Curriculum for 1st Year (Chemical / Petroleum Engineering)

1st SEMESTER# | Course Code | Name | L | T | P | Credit |

1 | Engineering Mathematics – I | 3 | 1 | 0 | 4 | |

2 | Physical Chemistry | 3 | 1 | 0 | 4 | |

3 | Engineering Mechanics | 3 | 1 | 0 | 4 | |

4 | Programming and Data Structure | 3 | 1 | 3 | 6 | |

5 | Earth Energy and Environment | 2 | 0 | 0 | 2 | |

6 | English for communication | 1 | 0 | 2 | 2 | |

7 | Engineering Drg. & Computer Graphics | 1 | 0 | 3 | 3 | |

8 | EAA – 1 | |||||

9 | Total | 16 | 4 | 8 | 28 |

# | Course Code | Name | L | T | P | Credit |

1 | Engineering Mathematics – II | 3 | 1 | 0 | 4 | |

2 | Strength of Materials | 3 | 1 | 0 | 4 | |

3 | Polymers & Surfactants | 3 | 0 | 0 | 3 | |

4 | Fundamentals of Electrical Systems | 3 | 1 | 0 | 4 | |

5 | Fundamentals of Biological Systems | 2 | 0 | 0 | 2 | |

6 | Intro to Chem / Petroleum Engineering | 2 | 0 | 0 | 2 | |

7 | Physical Chemistry Lab | 0 | 0 | 3 | 2 | |

8 | Organic Chemistry Lab | 0 | 0 | 3 | 2 | |

9 | Electrical Systems Lab | 0 | 0 | 3 | 2 | |

10 | EAA – 2 | |||||

11 | Total | 16 | 3 | 9 | 25 |

Syllabus: Chemical Engineering (B Tech) & Petroleum Engineering (B Tech) (Ist and 2nd Semester Courses)

Origin of petroleum; Flow of petroleum through rock; Reservoir rock properties – Permeability and porosity; Exploration techniques; Composition of oil, gas, and water; Elementary concepts of Reservoir modelling techniques, Drilling & Well completion, Pumping System & Artificial Lift, Waterflooding, Enhanced Oil Recovery, Transportation of crude oil and natural gas, Application of the products, derived from petroleum, Unconventional Reserve, Offshore and subsea completions; Challenges and broader economic and environmental impacts; Major international hydrocarbon reserves; Petroleum Economics and drivers in global scale; Sustainable development through objective review of options in the Energy Basket.

**Reference:** Petroleum Engineering Handbook (Vol. 1 through VIII). Editor in Chief: Larry W. Lake, Society of Petroleum Engineers.

- What is chemical engineering, impact of chemical engineering and chemical engineering discipline.
- The chemical engineering today, grand challenges for chemical engineering at 21st century.
- Chemical processing- Definition and its role.

- Chemical engineering, Energy balance, Material balances
- Fluid flow
- Mass Transfer/ Heat Transfer
- Reaction Engineering
- Process control
- Thermodynamics

- Modern Chemical Engineering Process Plants

- Manufacture of a drug

- Diversity in the field of application for a chemical engineer

Chemical Engineering An Introduction, Morton Denn, Cambridge University Press, 2012

The aim of this foundational course is to help the second language learners acquire fluency in both spoken and written English to communicate messages with clarity, precision and confidence in the workplace. The course will have three components: Language, Speaking and Writing. The skills required in these areas will be imparted through Lectures and Sessionals. While lectures will introduce learners to the basic concepts in communication, sessionals will provide handson experience. It is hoped that after commanding the skills required in spoken and written English, learners will be able to communicate better.

** Section A (lecture topics)**

Introduction to communication, Language and grammar skills, speaking skills, writing skills

**Section B (Sessionals)**

Building Vocabulary, Building sentences, Grammar, Pronunciation drills, Phonetics, vowels, Diphthongs, consonants, Stress, Rhythm and intonation, Conversational skills, Meta Language, the writing process, Writing with a thesis, Writing topic sentences, Writing a paragraph, linking paragraph.

**Reference:** Technical Communication: English Skills for Engineers by Meenakshi Raman and Sangeeta Sharma (OUP India)

Introduction to communication, Language and grammar skills, speaking skills, writing skills

Building Vocabulary, Building sentences, Grammar, Pronunciation drills, Phonetics, vowels, Diphthongs, consonants, Stress, Rhythm and intonation, Conversational skills, Meta Language, the writing process, Writing with a thesis, Writing topic sentences, Writing a paragraph, linking paragraph.

Sources of energy; General structure of electrical power systems, Power transmission and distribution via overhead lines and underground cables, Steam, Hydel, Gas and Nuclear power generation.

DC Networks: Kirchoff’s laws, node voltage and mesh current methods, Delta-star and stardelta conversion, Superposition principle, Thevenin’s and Norton’s theorems. Single phase AC Circuits: Single phase EMF generation, average and effective values of sinusoids, solution of R,L,C series circuits, the j operator, complex representation of impedances, phasor diagram, power factor, power in complex notation, solution of parallel and series – parallel circuits. Introduction to Three phase AC Circuits, Transformers, Induction Motor. Electrical Measuring Instruments.

Electronic system as a conglomeration of several subsystems, such as transducer, amplifier, filter, oscillator, data converter, display device, power supply etc., examples of typical electronic systems (mobile phone, portable CD player etc.), basic concept of signal, noise, etc. Semiconductor devices: Diode, BJT, MOSFET. Amplifiers: Functionality, specifications, various applications and typical circuits. Filters: Low pass, high pass, band pass and band stop filters, single and higher order passive filter topologies (RC and LC), specifications (cutoff frequency, roll off, etc.), Feedback. Operational amplifier. Power electronics. Digital electronics: Review of Boolean algebra and signed number representation schemes in binary, implementation of Boolean functions using various logic gates, concept of combinatorial and sequential circuits, registers and counters from functional viewpoint, concept of programmable processors and microcontrollers. Introduction to analog-to-digital and digital-to-analog data converters,

Electronic Devices And Circuits; An Introduction by Allen Mottershead (Goodyear Publishing)

A Textbook of Electrical Technology

DC Networks: Kirchoff’s laws, node voltage and mesh current methods, Delta-star and stardelta conversion, Superposition principle, Thevenin’s and Norton’s theorems. Single phase AC Circuits: Single phase EMF generation, average and effective values of sinusoids, solution of R,L,C series circuits, the j operator, complex representation of impedances, phasor diagram, power factor, power in complex notation, solution of parallel and series – parallel circuits. Introduction to Three phase AC Circuits, Transformers, Induction Motor. Electrical Measuring Instruments.

Electronic system as a conglomeration of several subsystems, such as transducer, amplifier, filter, oscillator, data converter, display device, power supply etc., examples of typical electronic systems (mobile phone, portable CD player etc.), basic concept of signal, noise, etc. Semiconductor devices: Diode, BJT, MOSFET. Amplifiers: Functionality, specifications, various applications and typical circuits. Filters: Low pass, high pass, band pass and band stop filters, single and higher order passive filter topologies (RC and LC), specifications (cutoff frequency, roll off, etc.), Feedback. Operational amplifier. Power electronics. Digital electronics: Review of Boolean algebra and signed number representation schemes in binary, implementation of Boolean functions using various logic gates, concept of combinatorial and sequential circuits, registers and counters from functional viewpoint, concept of programmable processors and microcontrollers. Introduction to analog-to-digital and digital-to-analog data converters,

Electronic Devices And Circuits; An Introduction by Allen Mottershead (Goodyear Publishing)

A Textbook of Electrical Technology

Differential Calculus (Functions of one Variable): Rolle’s theorem, Cauchy’s mean value theorem (Lagrange s mean value theorem as a special case), Taylor’s and Maclaurin’s theorems with remainders, indeterminate forms, concavity and convexity of a curve, points of inflexion, asymptotes and curvature. Differential Calculus (Functions of several variables): Limit, continuity and differentiability of functions of several variables, partial derivatives and their geometrical interpretation, differentials, derivatives of composite and implicit functions, derivatives of higher order and their commutativity, Euler s theorem on homogeneous functions, harmonic functions, Taylor s expansion of functions of several variables, maxima and minima of functions of several variables - Lagrange s method of multipliers. Ordinary Differential Equations: First order differential equations - exact, linear and Bernoulli s form, second order differential equations with constant coefficients, method of variation of parameters, general linear differential equations with constant coefficients, Euler s equations, system of differential equations. Sequences and Series: Sequences and their limits, convergence of series, comparison test, Ratio test, Root test, Absolute and conditional convergence, alternating series, Power series. Complex Variables: Limit, continuity, differentiability and analyticity of functions, Cauchy-Riemann equations, line integrals in complex plane, Cauchy’s integral theorem, independence of path, existence of indefinite integral, Cauchy s integral formula, derivatives of analytic functions, Taylor s series, Laurent s series, Zeros and singularities, Residue theorem, evaluation of real integrals.

**Reference:** Advanced Engineering Mathematics by Kreyszig.

Linear Algebra: Algebra of matrices. Vector spaces - linear dependence of vectors, basis, linear transformations, rank and inverse of a matrix, solution of algebraic equations - consistency conditions, Hermitian, skew Hermitian and unitary matrices, bilinear forms, eigenvalues and eigenvectors. Numerical solution of system of linear equations â Gauss, Gauss-Jordan elimination and Gauss-Seidel iteration methods. Integral Calculus: Fundamental theorem of integral calculus, mean value theorems, evaluation of definite integrals - reduction formulae. Convergence of improper integrals, tests of convergence, Beta and Gamma functions – elementary properties. Differentiation under integral sign, differentiation of integrals with variable limits - Leibnitz rule. Rectification, double and triple integrals, computations of area, surfaces and volumes, change of variables in double integrals - Jacobians of transformations, integrals dependent on parameters - applications. Vector Calculus: Scalar and vector fields, level surfaces, directional derivative, Gradient, Curl, Divergence, Laplacian, line and surface integrals, theorems of Green, Gauss and Stokes, line integrals independent of path.

Numerical Analysis: Finite differences, Newtons forward and backward interpolation formulae, central difference interpolation formulae. Trapezoidal and Simpsons 1/3rd rules for numerical integration. Solution of polynomial and transcendental equations - bisection, Newton-Raphson and regula-falsi methods.

**Reference:** Advanced Engineering Mathematics by Kreyszig.

Numerical Analysis: Finite differences, Newtons forward and backward interpolation formulae, central difference interpolation formulae. Trapezoidal and Simpsons 1/3rd rules for numerical integration. Solution of polynomial and transcendental equations - bisection, Newton-Raphson and regula-falsi methods.

Introduction to digital computers; introduction to programming variables, assignments; expressions; input/output; conditionals and branching; iteration; functions; recursion; arrays; introduction to pointers; character strings; time and space requirements; searching and sorting; structures; introduction to data-procedure encapsulation; dynamic allocation; linked structures; introduction to data structures â stacks and queues. (A programming language like C/C++ may be used as a basis language. The same language must be used for the laboratory).

**Programming & Data Structure LAB:**

The topics taught in the theory course to be appropriately sequenced for synchronization with the laboratory. A sample sequence of topics and lab classes are given below:

**Reference:** Introduction to Algorithms by Thomas H. Cormen, Charles E. Leiserson, Ronald L. Rivest, and Clifford Stein (MIT Press)

The topics taught in the theory course to be appropriately sequenced for synchronization with the laboratory. A sample sequence of topics and lab classes are given below:

- Familiarization of a computer and the environment and execution of sampleprograms
- Expression evaluation
- Conditionals and branching
- Iteration
- Functions
- Recursion
- Arrays
- Structures
- Linked lists
- Data structures

Thermodynamics of Chemical Processes: Concept of entropy, Chemical potential, Equilibrium conditions for closed systems, Phase and reaction equilibria, Maxwell relations, Real gas and real solution. Electrochemical Systems: Electrochemical cells and EMF, Applications of EMF measurements: Thermodynamic data, activity coefficients, solubility product and pH, corrosion.

Kinetics of Chemical Reactions: Reversible, consecutive and parallel reactions, Steady state approximation, Chain reactions, Photochemical kinetics. Bonding Models in Inorganic Chemistry: Molecular orbital theory, Valence-bond theory, Crystal field theory. Fundamentals of Microwave, IR and UV-VIS Spectroscopy: Basic concepts of spectroscopy, Selection rule, Determination of molecular structure.

**Reference:** Physical Chemistry by G.W. Castellan (Addison Wesley Publishing Company)

Kinetics of Chemical Reactions: Reversible, consecutive and parallel reactions, Steady state approximation, Chain reactions, Photochemical kinetics. Bonding Models in Inorganic Chemistry: Molecular orbital theory, Valence-bond theory, Crystal field theory. Fundamentals of Microwave, IR and UV-VIS Spectroscopy: Basic concepts of spectroscopy, Selection rule, Determination of molecular structure.

Force systems: Moment of a force about a point and about an axis; couple moment; reduction of a force system to a force and a couple. Equilibrium: Free body diagram; equations of equilibrium; problems in two and three dimensions; plane frames and trusses. Friction: Laws of Coulomb friction, problems involving large and small contact surfaces; square threaded screws; belt friction; rolling resistance. Kinematics and Kinetics of particles: Particle dynamics in rectangular coordinates cylindrical coordinates and in terms of path variables; central force motion. Properties of areas: Moments of inertia and product of inertia of areas, polar moment of inertia, principal axes and principal moments of inertia.

**Reference:** Engineering Mechanics Statics and Dynamics by Irving H Shames.

Concept of stress and strain : Normal stress, shear stress, state of stress at a point, ultimate strength, allowable stress, factor of safety; normal strain, shear strain, Hooke’s law, Poisson’s ratio, generalized Hooke’s law; analysis of axially loaded members. Torsion : Torsion of cylindrical bars, torsional stress, modulus of rigidity and deformation. Flexural loading : Shear and moment in beams; load, shear and moment relationship; shear and moment diagrams; flexure formula; shear stress in beams; differential equation of the elastic curve, deflection of beams. Transformation of stress and strain: Transformation of stress and strain, principal stresses, principal strains, Mohr’s circle for stress and strain. Combined loading: Axial and torsional; axial and bending; axial, torsional and bending. Buckling of slender columns, Euler bucking load for different end conditions.

**Reference:** Elements of Strength of Material by Timoshenko and Young (East West Press)

Understanding interconnection in earth energy and environment systems uses the principles of Geology, Biology, Engineering and Socioeconomic dynamics- Understanding of the global changes in different time scales specially emphasising on technology and socio-political approaches applied to earth, oceans, water, energy, food and population will also be addressed. The following are the components:

**Reference:** Environmental Studies: From Crisis to Cure, R. Rajagopalan, OUP India, 3rd Edition.

- Anthropogenic and natural changes in the atmosphere, ocean and terrestrial and freshwater ecosystem.
- Green house gases and climate change deforestation, species extinction, human population growth and resource usage.
- Understanding human-environment interaction with a focus on culture, history, economics, policy and the role of the state.
**Case studies:**Environmental degradation, loss of biodiversity, and resource sustainability, complex environmental problems caused by human activities in interaction with natural changes in the earth system.

To provide an overview of polymers with an emphasis of solution polymers, surfactants and its behaviour in aqueous solution, and, the properties of polymer-surfactant solutions which can be used for different industrial applications including the oil and gas industry.

**Unit I**

**Unit II**

**Unit III**

**Text Book**

Surfactants and Polymers in Aqueous solution: Krister Holmberg, Bo Jönsson, Bengt Kronberg, Björn Lindman, 2nd edition, Wiley, 2002

**References**

- Basics of Polymer: definition, classification, important characterizing properties
- Solution polymer, Surface active polymer
- Types of Organic reactions Reactive intermediates, Nucleophilic substitutions
- Concept of resonance and Aromaticity, anti aromaticity and Aromatic substitution
- Elimination reactions, Addition reactions, Oxidation- Reductions reactions

- Basics of Surfactants: Self assembly and association, phase behaviour and structure
- Rheological behaviour, surface chemistry
- Types of surfactants, Mixed surfactant system

- Basics of Polymer-surfactant systems: general aspects, associating polymers, phase behaviour
- Surface chemistry, rheological behaviour
- Surfactants and polymers containing oxyethylene groups
- Polymer surfactant systems for different industrial applications

Surfactants and Polymers in Aqueous solution: Krister Holmberg, Bo Jönsson, Bengt Kronberg, Björn Lindman, 2nd edition, Wiley, 2002

- Surface Chemistry of Surfactants and Polymers: Bengt Kronberg, Krister Holmberg, Bjorn Lindman , Wiley, 2014
- Chemistry and Technology of Surfactants: Richard J. Farn (Editor) , Wiley-Blackwell, 200
- Handbook of Industrial Water Soluble Polymers: Peter A. Williams (Editor), Wiley-Blackwell, 2007

Introduction to IS code of drawing; Conics and Engineering Curves – ellipse, parabola, hyperbola, cycloid, trochoid, involute; Projection of lines – traces, true length; Projection of planes and solids; sold objects – cube, prism, pyramid, cylinder, cone and sphere; Projection on Auxiliary planes; Isometric projection, isometric scale; Section of solids – true shape of section; Introduction to CAD tools – basics; Introduction of Development and Intersection of surfaces.

- To measure the armature and field resistance of a DC machine.
- To calibrate a test (moving iron) ammeter and a (dynamometer) Wattmeter with respect to standard (DC PMMC) ammeter and voltmeters.
- Verification of circuit theorems – Thevenin’s and superposition theorems (with DC sources only).
- Measurement of current, voltage and power in R-L-C series circuit exited by single phase) AC supply.
- Open circuit and short circuit tests on a single phase transformer.
- Connection and starting of a three phase induction motor using direct on line (DOL) or star – delta starter.
- Connection and measurement of power consumption of a fluorescent lamp and voltage – current characteristics of incandescent lamps.
- Determination of open circuit characteristics (OCC) or a DC generator.
- Two wattmeter method of measuring power in three phase circuit (resistive load only).
- Familiarization with electronic components and usage of multimeter
- Familiarization with oscilloscope, signal generator and further usage of multimeters
- Frequency-response and square-wave testing of R-C, C-R and R-L networks
- Voltage Rectifiers
- Studies on Common-Emitter amplifiers
- Studies on analog circuits using OP-AMP
- Studies on logic gates

- Measurement of surface tension, CMC of a surfactant
- Measurement of the coefficient of viscosity for water and polymer
- Conductometric titration
- pH-metric/potentiometric titration
- Solubility product
- Kinetics of ester hydrolysis
- Estimation of Fe2+
- EDTA titration

- Identification of organic compounds from a binary mixture by qualitative analysis.
- Estimation of glucose/cane sugar. Estimation of base content and acid content of commercially available antacid and vitamin C respectively
- Determination of solubility of solid sample in different solvent
- Recrystallazion of solid compound from a solution
- Esterification reaction
- Extraction
- Chromatographic separation
- Quantitative analysis of organic compound
- Determination of melting point