Forums 3D MODELS Jobs Prototype Parts Fast
Pro/E Home Event Calendar MCAD Central Home Pro/E Home
Creating Features Based on Graphs or Equations
January, 2003, by Ed Muirhead

Say you need to add a cut with a sinusoidal profile, or you need a raised profile based on a graph ... how do you model these? Use sketch relations or datum graphs to control these features...

Sinusoidal cut and graph based protrusion


This example uses the trajpar variable to drive a sinusoidal cut round a cylinder.
  1. Insert > Cut > Variable Section Sweep - Pivot Dir.
  2. Select a datum normal to the path of the cut (in this case a datum on the end surface).
  3. Select or Make Datum for Sketch Plane and orientation plane.
  4. Pick the Outer Diameter as a reference and draw a circle on the OD - this is the trajectory.
  5. Select Done when prompted for another trajectory.
  6. Next, sketch the cross-section of the feature, including an offset dimension from the trajectory. In this case it's a square cut 5 x 5 with offset of 2 from the trajectory.

    Cross-section sketch

  7. Then add the smart bit: Sketch > Relations - add a sine equation:
    sd# = sin (trajpar * 360 * N) * H where: sd# is the name of the offset dimension (find this with Info > Switch Dimensions) N is the number of sine waves around the circumference H is the height of the sine wave
  8. Complete the sketch.


This example uses a datum graph to drive the shape of a protrusion round a cylinder.
  1. Insert > Datum > Graph (Name the graph appropriately).
  2. Sketch > Co-ordinate System - place the graph origin point.
  3. Sketch the graph profile adding dimensions as required. (Note the overall sizes of the graph.)
  4. Insert a Variable section sweep as in steps 1-6 above, sketching the required outline.
    Cross-section sketch

  5. This time, add an evalgraph equation in Sketch > Relations:
    sd#=evalgraph("graph_name", trajpar * D) / (R/N) where: sd# is the sketcher dimension being controlled "graph_name" is the graph feature name D is the domain of the graph (maximum x-value) R is the range (maximum y-value) N is the normalizer, or actual desired range of the dimension
    For example, if your graph is drawn with x in the range 0-50 then D=50 (trajpar only goes 0-1).


Other examples on the web...
  • PTC - Creating a wave washer
  • PTC - Creating sweeps with graph features

    See more Pro/E and Intralink tips, tricks and links at Pro/E Help


  •  

    Related Files

     

    Related Articles

    Email This Article To A Friend - Print This Article
    Articles can be E-mailed to a friend and you can get a printable version of the article.
    Use your own buttons and links!
    Search Articles :
    By Creating a simple form like this on anywhere on your site,
    you'll get a full search engine for your articles
     


    About Us | Contact Us | Report a Bug | Tell a Friend | Advertise | Site Map | Click here to access RSS feeds.