Hello sir I have completed my 12th and joined MATS University for pursuing my BE but don’t have the syllabus of BE civil engineering 1st semester with me. Can you help me in providing the complete syllabus of BE civil engineering 1st semester so that I get to know about the subjects there in the BE civil engineering 1st semester?

As you are looking for syllabus of BE 2nd Semester Course of MATS University, so here I am providing complete syllabus:

MATS University BE 2nd Semester Syllabus
BE200 Engineering Mathematics-II
BE201 Engineering Mechanics
BE202 Basic Electronics Engineering
BE203 Basic Mechanical Engineering
BE204 Engineering Chemistry
BE205 Basic Electronics Lab
BE206 Engineering Mechanics Lab
BE207 Engineering Chemistry Lab
BE208 Workshop Practice – II
BE209 Power Point Presentation

Engineering Mathematics - II
UNIT-1
Multiple integrals: Double and triple integrals, change of order of integration; Beta and
Gamma functions; application to area and volume.
Vector Calculus: Scalar and vector fields, Line and surface integrals, Gradient ,divergence
and curl, line integrals, Green’s theorem ,divergence theorem and Stock’s theorem(without
proofs)and their simple applications

UNIT-2
Differential Equation of higher order: Linear differential equations of higher order with
constant coefficients, method of variation of parameters, Cauchy’s and Legendre’s linear
equations, simultaneous linear equations with constant coefficients.

UNIT-3
Laplace Transforms: Transforms of elementary functions, Transforms of derivatives and
derivatives of transforms, inverse transforms, Transforms of periodic function, shifting
theorems, solutions of ODE’s using Laplace transforms.

UNIT-4
Numerical Methods: Difference operator forward, backward, central, shift and average
operators and relations between them. Newton’s forward and backward interpolation:
Lagrange’s interpolation and the error formula for interpolation .Numerical differentiation and integration –Trapezoidal rule, Simpson’s one-third rule, Simpson’s three-eighth rule including error formulas

UNIT-5
Complex Numbers: De Moiver’s theorem, roots of complex numbers, separation into real
and imaginary parts of circular, hyperbolic, logarithmic and exponential function,
summation of trigonometric series by C+iS method. .

Engineering Mechanics
UNIT-I
Fundamentals of Mechanics-Basic concepts
Force Systems and EquilibriumForce,
Moment and couple, Principle of Transmissibility, Varignon’s theorem, Resultant of
force systems-Concurrent and non-concurrent coplanar forces, Free body diagram,
Equilibrium equations and their uses in solving elementary engineering problems.

UNIT-II
SHEARFORCEANDBENDINGMOMENTDIAGRAM
Types of supports for beams, Beams subjected to concentrated loads and uniformly distributed loads; Shear force and bending moment at any section of a beam Analytical methods and graphical methods, Force polygon and couple polygon. Reactions at supports.
ANALYSISOF LANETRUSSES
Analysis of forces in structural members : Method of joint and method of section Analytical
and graphical methods
UNIT-III
FRICTION
Laws of friction and its applications in solving problems on
i) Wedge
ii) Belt and rope drive
iii) Screw threads
iv) Tractive effort of vehicles on inclined planes.
UNIT-IV
MOMENTOF INERTIAOF LANELAMINA
Parallel axis theorem and perpendicular axis theorem; product of inertia; Moment of inertia
about an inclined axis; Principle axis of moment of inertia and position of principle axis.
Moment of inertia of solid of revolutions
UNIT - V
Kinematics of rigid bodies in motion
D'Alembert's principle applied to bodies having linear and angular motion; Equation of
dynamic equilibrium; Maximum acceleration and retardation of vehicles running on inclined
planes.
Principle of work and Energy: Simple application
Virtual Work: Work of a force, Principle of Virtual work and its application.
Kinematics of Rigid bodies
Principle of Impulse and momentum: Simple examples.

MATS University BE 2nd Semester Syllabus

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