INTERNATIONAL INSTITUTE OF MANAGEMENT & ENGINEERING

B TECH IN CIVIL ENGINEERING STUDIES

INTERNATIONAL INSTITUTE OF MANAGEMENT & ENGINEERING
Online

Rs 12,500
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Important information

Typology Course
Level Intermediate
Methodology Online
Duration 12 Months
  • Course
  • Intermediate
  • Online
  • Duration:
    12 Months
Description

Civil engineers design, build, supervise, operate, and maintain construction projects and systems in the public and private sector, including roads, buildings, airports, tunnels, dams, bridges, and systems for water supply and sewage treatment. Many civil engineers work in design, construction, research, and education.Construction engineering is a professional discipline that deals with the designing, planning, construction, and management of infrastructures such as roads, tunnels, bridges, airports, railroads, facilities, buildings, dams, utilities and other projects.With technical and creative skills, the civil engineers plan, design, construct and operate the infrastructure required to modern civilization, ranging from highways and bridges to water treatment plants and energy efficient buildings.Civil engineering
Civil engineering is considered the oldest engineering discipline, since its works are traced back to the Egyptian pyramids and before. The skills of civil engineers such as building walls, bridges and roads have always been useful in warfare and civil engineers have worked on both military and civil projects.

Facilities (1)
Where and when
Starts Location

Online
Starts
Location
Online

Opinions

0.0
Not rated
Course rating
100%
Recommended
5.0
excellent
Centre rating

Reviews on other courses at this centre

DIPLOMA IN MECHANICAL ENGINEERING

A
Angelina Sen
5.0 01/07/2016
What I would highlight: Very convenient! Excellent! Could study in my time. Thanks to the team I am on a good job now! Best guidance & counselling provided. Very Honest & straight! Education is the best knowledge they provide. Guided me beyond my expectations. A special thanks to the Director. She motivated me to do the best course and not to look back but move ahead. A humble and a hearty thanks to Madam.
What could be improved: Nothing.
Would you recommend this course?: Yes

DIPLOMA IN MECHANICAL ENGINEERING

M
Mitchelle D.
5.0 01/01/2016
What I would highlight: Best for the working professionals. No time restrictions- I am on a good job now.
What could be improved: Nothing.
Would you recommend this course?: Yes

DIPLOMA IN MECHANICAL ENGINEERING

C
CHANDAN KOLI
5.0 01/08/2015
What I would highlight: Self-learning program as I am a working professional. Exams on demand .
What could be improved: Nothing.
Would you recommend this course?: Yes
Reviews gathered by Emagister & iAgora

What you'll learn on the course

Bridges
Engineering
Systems
Civil
Civil Engineering
Construction
IT Engineering
Civil sciences
Structural
Evaluation
World Studies

Teachers and trainers (1)

SNEHA SHARMA
SNEHA SHARMA
ENGINEERING JOBS

Course programme

COURSE STRUCTURE & SYLLABUS OF BACHELOR OF TECHNOLOGY (B.TECH) Mechanical/ Electrical/ Electronics/ Computer/ Civil Course Structure First Year (Common for all streams) First Semester Paper Code Subject BF1 Mathematics – I BF2 Chemistry BF3 English for Communication BF4 Electrical Technology BF5 Mechanics BF6 Introduction to Manufacturing ProcessSYLLABUS BF1 : MATHEMATICS I 1 : LIMITS AND CONTINUITY OF A FUNCTION. 2 : DIFFERENTIATION. Definition, Derivative by first principle, Differentiation of implicit functions, Differentiation of trigonometric functions, Differentiation of inverse trigonometric functions, Transformation, Differentiation of exponential and Logarithmic Functions, Hyperbolic functions, Derivatives of the inverse hyperbolic functions, Differentiation with respect to a function, Differentiation of Parametric Equations. 3 : SUCCESSIVE DIFFERENTIATION Calculation of nth derivative, Leibnitz’s theorem. 4 : GENERAL THEOREMS, EXPANSION OF FUNCTIONS. Rolle’s Theorem, Mean value theorem (Lagrange’s form), Increasing and Decreasing functions, Mean value theorem (Cauchy’s form). Expansion of functions; Taylor’s expansion theorem, Maclaurin’s theorem, Taylor’s and Maclaurin’s infinite series. 5 : INDETERMINATE FORM L’ Hospital’s rule, Evaluation of % form, Evaluation of   form, Evaluation of    form, Evaluation of 00 , 1  ,  0 form. 6 : CURVATURE Radius of curvature, Special formula for parametric equations, Radius of curvature at the origin. 7 : MAXIMA AND MINIMA Maximum and Minimum values of a function. 8 : ELEMENTARY INTEGRATION Table of elementary integrals, Simple examples. 9 : INTEGRATION BY SUBSTITUTION Introduction, Change

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