VTU Civil Engineering 6th Sem CBCS Scheme PDF Notes-VTUBOSS

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VTU Notes For 6th Semester Civil Engineering CBCS SCHEME

In this page, you can see and download 6TH SEM CIVIL engineering CBCS scheme VTU notes in pdf. You can also get other study materials about CBCS SCHEME 6TH SEM civil engineering such as model and previous years civil Eng. question papers of 6TH SEM CBCS SCHEME, question bank, etc.

Below You Can Download These Notes By Module Wise

SUBJECT NAME : Construction Management and Entrepreneurship

Module – I   : Management,Construction Project Formulation & Construction Planning and Scheduling
Module – II  : Resource Management,Construction Equipments & Materials
Module – III : Construction Quality,safety and Human Values,HSE,Ethics
Module – IV  : Introduction to engineering economy,Introduction to engineering economy& Comparison of alternatives
Module – V  : Entrepreneurship,Micro, Small & Medium Enterprises (MSME) & Business Planning Process

SUBJECT NAME : Design of Steel Structural Elements

Module – I  : Introduction & Plastic Behaviour of Structural Steel
Module – II  : Bolted Connections & Welded Connections
Module – III : Design of Compression Members
Module – IV  : Design of Tension Members & Design of Column Bases
Module – V  : Design of Beams

SUBJECT NAME : Highway Engineering

Module – I   : Principles of Transportation Engineering & Highway Development and Planning
Module – II  : Highway Alignment and Surveys & Highway Geometric Design
Module – III : Pavement Materials & Pavement Design
Module – IV  : Pavement Construction
Module – V   : Highway Drainage & Highway Economics

SUBJECT NAME : Water Supply and Treatment Engineering

Module – I   : Download
Module – II  : Download
Module – III : Download
Module – IV  : Download
Module – V   : Download

Here You Can Download 6th Sem Elective Subjects VTU Notes

Solid Waste Management
Matrix Method of Structural Analysis
Alternative Building Materials
Ground Improvement Techniques
Water Resources Management
Environmental Protection and Management
Numerical Methods and Applications
Finite Element Method


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