The document provides an overview of engineering graphics and the process of producing basic engineering drawings using AutoCAD. It discusses key topics such as the different types of engineering drawings used in various fields; the principles of orthographic projections, scales, line styles, dimensioning, and standard views; and how to create drawings of sections, symbols, and details. It also introduces Computer Aided Drafting/Design (CAD) software like AutoCAD and illustrates its interface for both 2D and 3D drawings. The document serves as a guide for learning the basic concepts and steps for producing technical drawings digitally.
The document discusses various methods for conducting traverses in surveying. It describes the two main types of traverses - closed and open traverses. It explains how to calculate the error of closure for a traverse using latitudes and departures. It also discusses the compass rule for balancing errors in a traverse and the double meridian distance method for calculating the area within a closed traverse.
This document discusses oblique parallel projection, which is a type of graphical projection that uses parallel rays to project a 3D image onto a 2D plane at an oblique angle. It notes that parallel lines in the 3D object remain parallel in the 2D projection. The document outlines different types of parallel projections, including orthogonal projection where a and b are both 0, and oblique projection where they are not both 0. It also discusses specific types of oblique parallel projections like cavalier and cabinet projection, and provides a mathematical formula to calculate projected point coordinates.
This chapter discusses the analysis and design of beams, which are structural members that support loads applied at different points. Beams can be subjected to concentrated loads or distributed loads. Beams are classified based on their support conditions, with statically determinate beams having three unknowns and statically indeterminate beams having more than three unknowns. Shear and bending moment diagrams are constructed to determine the internal shear and moment forces in the beam resulting from the applied loads. The positive and negative directions of shear and bending moment are defined.
1. A truss is a rigid structure composed of straight members connected at joints that is statically determinate.
2. Trusses can be perfect, deficient, or redundant depending on the number of members compared to the number of joints. Perfect trusses have just enough members, deficient trusses have too few, and redundant trusses have excess members.
3. The document discusses the definition of a truss, different types of trusses, assumptions made in truss analysis, analysis methods including the method of joints and method of sections, and includes examples of solving for member forces using these methods.
This document provides information about isometric drawings and projections. It begins by explaining that 3D drawings can be drawn in various ways, including isometrically where the three axes are equally inclined at 120 degrees. It then discusses the construction of isometric scales and various techniques for drawing isometric views of plane figures, solids, and assemblies of objects. Examples are provided to illustrate how to draw isometric views when given orthographic projections of an object. The purpose of isometric drawings is to show the overall size, shape, and appearance of an object prior to production.
The document discusses key concepts related to the section properties of structural members including:
- The center of gravity is the point where the total weight of a system can be considered to be concentrated.
- The center of mass is calculated similarly using the total mass of a system rather than total weight.
- The centroid is the geometric center of an object, independent of forces or weights, and depends only on the object's shape.
- Moments of inertia measure the resistance of an area to bending and twisting forces, and are calculated based on the area properties and distance from specific axes.
This power point presentation includes concept of beam, types of beam, types of support, concept of shear force and bending moment diagram, concept of determinate and indeterminate beams, rules to draw SFD and BMD and numerical based on above said topic. It also includes concepts of drawing loading diagram and bending moment diagram from shear force diagram and numerical based on this concept.
The document discusses various methods for conducting traverses in surveying. It describes the two main types of traverses - closed and open traverses. It explains how to calculate the error of closure for a traverse using latitudes and departures. It also discusses the compass rule for balancing errors in a traverse and the double meridian distance method for calculating the area within a closed traverse.
This document discusses oblique parallel projection, which is a type of graphical projection that uses parallel rays to project a 3D image onto a 2D plane at an oblique angle. It notes that parallel lines in the 3D object remain parallel in the 2D projection. The document outlines different types of parallel projections, including orthogonal projection where a and b are both 0, and oblique projection where they are not both 0. It also discusses specific types of oblique parallel projections like cavalier and cabinet projection, and provides a mathematical formula to calculate projected point coordinates.
This chapter discusses the analysis and design of beams, which are structural members that support loads applied at different points. Beams can be subjected to concentrated loads or distributed loads. Beams are classified based on their support conditions, with statically determinate beams having three unknowns and statically indeterminate beams having more than three unknowns. Shear and bending moment diagrams are constructed to determine the internal shear and moment forces in the beam resulting from the applied loads. The positive and negative directions of shear and bending moment are defined.
1. A truss is a rigid structure composed of straight members connected at joints that is statically determinate.
2. Trusses can be perfect, deficient, or redundant depending on the number of members compared to the number of joints. Perfect trusses have just enough members, deficient trusses have too few, and redundant trusses have excess members.
3. The document discusses the definition of a truss, different types of trusses, assumptions made in truss analysis, analysis methods including the method of joints and method of sections, and includes examples of solving for member forces using these methods.
This document provides information about isometric drawings and projections. It begins by explaining that 3D drawings can be drawn in various ways, including isometrically where the three axes are equally inclined at 120 degrees. It then discusses the construction of isometric scales and various techniques for drawing isometric views of plane figures, solids, and assemblies of objects. Examples are provided to illustrate how to draw isometric views when given orthographic projections of an object. The purpose of isometric drawings is to show the overall size, shape, and appearance of an object prior to production.
The document discusses key concepts related to the section properties of structural members including:
- The center of gravity is the point where the total weight of a system can be considered to be concentrated.
- The center of mass is calculated similarly using the total mass of a system rather than total weight.
- The centroid is the geometric center of an object, independent of forces or weights, and depends only on the object's shape.
- Moments of inertia measure the resistance of an area to bending and twisting forces, and are calculated based on the area properties and distance from specific axes.
This power point presentation includes concept of beam, types of beam, types of support, concept of shear force and bending moment diagram, concept of determinate and indeterminate beams, rules to draw SFD and BMD and numerical based on above said topic. It also includes concepts of drawing loading diagram and bending moment diagram from shear force diagram and numerical based on this concept.
This document provides an overview of AutoCAD and its features. It begins with a brief history of AutoCAD's development. It then outlines the basic commands and functions for drawing in 2D and 3D, including object snaps, zooming, shapes, editing, user coordinate systems, and more. It also discusses hatching, extruding, the world coordinate system, and creating a new user coordinate system. In the conclusion it notes some advantages of AutoCAD like accuracy and reduced training costs, as well as some disadvantages like limited editing options.
This lecture contains the detail of isometric projections of an object. This will improve your skills to draw isometric views which is the major part of engineering drawings.
A hexagonal prism with a base side of 30mm and axis length of 60mm is resting on its base corner on a horizontal plane (HP). The problem asks to draw the projections of the prism and determine the length of the diagonal that passes through the bottom corner and is perpendicular to the HP. The document provides step-by-step instructions and diagrams showing how to draw the top view, front view, and determine the length of the required diagonal.
introduction of engineering graphics ,projection of points,lines,planes,solids,section of solids,development of surfaces,isometric projection,perspective projection
The document discusses engineering drawings and the tools used to create them. It explains that engineering drawings communicate design information through pictures, words, numbers and symbols. Traditionally, drawings were created manually using tools like drawing boards and compasses, but now they are often computer-generated electronic files. Whether created manually or digitally, engineering drawings serve the same purpose of recording and communicating design information. The document also lists and describes various tools that are used for creating engineering drawings, such as T-squares, compasses, protractors, scales, and pencils in different grades.
The document provides an overview of an engineering drawing lecture that covers geometric constructions. It discusses the basic geometric primitives of points, lines, and curves. It explains how to construct lines, arcs, and curves that are tangent to other lines and curves. It also describes how to divide a line into equal parts, construct regular polygons of a given side length, inscribe a circle inside a polygon or inscribe a polygon inside a circle. The lecture aims to teach students how to construct basic geometric shapes that serve as building blocks for more complex shapes.
This document discusses calculating the moment of inertia for composite cross-sections made up of multiple simple geometric shapes. It introduces the parallel axis theorem, which allows calculating the moment of inertia of each individual shape about a common reference axis so that the individual values can be added to determine the total moment of inertia of the composite cross-section. Several examples are provided to demonstrate calculating moments of inertia for composite areas using this approach.
The document discusses isometric projections and how to draw isometric views. It defines isometric projection as a type of axonometric projection where all planes are equally inclined to the plane of projection. It provides principles for constructing isometric projections of cubes and other objects. The key aspects are that all edges are equally foreshortened, dimensions are kept the same in isometric views, and examples are given for drawing isometric views of various objects like rectangles, triangles, circles, prisms, pyramids, cylinders, and spheres.
The document discusses key concepts in engineering drawing including:
1. Engineering drawings use graphic language with lines and shapes to precisely depict sizes, dimensions, and technical features in a way that is more effective than words alone.
2. Drawings must go through a design process including problem identification, idea exploration, visualization, refinement, and documentation to communicate solutions without ambiguity.
3. Standards for drawing scales, lettering, line types, and sheet formats help ensure drawings clearly convey the same meaning to all readers.
1) The document discusses concepts related to centroid and moment of inertia including: the centroid is the point where the total area of a plane figure is assumed to be concentrated; formulas are provided for finding the centroid of basic shapes; the difference between centroid and center of gravity is explained; properties and methods for finding the centroid are described such as using moments.
2) Formulas are given for moment of inertia including how it is calculated about different axes and the parallel axis theorem.
3) Example problems are provided to demonstrate calculating the centroid and moment of inertia for various shapes.
This document discusses advanced computer graphics and realistic image generation techniques. It covers topics like modeling objects, lighting, rendering, visible surface determination, shading, textures, shadows, transparency, camera models, and anti-aliasing. Realism involves modeling objects and lighting conditions, determining visible surfaces, calculating pixel colors based on light reflection, and supporting animation. Rendering techniques like line drawings, shading, and shadows add information to convey depth. Anti-aliasing reduces jagged edges by using techniques like supersampling and weighted area sampling.
This document provides information about isometric projections and how to draw them. It defines key terms like isometric axes, lines, and planes. It explains that in isometric projections, all three dimensions are shown at equal inclinations of 120 degrees. It provides examples of how to draw isometric views of various objects like prisms, pyramids, cylinders, and their combinations. It also describes how to construct an isometric scale to accurately draw dimensions when creating isometric projections.
The document provides information about the basics of using a theodolite for angle measurements in surveying. It defines key terms like angle, vertex, and degrees. It describes the main components of a theodolite including the telescope, horizontal and vertical axes, plate bubbles, and screws. It explains how to perform temporary adjustments and measure both horizontal and vertical angles using methods like ordinary, repetition, and reiteration. Precise angle measurements are important for surveying applications like setting grades, ranging curves, and tachometric surveys.
This document discusses different methods for developing the surfaces of 3D objects onto 2D planes. It introduces parallel line development, which is used for objects with parallel edges like prisms and cylinders. Radial line development is used for forms with radiating lines like pyramids and cones. Triangulation development divides warped surfaces into triangles. Approximate development approximates double curved surfaces like spheres by developing zones cut from the surface. The key methods are parallel line, radial line, triangulation, and approximate development.
Sections are used to show interior details of objects clearly. A cutting plane line indicates where the object was cut to create the section view, and cross hatching shows cut surfaces. There are different types of section views like full, offset, half, broken-out, revolved, and removed sections. Revolved sections rotate a cross section to show features that vary, while removed sections separate the section view from the main view when space is limited.
Engineering drawings are technical drawings used to define requirements for engineered items. There are different types of engineering drawings for different fields like machine drawings, structural drawings, and electrical drawings. Engineering drawings are based on geometric drawings and use various standardized elements like lines, scales, dimensions, projections, and symbols to convey design specifications. The drawings allow designers and manufacturers to communicate ideas and requirements for constructing or manufacturing physical components and systems.
The document provides solutions to multiple problems involving calculating support reactions for beams. The problems involve drawing free body diagrams of beams, then applying equations for the sum of forces and sum of moments at the supports to solve for the unknown support reactions. Key steps include considering the absence of any horizontal forces, setting equations for the sum of vertical forces and moments equal to zero, and solving the resulting systems of equations to find the support reactions.
The document summarizes a leveling fieldwork report conducted by students. It includes an introduction to leveling definitions, purpose, and fieldwork conducted. The fieldwork was located in Taylor's University carpark where students measured elevations at 11 checkpoints. Raw and adjusted leveling data is presented using rise and fall and height of collimation methods, showing a misclosure of -0.010m. In conclusion, students gained valuable hands-on experience in leveling and were able to complete necessary calculations to determine reduced levels at each point.
CIVIL Engineering Drawing by haseeb muhammadhaseeb mohd
The document discusses the layout of a drawing sheet, including borders, filing margins, grid reference systems, and title boxes. It also covers starting a new drawing, including cleaning materials, fixing the drawing sheet, and completing administrative details in the title box. Guidelines are provided for keeping drawings clean while working.
The document provides information about engineering graphics and technical drawing. It defines what drawings are, the differences between general drawings and engineering drawings, and discusses how engineering drawings serve as a universal language. It outlines the basic instruments needed for manual drawing, such as drawing boards, pencils, rulers, compasses, protractors, and discusses how to set up a title block and layout for drawings. The document also covers topics like lettering, dimensioning, different types of lines and their applications, orthographic projections including first angle projection, and how to sketch multi-view drawings from pictorial views. It introduces various geometric shapes and solids that are important for technical drawing.
This document provides an overview of AutoCAD and its features. It begins with a brief history of AutoCAD's development. It then outlines the basic commands and functions for drawing in 2D and 3D, including object snaps, zooming, shapes, editing, user coordinate systems, and more. It also discusses hatching, extruding, the world coordinate system, and creating a new user coordinate system. In the conclusion it notes some advantages of AutoCAD like accuracy and reduced training costs, as well as some disadvantages like limited editing options.
This lecture contains the detail of isometric projections of an object. This will improve your skills to draw isometric views which is the major part of engineering drawings.
A hexagonal prism with a base side of 30mm and axis length of 60mm is resting on its base corner on a horizontal plane (HP). The problem asks to draw the projections of the prism and determine the length of the diagonal that passes through the bottom corner and is perpendicular to the HP. The document provides step-by-step instructions and diagrams showing how to draw the top view, front view, and determine the length of the required diagonal.
introduction of engineering graphics ,projection of points,lines,planes,solids,section of solids,development of surfaces,isometric projection,perspective projection
The document discusses engineering drawings and the tools used to create them. It explains that engineering drawings communicate design information through pictures, words, numbers and symbols. Traditionally, drawings were created manually using tools like drawing boards and compasses, but now they are often computer-generated electronic files. Whether created manually or digitally, engineering drawings serve the same purpose of recording and communicating design information. The document also lists and describes various tools that are used for creating engineering drawings, such as T-squares, compasses, protractors, scales, and pencils in different grades.
The document provides an overview of an engineering drawing lecture that covers geometric constructions. It discusses the basic geometric primitives of points, lines, and curves. It explains how to construct lines, arcs, and curves that are tangent to other lines and curves. It also describes how to divide a line into equal parts, construct regular polygons of a given side length, inscribe a circle inside a polygon or inscribe a polygon inside a circle. The lecture aims to teach students how to construct basic geometric shapes that serve as building blocks for more complex shapes.
This document discusses calculating the moment of inertia for composite cross-sections made up of multiple simple geometric shapes. It introduces the parallel axis theorem, which allows calculating the moment of inertia of each individual shape about a common reference axis so that the individual values can be added to determine the total moment of inertia of the composite cross-section. Several examples are provided to demonstrate calculating moments of inertia for composite areas using this approach.
The document discusses isometric projections and how to draw isometric views. It defines isometric projection as a type of axonometric projection where all planes are equally inclined to the plane of projection. It provides principles for constructing isometric projections of cubes and other objects. The key aspects are that all edges are equally foreshortened, dimensions are kept the same in isometric views, and examples are given for drawing isometric views of various objects like rectangles, triangles, circles, prisms, pyramids, cylinders, and spheres.
The document discusses key concepts in engineering drawing including:
1. Engineering drawings use graphic language with lines and shapes to precisely depict sizes, dimensions, and technical features in a way that is more effective than words alone.
2. Drawings must go through a design process including problem identification, idea exploration, visualization, refinement, and documentation to communicate solutions without ambiguity.
3. Standards for drawing scales, lettering, line types, and sheet formats help ensure drawings clearly convey the same meaning to all readers.
1) The document discusses concepts related to centroid and moment of inertia including: the centroid is the point where the total area of a plane figure is assumed to be concentrated; formulas are provided for finding the centroid of basic shapes; the difference between centroid and center of gravity is explained; properties and methods for finding the centroid are described such as using moments.
2) Formulas are given for moment of inertia including how it is calculated about different axes and the parallel axis theorem.
3) Example problems are provided to demonstrate calculating the centroid and moment of inertia for various shapes.
This document discusses advanced computer graphics and realistic image generation techniques. It covers topics like modeling objects, lighting, rendering, visible surface determination, shading, textures, shadows, transparency, camera models, and anti-aliasing. Realism involves modeling objects and lighting conditions, determining visible surfaces, calculating pixel colors based on light reflection, and supporting animation. Rendering techniques like line drawings, shading, and shadows add information to convey depth. Anti-aliasing reduces jagged edges by using techniques like supersampling and weighted area sampling.
This document provides information about isometric projections and how to draw them. It defines key terms like isometric axes, lines, and planes. It explains that in isometric projections, all three dimensions are shown at equal inclinations of 120 degrees. It provides examples of how to draw isometric views of various objects like prisms, pyramids, cylinders, and their combinations. It also describes how to construct an isometric scale to accurately draw dimensions when creating isometric projections.
The document provides information about the basics of using a theodolite for angle measurements in surveying. It defines key terms like angle, vertex, and degrees. It describes the main components of a theodolite including the telescope, horizontal and vertical axes, plate bubbles, and screws. It explains how to perform temporary adjustments and measure both horizontal and vertical angles using methods like ordinary, repetition, and reiteration. Precise angle measurements are important for surveying applications like setting grades, ranging curves, and tachometric surveys.
This document discusses different methods for developing the surfaces of 3D objects onto 2D planes. It introduces parallel line development, which is used for objects with parallel edges like prisms and cylinders. Radial line development is used for forms with radiating lines like pyramids and cones. Triangulation development divides warped surfaces into triangles. Approximate development approximates double curved surfaces like spheres by developing zones cut from the surface. The key methods are parallel line, radial line, triangulation, and approximate development.
Sections are used to show interior details of objects clearly. A cutting plane line indicates where the object was cut to create the section view, and cross hatching shows cut surfaces. There are different types of section views like full, offset, half, broken-out, revolved, and removed sections. Revolved sections rotate a cross section to show features that vary, while removed sections separate the section view from the main view when space is limited.
Engineering drawings are technical drawings used to define requirements for engineered items. There are different types of engineering drawings for different fields like machine drawings, structural drawings, and electrical drawings. Engineering drawings are based on geometric drawings and use various standardized elements like lines, scales, dimensions, projections, and symbols to convey design specifications. The drawings allow designers and manufacturers to communicate ideas and requirements for constructing or manufacturing physical components and systems.
The document provides solutions to multiple problems involving calculating support reactions for beams. The problems involve drawing free body diagrams of beams, then applying equations for the sum of forces and sum of moments at the supports to solve for the unknown support reactions. Key steps include considering the absence of any horizontal forces, setting equations for the sum of vertical forces and moments equal to zero, and solving the resulting systems of equations to find the support reactions.
The document summarizes a leveling fieldwork report conducted by students. It includes an introduction to leveling definitions, purpose, and fieldwork conducted. The fieldwork was located in Taylor's University carpark where students measured elevations at 11 checkpoints. Raw and adjusted leveling data is presented using rise and fall and height of collimation methods, showing a misclosure of -0.010m. In conclusion, students gained valuable hands-on experience in leveling and were able to complete necessary calculations to determine reduced levels at each point.
CIVIL Engineering Drawing by haseeb muhammadhaseeb mohd
The document discusses the layout of a drawing sheet, including borders, filing margins, grid reference systems, and title boxes. It also covers starting a new drawing, including cleaning materials, fixing the drawing sheet, and completing administrative details in the title box. Guidelines are provided for keeping drawings clean while working.
The document provides information about engineering graphics and technical drawing. It defines what drawings are, the differences between general drawings and engineering drawings, and discusses how engineering drawings serve as a universal language. It outlines the basic instruments needed for manual drawing, such as drawing boards, pencils, rulers, compasses, protractors, and discusses how to set up a title block and layout for drawings. The document also covers topics like lettering, dimensioning, different types of lines and their applications, orthographic projections including first angle projection, and how to sketch multi-view drawings from pictorial views. It introduces various geometric shapes and solids that are important for technical drawing.
The document discusses multi-view drawings and orthographic projection. It provides the following key points:
- Multi-view drawings show two or more 2D views of a 3D object to describe its shape and dimensions and serve as the main communication method between designers and manufacturers.
- Orthographic projection uses perpendicular lines of sight to project features of an object onto imaginary projection planes to create 2D views, with a total of six views for a 3D object.
- To sketch a multi-view drawing, the required space is calculated, construction lines are used to layout views, and object lines are drawn within the views to identify visible edges.
The document provides information about engineering graphics and technical drawing. It discusses:
1) What engineering graphics is, examples of different types of engineering drawings, and why manual drawing is important.
2) The basic instruments used for drawing like drawing boards, pencils, set squares, protractors, as well as how to letter and dimension drawings.
3) Different types of projections used in drawings including orthographic, isometric, and perspective projections.
4) Concepts of sections, developments, and intersections that are important applications of projections in engineering.
This document provides an overview of engineering drawing topics including:
1. Orthographic views show objects from different angles including top, front, side, and section views.
2. Pictorial views like isometric drawings show a 3D appearance but distort some dimensions.
3. Dimensioning and tolerancing provide critical size and shape specifications.
4. Traditional tools like T-squares, compasses, and templates were used to manually create accurate drawings, while modern software allows computer-generated drawings.
5. Standards ensure consistency in layout, line types, lettering and other elements so drawings are clear to all readers.
The document provides an overview of drafting tools and techniques used to create technical drawings. It discusses the role of graphics in visualization, communication and documentation. It then lists common drafting tools like a drawing board, T-square, protractor, pencils, and a drafting machine. It also covers different dimensioning styles, scales used in drawings, orthographic and multi-view projections, and conventions for labeling points and views.
An engineering drawing clearly defines and communicates a design to interested parties through technical drawings rather than artistic depictions. It uses lines and geometric constructions to represent objects through projection methods in plan, elevation, and section views. Key elements of engineering drawings include types of lines, lettering, dimensioning, and projection systems like first-angle or third-angle orthographic projections. Precise graphics and annotations allow engineering drawings to effectively convey all necessary details of engineered components and assemblies.
The document discusses sketching techniques and concepts in engineering drawing. It defines key terms like vertex, edge, plane, and different types of surfaces and solids. It explains different types of sketches like single-view, oblique, and perspective sketches. It provides guidelines for techniques like drawing points, lines, circles, and shapes. It also discusses tools used for sketching and methods to draw different views like multiview, axonometric, and perspective drawings.
The document provides information on traditional engineering drawing tools and techniques. It discusses various drawing tools used for drafting like T-squares, triangles, pencils, erasers. It also explains different drawing techniques like freehand sketching, using instruments to draw lines, circles and curves. The document further describes orthographic projections, types of projections like multiview, axonometric drawings. It provides examples of different line types used in drawings along with standard practices and international standards for engineering drawings.
CHAPTER 1. Introduction to Engineering Drawing.pptxdessietadele1
Engineering drawing is a graphic language used to communicate ideas and technical information. The document discusses the basics of engineering drawing, including definitions, applications, history, standards, tools, lettering, lines and line types. It emphasizes that engineering drawing is a key part of the design process, allowing engineers to solve problems by visually representing technical concepts and specifications. The learning objectives are to understand drawing fundamentals and develop skills in using instruments, lettering, and visual communication standards.
The document describes various techniques for technical drawing, including copying segments and angles, bisecting segments and angles, and different types of projection. It discusses orthographic projection, which uses parallel lines of sight perpendicular to the projection plane. Orthographic projection can be used to create multiview drawings showing objects in two dimensions from different angles or axonometric drawings showing three dimensions in a single view. The document also covers topics like drawing standards, scales, line types including visible, hidden and center lines, and their conventions.
The document describes various techniques for technical drawing, including copying segments and angles, bisecting segments and angles, and different types of projection. It discusses orthographic projection, which uses parallel lines of sight perpendicular to the projection plane to represent 3D objects in 2D views. Multiview projection shows the object through multiple views, while axonometric projection shows three dimensions in a single view, though with some distortion of angles and sizes. Hidden and center lines are also covered.
1- introduction Graphic and geometric graphics Engineering.Abo Talak Al-wayli
The document provides an overview of engineering drawing standards and techniques. It discusses orthographic projection methods, including multiview and axonometric drawings. It also describes traditional drawing tools, freehand sketching techniques, and the importance of following drawing standards to ensure drawings are understood consistently. The key aspects covered are projection methods, common drawing elements, tools, and basic sketching skills.
The document discusses engineering drawing tools and techniques. It provides details on traditional drawing tools like T-squares, triangles, pencils in different grades, templates, and erasers. It also covers topics like freehand sketching, geometric constructions for circles and arcs, line types, lettering, orthographic projections, and drawing standards. Orthographic projections produce multi-view or axonometric drawings to accurately depict an object's shape and size from different angles according to established technical drawing conventions and standards.
The document discusses engineering drawing tools and techniques. It covers traditional drawing tools like T-squares, triangles, pencils etc. It also covers freehand sketching techniques for lines, circles and arcs. Different types of drawings are described, including orthographic projections, axonometric drawings and multiview drawings. Drawing standards and scales are also summarized.
The document provides an overview of engineering drawings and graphic communication. It defines graphic communication and discusses different types of drawings including freehand sketches, instrument drawings, and computer-aided drawings. It explains the key differences between artistic and technical drawings. Technical drawings are used to clearly convey design information to allow objects to be manufactured. The document also outlines various drawing elements, standards, scales, lines types, and common drawing tools used to create precise technical drawings.
This document provides information about the Engineering Graphics course offered at Sathyabama Institute of Science and Technology. The course objectives are to develop drawing skills for communicating engineering designs and concepts, visualize and read technical drawings, understand sectioning and development of surfaces, and learn about projections. The end semester exam will have two parts worth 100 marks total - multiple choice questions worth 20 marks and questions from each unit worth 16 marks with internal choices. Key topics covered in the 5 units include plane curves, projection of points and lines, projection of solids, sectioning of solids and development of surfaces, and isometric projection and freehand sketching.
The document provides information on the 20MEGO1 - Engineering Graphics course offered at Sri Ramakrishna Institute of Technology, Coimbatore. The objectives of the course are to impart knowledge on interpreting engineering drawings and communicating concepts through graphical representations per engineering standards. The course outcomes include the ability to interpret and construct geometric entities, orthographic projections, and develop various projections of solids, sections, and surfaces. The syllabus is divided into 5 modules covering topics like curve constructions, orthographic projections, projections of points lines and planes, projections of solids, sections and developments of surfaces, and isometric and perspective projections. References for the course are also provided.
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This document discusses principles of cartography and map presentation. It defines what maps are, their purposes, and different types of maps. It describes various map elements like scale, projection, symbols, color, grids and how they are used to represent geographic information and features. It also discusses cartographic conventions for labeling maps and representing locations, elevations, administrative boundaries and other natural or man-made features. The document is intended to teach the fundamentals of cartography and map reading.
Here are the key steps to assess current workload:
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This document discusses selecting, using, and maintaining equipment and supplies for surveying work. It covers:
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2. • Engineering graphics is a set of rules and guidelines that
help you create an engineering drawing.
• Each engineering field has its own type of engineering
drawings.
– Mechanical : Design of machine elements,
machine tools, Robotics.
– Automotive : Kinematics, Hydraulics, Steering.
– Electrical : Circuit layout, Panel design, control
system.
– Electronics : Schematic diagrams of PCs, Ics, etc.
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Engineering graphics
3. – Communication: Communication network,
satellite transmitting pic, T .V Telecasting
– Civil : Mapping, contour plotting, building
drawing, structural design.
– Architectural: Town planning, interior
decorations, multi storied complex.
– Aerospace : Design of spacecraft, flight simulator,
lofting
• Surveying is the science of measuring
– distances,
– angles, and
– directions of characteristics of the Earth’s surface
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4. • Engineering drafters accompany survey crews to
collect data required to prepare or revise
construction drawings.
• civil engineering projects are designed in
– Two-dimensional (2-D)
• a view displaying only width and height,
width and length, or height and length.
and/or
– Three-dimensional (3-D) formats.
• a view displaying width, height, and depth.
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5. GRAPHICS AS COMMUNICATION MEANS
• When graphics are used for communication it is
called graphical language.
• one should be able to READ | WRITE | SPEAK.
• Engineering Graphics is the language of Engineers.
• Engineers use graphics to communicate technical
information without ambiguity to executives,
fabricators, customers, and each other.
• Engineering graphics has a well-defined set of
standards by which technical drawings are produced.
• Graphics language is universal.
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6. • Language of graphics is written in the form of
drawings that represent the shape, size, and
specifications of physical objects.
• The language is read by interpreting drawings
so that physical objects can be constructed
exactly as originally conceived by the designer.
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GRAPHICS AS COMMUNICATION MEANS
7. DRAWING AS A TOOL FOR DESIGNERS
• Drawing is a graphic representation /pictorial
presentation/ of a real thing, an idea, or a
proposed design.
• It’s a means of communication.
• Sometimes, thousands of words cannot able
to express the ideas, but with the help of
drawing, one can communicate most
complicated problems also.
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8. • The process of creating new ideas where none
exist also relies on drawing.
• Drawings produced can be regarded as tools
that designers use to
–generate,
–improve, and
–validate ideas.
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DRAWING AS A TOOL FOR DESIGNERS
9. • is a type of technical drawing, used to fully and
clearly define the requirements for engineered
items.
• usually created in accordance with standardized
conventions for layout, nomenclature, appearance,
interpretation, size, etc.
• Engineering Drawing can be Manual Drawing and CADD.
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2. ENGINEERING DRAWING
10. Drawings convey the following critical information
• •Geometry- Shape of the object; Represented as
views; how the object will look Side view, Front
view, Top view
• •Dimension- the size of the object is captured in
accepted units
• •Material- represents what the item is made of.
• •Finishes- specify the surface quality of the item,
functional or cosmetic.
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ENGINEERING DRAWING
11. ELEMENTS OF ENGINEERING DRAWING
• Graphics language: Describe a shape (mainly).
• Word language: Describe an exact size, location
and specification of the object.
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12. LETTERING IN ENGINEERING DRAWING
• Lettering is used to provide easy to read and
understand information to supplement a
drawing in the form of notes and annotations.
• must be written with:
• Legibility – shape & space between letters and
words.
• Uniformity – size & line thickness.
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13. Types of Lettering
• The two types of lettering are:
– Double Stroke Lettering: In Double Stroke
Lettering the line width is greater than that of
Single Stroke Lettering.
– Single Stroke Lettering: Thickness in single
stroke lettering is obtained by a single stroke
of pencil or ink pen. It is further divided into:
Basics of Single Stroking
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15. Spacing
Uniformity in spacing of letters is a matter of
equalizing spaces by eye.
• The background area between letters, not the
distance between them, should be approximately
equal.
• Words are spaced well apart, but letters within
words should be spaced closely.
• For either upper case or lower-case lettering, make
the spaces between words approximately equal to
a capital O.
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16. Conventions for Lettering
• Use all CAPITAL LETTERS.
• Use even pressure to draw precise, clean lines.
• Use one stroke per line.
• Horizontal Strokes are drawn left to right.
• Vertical Strokes are drawn downward.
• Curved strokes are drawn top to bottom in
one continuous stroke on each side.
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17. Conventions for Lettering
• Use The Single-stroke, Gothic Style of
Lettering.
• Always Skip A Space Between Rows Of Letters.
• Always Use Very Light Guide Lines.
• Fractions Are Lettered Twice the Height Of
Normal Letters.
• Fraction Bars Are Always Drawn Horizontal.
• Use a Medium Lead For Normal Lettering.
• Use a Hard Lead For Drawing Guide Lines.
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18. SIZES AND LAYOUT OF DRAWING SHEETS
• ISO A Drawing Sizes (mm)
Designation Dimension. mm
A0 841 X 1,189
A1 594 X 841
A2 420 x 594
A3 297 X 420
A4 210 x 297
A5 148 x 210
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20. BORDER LINE AND TITE BLOCK
• Border line is a drawing all-round the drawing
sheet leaving margin of 10 mm but 25 mm to
30 mm on left side for filing.
• Title block is a rectangular frame that is
located at the bottom of the sheet.
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23. SCALES
• Ratio of the linear dimension of an element of
an object as represented in the original drawing
to the real linear dimension of the same element
of the object itself.
– Full Size - A scale with the ratio 1: 1.
– Enlargement Scale - A scale where the ratio is
larger than 1 :1. It is said to be larger as its ratio
increases.
– Reduction Scale - A scale where ratio is
smaller than 1: 1. It is said to be smaller as its
ratio decreases.
• Verbal, numeric and graphic means of representation
scales
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24. • A reducing scale, say 1: 10 means that 10 units
length on the object is represented by 1 unit
length on the drawing.
– Scale 1: x for reducing scales (x = 10,20 ...... etc.,)
• An enlarging scale, say 10: 1 means one unit
length on the object is represented by 10 units
on the drawing.
– Scale x: 1 for enlarging scales
Representative Fraction(redu)
• = = =>1:x
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SCALES
25. LINE STYLES AND TYPES
• Line type and line weight provide valuable
information to the print reader.
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29. PRINCIPLES OF DIMENSIONIN
• Types
a) Functional dimension- A dimension that is
essential to the function of the piece or space
b) Non-functional dimension - A dimension that
is not essential to the function of the piece or
space
c) Auxiliary dimension- A dimension given for
information purposes only.
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30. Dimensioning guidelines
• Don’t over define or under define the object.
[MOST IMPORTANT]
• Dimension to the visible contour or shape of the
feature / don’t dimension to hidden lines.
• Don’t dimension to object lines (model edges), use
extension lines.
• Don’t overlap a dimension and the model. Place
dimensions away from the model’s surface.
• Don’t cross extension lines if possible.
• Group dimensions when possible unless it became
difficult to read.
• Place dimensions on the side of the view were
adjacent views exist Gizaw Mekonnen 30
33. • Parallel Projection: is a type of projection
where the line of sight or projectors are
parallel and are perpendicular to the picture
planes.
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34. – Orthographic projections are drawings where the
projectors, the observer or station point remain
parallel to each other and perpendicular to the
plane of projection.
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35. • Perspective Projections are drawings which
attempt to replicate what the human eye
actually sees when it views an object.
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37. The glass box method
• The object is placed in a glass box.
• The sides of the box represent the 6 principal
planes.
• The image of the object is projected on the
sides of the box.
• Things to notice:
– The projection planes.
– The projectors.
– How the surfaces are projected.
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Principles of orthographic projection
43. Principles of orthographic projection
a = front view
b = top view
c = left side view
d = right side view
e = bottom view
f= rear view
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69. Gizaw Mekonnen 69
SECTIONAL VIEW
• Sections and sectional views are used to show
hidden detail more clearly.
• Section views are used when important
hidden details are in the interior of an object.
• They-are created by using a cutting plane to
cut the object.
• A sectional view, displays the outline of the
cutting plane and all visible outlines which can
be seen beyond the cutting plane.
70. • The type of section used depends on the situation and
what information needs to be conveyed
• Basic Sections
– Full Section:
– Half Section
– Offset Section
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71. Cutting Plane
• Section views show how an object would look if a
cutting plane cut through the object and the
material in front of the cutting plane was
discarded.
• In a full section view, the cutting plane cuts across
the entire object
• Note that hidden lines become visible in a section
view.
Hatching
• On sections and sectional views solid area should
be hatched to indicate
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74. Gizaw Mekonnen 74
(1) or (2) Masonry Section Used in Elevation
(3) or (4) Masonry Pointing Used in Elevation
(5) Concrete Section Used in Plan or Elevation
(6) Plaster or brick concrete section Used in Plan or
Elevation
(7) Wood Section, having the section at right angle
of the fiber Used in Plan or Elevation
(8) Wood Section taken along the length of the fiber
Used in Plan or Elevation
(9) Soil Used in Elevation
(10) Glass Used in Elevation
76. Full Section
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• To create a full section, the cutting plane pas
ses fully through the object.
• Used in many cases to avoid having to dime
nsion hidden lines.
77. Gizaw Mekonnen 77
Fill the visible line in the front sectional view.
The material used is brick
79. Half Section
• A half section exposes the interior of one half of
an object while retaining the exterior
of the other half.
• Half sections are used mainly
for symmetric objects
or assembly drawings.
• A centerline is used to separate the two halves.
• Hidden lines should not be shown on either half.
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93. Gizaw Mekonnen 93
Detail Drawings
• A detail drawing, or detail, is typically an
enlarged view created to describe features not
shown on other drawings.
• Details can be created for any construction
feature.
• Details normally specify standards that govern
the project, and are used to guide construction.
99. Computer Aided Drafting/Design:
• Computer Aided Design (CAD) is a form of design
in which people work with computers to create
ideas, models, and prototypes.
• CAD was originally developed to assist people
with technical drawing and drafting, but it has
expanded to include numerous other potential
uses.
• A variety of software products designed for CAD
can be found on the market, with many being
targeted to a specific application or industry.
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