3110013,Engineering Graphics & Design (EGD) EBooks and ALL Sheet free pdf file & GTU related Engineering Graphics & Design syllabusM.B.SHAH, B.C.RAMAN & S.N.VARMA gtu book and sheets pdf download. You can also download free EGD ( Engineering Graphics & Design) books PDF file and it's GTU related syllabus are also upload in this site.
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Syllabus:-
Sr. No. | Topics | Teaching Hrs. |
---|---|---|
1 | Introduction to Engineering Graphics: Drawing instruments and accessories, BIS – SP 46. Use of plane scales, Diagonal Scales and Representative Fraction | 2 (Lab teaching) |
2 | Loci of Points: Path of the points moving on Simple mechanisms, Slider crank mechanism, Four bar mechanism | 2 |
3 | Engineering Curves: Classification and application of Engineering Curves, Construction of Conics, Cycloidal Curves, Involutes and Spirals along with normal and tangent to each curve | 6 (Lab teaching) |
4 | Projections of Points and Lines: Introduction to principal planes of projections, Projections of the points located in same quadrant and different quadrants, Projections of line with its inclination to one reference plane and with two reference planes. True length and inclination with the reference planes | 8 |
5 | Projections of Planes: Projections of planes (polygons, circle and ellipse) with its inclination to one reference plane and with two reference planes, Concept of auxiliary plane method for projections of the plane | 6 |
6 | Projections of Solids, Section of Solids and Development of Surfaces: Classification of solids. Projections of solids (Cylinder, Cone, Pyramid and Prism) along with frustum with its inclination to one reference plane and with two reference planes, Section of such solids and the true shape of the section, Development of surfaces | 10 |
7 | Orthographic Projections: Fundamental of projection along with classification, Projections from the pictorial view of the object on the principal planes for view from front, top and sides using first angle projection method and third angle projection method, full sectional view | 2 |
8 | Isometric Projections and Isometric View or Drawing: Isometric Scale, Conversion of orthographic views into isometric projection, isometric view or drawing of simple objects | 2 (Lab teaching) |
9 | Computer Aided Drawing: Introduction to AutoCAD, Basic commands for 2D drawing like : Line, Circle, Polyline, Rectangle, Hatch, Fillet, Chamfer, Trim, Extend, Offset, Dim style, etc.. | 4 (Lab teaching) |
Suggested Specification table with Marks (Theory):
Distribution of Theory Marks |
R Level | U Level | A Level | N Level | E Level | C Level |
25 | 30 | 30 | 05 | 05 | 05 |
Legends: R: Remembrance; U: Understanding; A: Application, N: Analyze and E: Evaluate C: Create and above Levels (Revised Bloom’s Taxonomy)
Course Outcome:
Sr. No. | CO statement | Marks % weightage |
---|---|---|
CO-1 | Know and understand the conventions and the methods of engineering drawing. | 15 |
CO-2 | Interpret engineering drawings using fundamental technical mathematics. | 25 |
CO-3 | Construct basic and intermediate geometry and comprehend the theory of projection. | 25 |
CO-4 | Construct basic and intermediate geometry and comprehend the theory of projection. | 25 |
CO-5 | Improve their technical communication skill in the form of communicative drawings. | 05 |
CO-6 | Use computer software for engineering drawing | 0 |
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The main objective of this book is to provide students of Engineering Graphics of Rajiv Gandhi Proud yogiki Vishwavidyalaya with a clear and thorough understanding of the theory and applications of the subject. The contents of the book have been structured to follow the syllabus prescribed by Rajiv Gandhi Proud yogiki Vishwavidyalaya. A road map to the syllabus has been included for the beneβit of students. The utility of this book has also been enhanced by the inclusion of three solved university question papers.
This book attempts to provide the logical reasoning for the questions as well as the analysis underlying the solutions. The systematic procedures discussed in the book enable students to solve problems in a step-by-step and logical manner. Simple techniques are provided for determining the visibility of various edges and surface boundaries of solids. These techniques eliminate the need to mentally visualize solids indifferent positions. This enables students to solve the problems correctly with very little effort. Chapters have been organized into well-deβined sections that contain an explanation of speciβic topics with representative examples. The topics within each section are differentiated using distinct styles and titles. This presents a structured approach that enables quick understanding as well as a convenient review.
The focus on understanding rather than relying on memory alone is just one of
the reasons that make this book unique. All suggestions to improve this edition are
welcome.
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