Engineering Graphics
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Engineering Graphics Syllabus — Unit-wise Content
The official GTU curriculum for Engineering Graphics (subject code 2110013) as prescribed for Mechanical Engineering · Semester 1 divides the course into 7 units, covering 26 listed topics. The unit-wise breakdown below is read from the GTU syllabus document for this subject code, so you can check what the course actually covers before deciding which papers to attempt.
Download the official syllabus PDF (2110013)Unit 1 Introduction to Engineering Graphics
- Drawing instruments and accessories
- BIS – SP 46
- Use of plane scales
- Diagonal Scales and Representative Fraction -
Unit 2 Engineering Curves
- Classification and application of Engineering Curves
- Construction of Conics
- Cycloidal Curves
- Involutes and Spirals along with normal and tangent to each curve
Unit 3 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
Unit 4 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
Unit 5 Projections of Solids and Section of Solids
- Classification of solids
- Projections of solids (Cylinder
- 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
Unit 6 Orthographic Projections
- Fundamental of projection along with classification
- Projections from the pictorial - 35% 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
Unit 7 Isometric Projections and Isometric View or Drawing
- Isometric Scale
- Conversion of orthographic views into isometric projection
- isometric view or drawing -