceded by an initial section of 'Welcome'. Continuing from where A1 left, it aims to enhance learning skills further. The structure of each unit marks a real learning journey into different aspects of the French language and culture.

Course Objectives

·       To develop linguistic competencies and sharpen oral and written communicative skills further

·       To enhance awareness of different aspects of francophone civilization.

·       To enrich the learner’s vocabulary

·       To enable learners to engage in and discuss simple topics with ease

Lesson 1: Let’s do the housework!

Lexicon – Lodging, the house, rooms

Grammar – The progressive present tense , possessive pronouns, negative form

Speech act – Protesting and reacting

 Lesson 2: About lodging

Lexicon – Furniture and equipment, household tasks

Grammar – Some adjectives and indefinite pronouns, verbs ‘to read, to break up

                   and to complain’

Speech act – Expressing interest and indifference

Molière’ s L’Avare – Français facile -Act III Sc 8 onwards

Lesson 1: All in form!

Lexicon – The human body: exterior / interior, sickness and medicines

Grammar – Simple past tense and imperfect, recent past, expression of duration

Speech act – Narrating in the past tense

Lesson 2: Accidents and catastrophes

Lexicon – Accidents, natural catastrophes

Grammar – Adjectives and indefinite pronouns: nothing, no one, verbs ‘to say,  to run, to die’

Speech act – Expressing fear and reassuring

Molière’ s L’Avare – Français facile -Act IV

Lesson 1: Studying abroad, Happy journey

Lexicon – The educational system, formalities to go abroad

Grammar – Demonstrative pronouns, simple future tense, situating in time

Speech act – Expressing one’s opinion,

 Lesson 2: The weather

Lexicon – The weather

Grammar –Me too, not me, impersonal verbs, verbs ‘ to believe, to follow and to rain’

Speech act – Speaking about the weather, speaking about the future

Molière’ s  L’Avare – Français facile -Act V

2.     Molière, L’Avare – Français facile

Course Description:

The detailed text-book "Ashad ka ek din” is a drama by Mohan Rakeshi, one of the eminent writers of modern Hindi Literature. Hindi journalismis is one of the major unit of this semester. Phrases, idioms, technical and scientific terminology are included in this semester to improve the literary skills.

Course Objectives:

Through the prescribed play and the theatre performance, students can go through the process of experiential learning. Study of Mass media enables them to get practical training. Phrases, idioms, technical and scientific terminology sharpen the language skills of the students.  

Madhavi (Play) ByBhishma Sahni. Rajpal and Sons, New Delhi - 110006 

Level of knowledge: Analitical

•  Report writing,
• Media Interview                                                                    
•  Hindi Journalism 
• Electronic media and Hindi,
• Print media                                    

Level of knowledge: Conceptual

1. 50 Nos. Phrases and Idioms for writing the meaning and sentence formation.  

2. 100 Nos. (Hindi equivalent)

Level of knowledge: Basic

1. "Ashad ka ek din ” is a drama by Bhisma Sahni. Rajpal and Sons, New Delhi - 110006

2. Hindi PatrakaritakaIthihas:By Jagadeesh Prasad Chaturvedi

3. HindiPatrakaritaSwaroopEvamSandarbh:                          By Vinod Godare

4. Media Interview:                     By Philip Bell,Theovanleeuwen.

CIA-2(Mid sem exam)

CIA-3((Wikipedia-Article creation)

End sem exam

The course introduces the rich Kannada language and helps students to read and write the Regional language effectively. The prescribed text ‘Kalagnani Kanaka’ (Kanaka, the visionary) is all about 15^th century poet, saint and philosopher of the Haridasa Bhakti tradition. “Kanaka’s writings touch on all aspects of truth and social reality’ said K.R. Nagaraj, literary critic and the author of the Kalagnani Kanaka play. “Kanaka’s poetry is dense with rhyme, rhythm, meter and rich descriptions. He upholds social justice while addressing the issues of the time-caste and class differentiation and gender oppression, for example. Contrary to popular belief, he never confined himself to any one philosophical tradition- Advaita, Dwaita or Vishistadwaitha” ‘Kannadada Moovattu Kathegalu’ is another prescribed text. Through this text the students are exposed to the writings of Koradkal Sreenivasa Rao, K. P. Poornachandra Tejaswi, Masti Venkatesha Iyengar, G. P. Basavaraj and others. Short stories help students in harnessing creative writing skills.

Act- 1

Act- 2 

Act- 3 

Act- 4 

Act- 5

Act- 6

1.      Dhaniyara Sathyanarayana-Koradkal Sreenivasa Rao

2.      Thabarana Kate- K. P. Poornachandra Tejaswi

3.      Gowthami Helida Kathe- Masti Venkatesha Iyengar

4.      Raja mattu Hakki- G. P. Basavaraj

Essay Writing/ Letter Writing/ Dialogue writing 

2.      Kannada Rangabhoomi; L.S. Shesshagiri Rao

3.      Kannada Sanna Kathegala Olavu- Giradi Govinda Raju

4.      Tabarana Kathe- Kannada Screen play by Girish Kasaravalli

2.      Kannada Rangabhoomi; L.S. Shesshagiri Rao

3.      Kannada Sanna Kathegala Olavu- Giradi Govinda Raju

4.      Tabarana Kathe- Kannada Screen play by Girish Kasaravalli

CiA-2 Mid Semester Exams- 50 marks

CIA-3 Wikipedia Article writing- 20 marks

End Semester Exams- 50 marks

Course description : This course aims at developing the ability to write the mathematical proofs.  It helps the students to understand and appreciate the beauty of the abstract nature of mathematics and also to develop a solid foundation of theoretical mathematics.

Course objectives : This course will help the learner to

COBJ1. Understand the fundamentals of groups and its theories.

COBJ2. Relate abstract algebraic constructs to more familiar sets and operators

COBJ3. Know about the subgroups and group homomorphisms

COBJ4. Get familiar with the theories on rings, integral domains and fields.

Definition and examples of groups, examples of abelian and non-abelian groups, the group Z_n of integers under addition modulo n and the group U(n) of units under multiplication modulo n, complex roots of unity, groups of symmetries: Equilateral triangle.

Subgroups, the concept of a subgroup generated by a subset and the commutator subgroup of group, examples of subgroups including the center of a group. order of an element, cyclic subgroups, Cosets, Index of subgroup, Lagrange’s theorem, consequences of Lagrange’s theorem, Normal subgroups: their definition, examples, and characterizations, Quotient groups, permutation groups and Symmetric groups – Homomorphism of groups – Kernel of group homomorphisms and theorems thereon – Fundamental theorem of homomorphism of group.

Definition and examples of rings, examples of commutative and non-commutative rings: rings from number systems, Zn the ring of integers modulo n, ring of real quaternions, rings of matrices, polynomial rings, and rings of continuous functions. Subrings and ideals, Integral domains and fields, examples of fields: Zp, Q, R, and C. Field of rational functions.

Course description: The course Python programming for mathematical modelling is aimed at enabling the students study the implementation of Python programming for solving some real world problems. It is designed with a learner-centric approach wherein the students will acquire mastery in the modelling and simulation by using Python programming language as a tool.

Course objectives: This course will help the learner to

COBJ1. Acquire proficiency in using Python to present data grapically

COBJ2. Solving differential equations analytically and numerically using Python.

COBJ3. Acquire skills to solve various Mathematical models- exponential growth, Logistic growth, simple pendulum and spreading of disease.

1. Plots -2D and 3D, graph customization.
2. Solving calculus problems: functions, limits, continuity, and derivatives.
3. Application of derivatives: cost function, revenue function, marginal cost, marginal revenue.
4. Differential equations in sympy.
5. Solution of initial value problems.
6. Mathematical models using linear differential equations interest rate- Population growth.
7. Python program for data management (Library, Bank, Billings).
8. Case Study.

This course on waves and optics enables the students to understand the fundamentals of simple harmonic motion and wave motion, theoretical explanation of the phenomenon of interference, diffraction and polarization.

Simple harmonic motion (SHM):Characteristics of SHM, Forced vibrations and resonance - Fourier’s theorem- Application to saw tooth wave and square wave.

Superposition of harmonic oscillations: Linearity and SuperpositionPrinciple. Oscillations with equal frequencies and different frequencies (Beats), Graphical andAnalytical Methods. Lissajous Figures with equal an unequal frequency and their uses.

Wave Motion:Transverse waves on a string. Travelling and standing waveson a string. Normal Modes of a string. Group velocity, Phase velocity, Plane waves, Spherical waves, Wave intensity.                                                                                                      

Sound: General equation of wave motion, velocity, acceleration of a particle.  Velocity of plane longitudinal waves in a solid medium, Kundt’s tube, velocity measurement and frequency measurement (stroboscopic method).

Electromagnetic nature of light. Definition and Properties of wave front.Huygens Principle. Interference: Division of amplitude and division of wavefront. Young’sDouble Slit experiment. Lloyd’s Mirror and Fresnel’s Biprism. Phase change on reflection: Stokes’ treatment. Interference in Thin Films: parallel and wedge-shaped films. Fringes of equal inclination (Haidinger Fringes); Fringes of equal thickness (Fizeau Fringes). Newton’s Rings: measurement of wavelength and refractive index. Michelson’s Interferometer:Idea of form of fringes (no theory needed), Determinationof wavelength, Wavelength difference, Refractive index and Visibility of fringes.

Fresnel diffraction:  Division of wave front into half-life period. Fresnel half period zones – theory of rectilinear propagation, zone plates – preparation and working as a lens- expression for focal length – comparison with lens – diffraction at a straight-edge – theory.

Fraunhofer diffraction:  Single slit – theory – many slits grating – theory of normal and oblique incidence – dispersive power – resolution – Rayleigh’s criterion – expression for resolving power of grating and telescope   -  resolving power of eye.

Review of plane polarized light and methods of production by double refraction – Brewster’s law, Malus law - Huygen’s explanation of double refraction- retarding plates – theory of quarter-wave plate and half-wave plates. Production and detection of circularly, elliptically and linearly polarized light with necessary theory- optical activity – polarimeter – working of Laurent’s half-shade polarimeter–Fresnel’s explanation of optical activity.

[1]. Subramanyam, N., & Brijlal. (1983). Optics, New Delhi: S. Chand & Company. 

[2]. Subramanyam, N., & Brijlal. (1985). Textbook of sound, New Delhi: S Chand & Company 

[3]. Jenkins, F. A., & White, H. E. (1976). Fundamentals of optics: McGraw-Hill.

[4]. Sears, F. W., Zemansky, M. W. & Young, H. D. (1986). University physics (13th ed.): Addison-Wesley.

[5]. Ghatak, A. K., & Thyagarajan, K. (1989). Optical electronics: Cambridge University Press.

[6]. Gulati, H. R., & Khanna, D. R. (1991). Fundamentals of optics: S Chand Publication.

[7]. Mathur, B. K. (1995). Principles of optics: Gopal Printing.

[8]. Ghosh, M. (2006). Text book on oscillations, waves and acoustics, New Delhi: S Chand & Company.