STREAMS

CE=CIVIL ENGINEERING, CECA=CIVIL ENGINEERING WITH COMPUTER APPLICATION, ME=MECHANICAL ENGINEERING, AMIA=ADVANCED MECHATRONICS AND INDUSTRIAL AUTOMATION, EE=ELECTRICAL ENGINEERING, ECS=ELECTRICAL & COMPUTER ENGINEERING, CSE=COMPUTER SCIENCE & ENGINEERING, ECE=ELECTRONICS & COMMUNICATION ENGINEERING

STUDENTS WITH STATUS – “SELECTED” FOR SPECIFIED BRANCHES MUST COMPLETE THEIR ADMISSION WITHIN 11TH AUGUST, 2022 (5:00 P.M) WITH FULL PAYMENT OF FEES.

SEARCH BY YOUR NAME TO KNOW YOUR STATUS

THE FOLLOWING MENTIONED TCEALET WAIT-LISTED CANDIDATES ARE CALLED FOR COUNSELLING IN B.TECH LATERAL ENTRY ON 12TH AUGUST AT 10:00 A.M @ TCEA CAMPUS:

INSTRUCTIONS FOR TCEALET 2022 WAITLISTED CANDIDATES:

1. Wait-listed Candidates are called for admission to B.Tech Lateral Entry in the ratio of 1:2 depending on the number of available seats in the respective branch.

2. Wait-listed candidates who are invited to counseling must report to the TCEA campus at 10:00 a.m. on August 12, 2022, with original copies of the following documents.

3. i) Madhyamik Mark sheet ii) Diploma Mark sheets from 1^st to 5^th Semester iii) TCEALET Admit Card iv) Madhyamik Admit/Birth Certificate v) PRTC vi) ADHAAR Card  vii) Caste Certificate (if applicable)

4. Candidates will be admitted through a counseling process based on the weightage of marks listed below.

   Type of Marks	TCEALET 2022	Average percentage of marks in Diploma up to 5th Semester	Marks obtained in Madhyamik
   % of Weightage	50%	30%	20%

5. Counseling will not be provided if they fail to appear for counseling on the above-mentioned date and time for any reason. The position will be filled by the next best candidate on the waiting list.

6. Waiting list Candidates chosen through the counseling process will be required to pay the full requisite fee for admission on the spot, so all candidates are advised to be prepared for this.

7. Mere selection for the waitlist for counseling does not guarantee admission. After verification of original certificates/documents, admission will be given only if they fulfill all the eligibility criteria and pay relevant fee. Their selection stands cancelled in case they fail to produce the original certificates mentioned below at the time of verification or fail to pay the relevant fee.

The last date for registration is 03/08/2022

TECHNO COLLEGE OF ENGINEERING LATERAL ENTRY (TCEALET) SYLLABUS

E L E C T R I C A L     T E C H N O L O G Y

Kirchoff’s Law:  Kirchoff’s voltage and current laws, Star-delta transformations – Simple problems on all topics.

C. Fundamentals: Concept & significance of R.M.S. value, peak value, average value, crest factor and form factor of sinusoidal voltage/current – Equation of instantaneous value of sinusoidal voltage/current – Simple problems on all. A. C. Series Circuit R-L & R-C

 A.C. series : circuit (no deduction, only the expressions of voltage, current & power for sinusoidal sources), power factor, power triangle – simple problems.

Storage Cell, Transformer, Motors etc. Basic Principle of: Storage cell, D.C. motors, Transformer, A.C. generators & motors (No deduction & problems).

Magnetic Circuit: Concept on magnetic circuit, Definitions and units of magnetic flux, m.m.t. and reluctance, analogy with electrical circuit, simple problems

Motor Starter Need of motor starter mentioning some names useful for D.C. motors & A.C. motors.

Motors for Industrial Uses Simple Electrical Circuit for motor installation, using block diagram of different components.

Power Generation, Transmission & Distribution Brief idea about the power generation, transmission and distribution using block diagram of different stages.

Voltage Stabilizer & UPS System Brief idea about the operational principle of voltage stabilizer and UPS system (no description of internal circuit)

House Wiring Simple idea house wiring starting from commencement of supply, using necessary diagram, role of fuses / MCB, fault finding & earthing concept.

Lighting Schemes Types of lighting scheme and factors considered for designing lighting schemes i.e. illumination level, uniformity of illumination, colour of light, glare, mounting height, spacing between luminaries, colour of surrounding walls etc.

Wattmeter & Meggar Uses & connection diagram of Wattmeter – Use of Meggar with circuit diagram.

Electrical Energy Measurement Electrical energy measurement (no mathematical deduction & description of apparatus) – circuit diagram for single phase energy-meter connection.

E N G I N E E R I N G   M A T H E M A T I C S

Matrix & Vector : Matrix – Definition – Order of a matrix – Leading element – Principal diagonal. Types of matrices – Null matrix – Square matrix – Identity matrix – Upper and lower triangular matrix – Symmetric matrix. – Determinant of a square matrix – Minors and cofactors – Procedures for evaluation – Properties of determinants (no deduction) – Evaluation of determinant by Chio’s method (4th order) – Problems. –Concept of vector – Addition and subtraction of vectors – Multiplication of a vector by a scalar – Position vector of a point – Ratio formula – Rectangular resolution of a vector – Dot and cross product – Geometrical interpretation – Distributive law – Applications.

Numerical Methods:  Meaning of interpolation – Difference table – Newton’s forward interpolation formula (no deduction) – problems. – Introduction to numerical integration – Formulae for composite trapezoidal and Simpson’s 1/3 rule (no deduction) – Related problems. – Numerical solution of non-linear equations – Formula for Newton Raphson method (no deduction) – Problems. – Numerical solution of system of linear equation – Gauss Elimination Method (no deduction) – Problems.

Differential Equations:  Definition – Order and degree of a differential equation – Differential equations of 1st order and 1st degree – operation of variables – Problems. – Homogeneous differential equations – Equations reducible to the homogeneous form – Problems. – Exact differential equations – equations reducible to the exact form – problems. – Linear equations – Bernoulli’s equations. – Differential equations of 2nd order with constant coefficients – Complementary function and particular integral – Problems.

Partial Differentiation:  Function of two or more variables – Definition and meaning of partial derivatives (1st order). – Homogeneous functions – Euler’s theorem on homogeneous functions (no deduction) – Problems.

Probability and Statistics:  Introduction – Random experiment – Sample space – Events. – Classical and axiomatic definition of probability. – Addition and multiplication theorem – Related problems. – Statistics – Frequency distribution. – Measure of central tendency – Mean – Median – Mode – Standard deviation – Simple problems.

C O M P U T E R     A P P L I C A T I O N S

Introduction to Computer: Brief history of Evolution of computer — Various components of Computer (brief knowledge) -Hardware – CPU, Input Output System, Primary Memory, Secondary Memory. Peripherals devices- Printers, Plotters, Scanners, Digital Cameras, Sound Cards and Speaker System, Dicta phone. Software- Operating System, System Software like compilers and Device Drivers, and various application software (application only).

Information Representation Number System: Binary, Octal & Hexadecimal and conversion of number systems, Signed and unsigned representation. Binary arithmetic and compliments. Character Codes : ASCII, BCD and Gray Codes.

Basic of Software Classification of Software Systems – System Software and application software. Basic concepts of compilers, interpreters, assemblers and device drives. Operating System – Single user, multi user, graphical user interface and characters user interfaces. Case studies: MS – DOS, Windows.

Introduction to programming Algorithm and flowchart. Different types of programming languages – Machine level, assembly level and high level languages (basic concepts only). Brief introduction to different high level languages including C. Basic of C-language. Branching and loping statements. Array and user defined functions.

Computer networking and internet: Basic of computer Networking – LAN, MAN, WAN (definitions only). Client – Server Architecture (elementary level). Internetworking concepts of world wide web. Domain name system emails. Web browsing, use of search engines, web site hosting (elementary level)

E N V I R O N M E N T A L    E N G I N E E R I N G

Introduction Man & Environment: Overview (socio-economic structure & occupational exposures) – Scope of Environmental Engineering – pollution problem due to urbanization & industrialization.

Air Pollution Causes of air pollution – types & sources of air pollutants – Climatic & Meteorological effect on air pollution concentration – formation of smog & fumigation.

Analysis of Air Pollutants Collection of Gaseous Air Pollutants – Collection of Particulate Pollutants – Analysis of Air Pollutants like: Sulphur dioxide – Nitrogen oxide – Carbon monoxide – Oxidants & Ozone – Hydrocarbons – Particulate Matter

Air Pollution Control Measures & Equipment Control of Particulate Emission – Control of Gaseous Emission – Flue Gas Treatment Methods: Stacks Gravitational and Inertial Separation, Settling Chambers, Dynamic Separators, Cyclones, Filtration, Liquid Scrubbing, Spray Chambers, Packed Towers, Orifice and Venturi Scrubbers, Electrostatic Precipitators, Gas/solid Adsorption, Thermal Decomposition

Methods & Approach of Air Pollution Control Controlling smoke nuisance — Develop air quality criteria and practical emission standards — creating zones suitable for industry based on micrometeorology of air area — introducing artificial methods of removal of particulate and matters of waste before discharging to open atmosphere.

Water Sources Origin of wastewater — Type of water pollutants and their effects

Different Sources of Water Pollution Biological Pollution (point & non-point sources) – Chemical Pollutants: Toxic Organic & Inorganic Chemicals – Oxygen demanding substances – Physical Pollutants: Thermal Waste – Radioactive waste – Physiological Pollutants: Taste affecting substances – other forming substances

Water Pollution & its Control Adverse effects on: Human Health & Environment, Aquatic life, Animal life, Plant life — Water Pollution Measurement Techniques – Water Pollution Control Equipments & Instruments – Indian Standards for Water Pollution Control.

Soil Polluting Agencies & Effect of Solution Liquid & Solid Wastes – Domestic & Industrial Wastes – Pesticides – Toxic: Inorganic & Organic Pollutants – Soil Deterioration – Poor Fertility, Septicity, Ground Water Pollution, Concentration of Infecting Agents in Soil.

Solid Waste Disposal Dumping domestic & Industrial Solid Wastes: Advantages & Disadvantages – Incineration: Advantages & Disadvantages – Sanitary Land Field: Advantages & Disadvantages – Management of Careful & Sanitary Disposal of Solid Wastes

Noise Pollution & Control Noise Pollution: Intensity, Duration – Types of Industrial Noise – Ill effects of Noise – Noise Measuring & Control – Permissible Noise Limits

Environmental Legislations, Authorities & Systems Air & Water Pollution Control Acts & Rules (Salient Features only) – Functions of State / Central Pollution Control Boards – Environmental Management System: ISO 14 000 (Salient Features only)

S T R E N G T H    O F    M A T E R I A L S

Simple Stresses & Strains Scope of subjects. Use of structure, importance of knowledge of stress, strain and deformation in structure, safety and economy. Engineering materials : definitions and examples — Mechanical properties of engineering materials: Elasticity, Plasticity, Ductility, Hardness, Fatigue, Creep Brittleness ( definition, examples and applications). — Stress and Strain: Tensile, Compressive , Shear — Stress-strain diagram: Principles of tensile testing in universal testing machines showing salient points such as elastic limit, proportional limit, yield points, breaking points etc., ultimate stress, working stress and factor of safety. — Stress – strain relations: Hooke’s law, Young’s Modulus, Modulus of rigidity. Poisson’s ratio.

Shear Force & Bending Moment Definition and Types of beams, supports and loads. — Shear force and bending moment in beams: Definitions, sign conversions and inter-relationships — Shear force and bending moment diagrams (with simple problems): (i) Cantilever beams with point loads and Uniformly Distributed Loads (UDL). (ii) Simply supported beams with point loads and UDL. (iii) Simply supported overhanging beam with point load.

Bending Stresses in Beams Pure bending of beam: Assumptions, deduction of bending equation with usual notations, moment of resistance, section modulus. — Problems on bending stress about axis parallel to the plane of bending: for rectangular circular & I-section

Deflection of Beams Differential equation of elastic curve — Relation among deflection, slope, shear force, bending moment and rate of loading — Sign convention of slope and deflection. Standard formula (no proof, only simple problems) for maximum slope of deflection of: — Cantilever beam subjected to point load at free end, uniformly distributed load on entire span; Simply supported beam carrying a point load at mid span, uniformly distributed load on entire span.

Columns & Struts Definitions of Columns & Struts — Long, Medium & Short columns – Effective Length – Slenderness Ratio – Critical load – Safe load — Different kinds of end conditions — Euler’s formula for critical load (no deduction and no problem).

E N G I N EE R I N G     M E C H A N I C S

Introduction Concept of Engineering Mechanics — Statics & Dynamics — Scalar Quality — Vector Quality — Addition & Subtraction of Vectors — Basic units — Derived Units — SI units — principles of dimensional homogeneity.

System of Forces Definition of a force with explanation — Linear representation of force — System of co-planar forces — Parallelogram Law of Forces — Composition and Resolution — Transmissibility of forces — Action and Reaction — Triangle Law & Polygon Law of forces — Determination of Resultant by Analytical and graphical method with equalitarian space diagram — Vector diagram.

Moments & Couples Definition of moment of a force about a point — Physical significance of moment — Moment of a system of parallel and inclined forces — Varignon’s Theorem — Definition of moment of a couple — Physical significance of Couples Equivalent couples — Resultant of any number of coplanar couples — Replacement of a force about a point by an equal like parallel force together with a couple — properties of couples.

Condition of Equilibrium Lami’s Theorem — Triangle Law & Polygon Law of equilibrium — Conditions of equilibrium of co-planer system of concurrent forces — Conditions of equilibrium of co-planar system of non-concurrent parallel forces (like & unlike) — Conditions of equilibrium of co-planar system of non-concurrent non-parallel forces (simple problems excluding statically indeterminant).

Friction Definition — Useful and harmful effects of friction — Laws of Static friction — Co-efficient of friction — Angle of friction — Angle of repose — Equilibrium of a body on a rough inclined surface with and without external force.

Centre of Gravity Concept & definition — Centre of mass — Centroid – Methods of finding out centroids of simple area by: (i) Geometrical consideration, (ii) Method of Moments. [** Method of integration should be learnt in strength of materials on 2nd Semester] — Finding the centroid of the following areas by any method: (i) uniform triangular lamina, (ii) uniform rectangular lamina, (iii) uniform circular lamina. — Finding the centriod of the following sections using the method of moment: (i) T-section, (ii) equal and unequal angle-sections, (iii) equal and unequal I-sections, (iv) different cut-out sections

Moment of Inertia Introduction — definition and unit — M I of a lamina — Theorems of finding out M I by: (i) Parallel axis theorem, and, (ii) Perpendicular axis theorem. — Radius of Gyration — Finding out M I of the following sections using formula only: Page 8 (i) Rectangular section, (ii) Square section, (iii) Circular section, (iv) Triangular section. — M I of irregular areas such as I-sections, T-sections, — Related simple problems. — Polar M I.

Simple Machines Definition of Machine — Difference between Machine & Lever — Mechanical Advantage, Velocity Ratio and Efficiency with their relationship — Frictional Effort Load — Condition of reversibility / irreversibility — Law of Lifting Machines – Maximum mechanical advantage – Maximum efficiency — Effort vs. load curve — Efficiency vs. load curve — Different types of lifting machine with their mechanical advantage, velocity ratio & efficiency such as wheel and axle (simple & differential), Crab winch (single & double purchase), Weston pulley block, worm & worm wheel, simple screw jack.

Rectilinear Motion Motion equations (with deduction   S= V x t: V = u ± f t ; S = u.t ± ½ f t² ; V² = U² ± 2f.S) – Newton’s Second Law of linear motion p = mf (deduction) — Conservation of momentum of a body — No Numerical problems.

Curvilinear Motion Angular displacement — Angular speed — Angular velocity — Relation between angular speed & angular velocity — Angular acceleration — Relation between linear & angular velocity — Relation between linear & angular acceleration — Centripetal and centrifugal force (numerical problems)

Work Power Energy Definition, Units, potential Energy (mgh); Kinetic Energy (1/2 m v² ), Laws of conservation of energy. — Change of Kinetic energy = work done by acting force. Simple numerical problems