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Week 2 Day 1
Workshop by
Highlights of Previous Lecture
• What is CAD and its advantages?
• Introduction to Pro/ENGINEER and its environment
• Introduction to Sketch mode and its tools
Today’s Lecture
• Dimensions– Definition
– Weak Dimensions
– Strong Dimensions
– How to use Dimensions to give a required shape
• Constraints– Definition
– Types of Constraints
• Practicing Dimensions and Constraints
Dimensions
• Definition
– Measurement of entities
• Length
• Radius, Diameter
• Angles
Weak vs. Strong Dimensions
• Weak Dimensions– Are grey in color
– made automatically by the software
– Can be modified by dragging the edges of shape(s)
• Strong Dimensions– Are in white color
– Have to be entered manually
– Locks the shape, i.e. the feature cannot be dragged to change
Dimensioning a Shape
• Draw a rectangle, randomly of any size
• Now we want to make its size
• Double click the weak dimensions
– They will become editable
– Enter the desired values
Radius & Diameter Dimensions
• To this rectangle, add Fillet of dimension 3 units
– Fillet measuring dimension is Radius
• Now add a circle at the center of this shape of diameter 5 units or radius 2.5 units
Angular Dimensions
• Draw 2 lines of any dimensions, both meeting at one point
• Click the Dimension tool
• Select the two lines
• Now click the MMB between these lines
Constraints
• Definition
– A limitation or restriction
• Why they are used?
– To give our drawings a definite shape
• Types
– Horizontal, Vertical, Perpendicular, Tangent, Equal Parallel, Symmetric
Using Constraints
• Click the constraint icon
• pops-up a window, with title “Constraints”
• Draw different shapes and apply them
• Represented by letters and symbols
Horizontal Constraint
• Makes any line horizontal
• Represented by letter “H”
Horizontal constraint
Vertical Constraint
• Makes any line vertical
• Represented by letter “V”
Vertical constraint
Parallel Constraint
• Makes two line Parallel to each other
• Represented by the symbol “//”
Parallel constraint
Perpendicular Constraint
• Makes two lines perpendicular to each other
• Also called “Orthogonal” constraint
Perpendicular constraint
Equal Constraint
• Makes two entities equal to each other
• Applied to radius (R), diameter, length (L), angles measurement
Equal constraint
Tangential Constraint
• Makes a point tangent to the curve
• Represented by letter “T”
Tangential constraint
Applying Constraints
• Equilateral Triangle
• Isosceles Triangle
Equilateral Triangle
Isosceles Triangle
Practice Drawing 1
Practice Drawing 2