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Thread: Utilizing math functions [f(x)] to generate sketch geometry.

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    Question Utilizing math functions [f(x)] to generate sketch geometry.

    We have parts with complex shapes which can only be defined by generating a curve based on a mathematical equation. For example: sine wave, parabola, hyperbola, etc. How can we command inventor to generate a sketched shape such as this?

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    Administrator Ed Jobe's Avatar
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    Default Re: Utilizing math functions [f(x)] to generate sketch geometry.

    I don't have IV anymore, so I can't give you specific help on the newer versions. However, I have a lisp routine that will generate a parabola. IOW, you can run the function in acad, generate a polyline, and then import that into IV and loft it, sweep it, etc.
    C:> ED WORKING....


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    Default Re: Utilizing math functions [f(x)] to generate sketch geometry.

    Thanks for the quick reply Ed. If you wouldn't mind sending me that lisp file I'll give it a try. At least it will give a place to start.
    I'm new to this whole forum thing. Can you get my e-mail from my profile?

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    Default Re: Utilizing math functions [f(x)] to generate sketch geometry.

    From what I gather you have to draw the geometry and then apply equations to drive dimensions you'd put in.


    Take for example a parabola...

    Draw a spline with 3 points. Dimension between the 3 points in a matter that permits the lateral distance to be equal from each endpoint to the centerpoint, and then apply your height dimension...

    Like this...
    Attached Images Attached Images

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    Administrator Ed Jobe's Avatar
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    Default Re: Utilizing math functions [f(x)] to generate sketch geometry.

    In case you still want the lisp.
    C:> ED WORKING....


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    Manufacturing Moderator jonathan.landeros's Avatar
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    Default Re: Utilizing math functions [f(x)] to generate sketch geometry.

    Another suggestion, use Excel to generate the points, and import the points into Inventor. You should be able to put a spline through that and get your curve.

    Don't know if that absolutely solves your issue, but it's at least another option.
    Jonathan Landeros
    KETIV Technologies
    Orange County, California.

    I've got a blog: www.inventor-tales.blogspot.com

    “We have now left Reason and Sanity Junction.Next stop, Looneyville.” -Bob the Skull in the Dresden Files

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