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Engineering H191 Engineering Fundamentals and Laboratory I Week 02 Day 02 Projection Systems: Orthographic and Isometric
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Objectives • • • • • • •
Orthographic Projections View Selection Glass Box Approach First and Third Angle Projections Line Precedence Two View Drawings Tips
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Orthographic Projections • Reference: Technical Graphics, Chap 3: • Advantage – Represent features of an object more accurately • Example Problem
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Orthographic Projections
• Orthographic Projections are a collection of 2-D drawings that work together to give an accurate overall representation of an object. AU 2005
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Defining the Six Principal Views or Orthographic Views
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Which Views to Present? General Guidelines • Pick a Front View that is most descriptive of object • Normally the longest dimension is chosen as the width (or depth) • Most common combination of views is to use: – Front, Top, and Side View • Any other view different from the Principal Views is called an Auxiliary View (see 3.15 in the Technical Graphics text)
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Glass Box Approach • Most powerful technique to understand orthographic projections • Suspend the object with transparent strings inside a glass box • Freeze the view from each direction (each of the six sides of the box) and unfold the box • Animation illustrates glass-box approach AU 2005
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Glass Box Approach • Available on the FEH website: • http://feh.eng.ohio-state.edu – Lecture Notes – Engineering H191 – Autumn 2005 – Glass Box Animation
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Glass Box Approach
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Glass Box Approach
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Glass Box Approach
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Glass Box Approach
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Glass Box Approach
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Glass Box Approach
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First and Third Angle Projections
Third-angle Projection
First-angle Projection
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First Angle – International Third Angle – U.S.
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Conventional Orthographic Views Width
Top View
Front View
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Depth
Right Side View
Height 17
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Is The Orthographic View OK?
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Orthographic Must Be In Projection
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Hidden and Center Lines •
Hidden Line – used to represent features that cannot be seen in the current view
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Centerlines – used to represent symmetry and to mark the center of circles and the axes of cylinders, and the axes of symmetrical parts, such as cylinders and bolts
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For Example:
1. Visible 2. Hidden 3. Center AU 2005
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Precedence of Lines • Visible lines takes precedence over all other lines 0.6 mm • Hidden lines and cutting plane lines take precedence over center lines 0.3 mm • Center lines have lowest precedence 0.6 mm AU 2005
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Example:
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Application of Precedence
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Intersecting Lines in Orthographic Projections Solid Line Intersections
Dashed Line Intersections
Gap Reference – Technical Graphics, Chapter 3 AU 2005
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Two-View Drawings • Some objects can be fully described by two views, look for: – Symmetry or Bodies of Rotation
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Right Side View
Front View
Right 25Side
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Other Two-View Examples
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Summary • Introduced to orthographic projections
• We recommend the software animation exercise introduced in class. Animation can be found on Carmen – Glass Box Theory.
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Review Questions •
Rectilinear grids are used for sketching isometric pictorials … True/False
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Based on the lines of sight, orthographic projection drawings are classified as ___________ projections
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There are ____ standard principal views of orthographic projections
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Each view in an orthographic projection concentrates on ____ dimensions of the object
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Hints for Orthographic Projection Sketching • Identify the major features and overall dimensions of the object • Do not use any straight-edge devices as a pencil guide when sketching by hand • Start by drawing bounding boxes with light construction lines. • Keep views aligned while sketching
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Hints for Orthographic Projection Sketching • Title Information is required – follow conventions • Usage of construction lines is encouraged. – Mandatory for circle or ellipse • Orthographic projection: – Alignment of the views is important! – Will not be graded, if not aligned
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Hints for Orthographic Projection Sketching • Map inclined and oblique faces to all three views • Follow the precedence of lines • Darken all visible, hidden, and center lines
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Sketching a Circle • Draw a square whose sides are the diameter of the circle. • At the center of each side define the point of tangency for the circle. • Draw the diagonals of the square. • Orient the paper so you can draw equal arcs to construct the circle AU 2005
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Today's Assignment • A11 • TG 2.7 and 2.18
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