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JDowe

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Posts posted by JDowe

  1. Analyzing the 2 profiles they are not the same

    the tops are unequal arcs - a sweep surface

    using the 2 along profiles and one along gives a

    surface that analyzes as good - the distance

    between the 2 along splines is not constant

    all the way around

  2. create a face toolpath in the front plane

    then rotate the toolpath about the top plane

    in as many angles as wanted - maybe start

    with 16 sides - then go to 32 sides etc

    until it is as close to round as wanted

  3. Lay the part out flat in the top view - the length of the part around the outside is determined by the included angle that the groove

    makes from the dia to the center - then move the geometry up in the z axis by ((17.012) - (3.078)) then do a contour toolpath with Y axis substituted using the 6.156 dia of rotation

    I can e-mail you a sample if this is confusing

  4. I think the 4th axis rotation with 2d contour

    will work - lay out the geometry flat and do

    a y axis subsitution - the y axis length will be

    equal to the included angle of the 17.01 radius-

    in the top c-plane draw a line eqaual in length to the circumference of the 3.078 dia - a contour toolpath from end to end on this line will go once around the 3.078 dia starting at 0 and ending at 360 - to place the geometry at any

    angle move it along the line - end point is 0 middle is 180 etc -draw your groove so that the

    length falls at the included angle of the 17.01 dia then translate the groove geo z+ ((17.01/2) - (3.078/2)) then write a contour toolpath and do a y axis substitution uaning 30.078 dia

    I can e-mail you an example if you like

  5. If the lines are connected and will chain

    write a contour toolpath with cutter comp off

    and a toolpath filter - then backplot and save the backplot as geometry - this should smooth out your gemetry and give tangent lines and arcs - if the geometry wont chain try setting the chaining tolerance to a bigger value

  6. I think this fplot will do what you want

     

    step_var1 = t

    step_size1 = 10

    lower_limit1 = 0

    upper_limit1 = 90

    geometry = nurbs

    origin = 0,0,0

    x =(2-(.01*t))*cos(t)

    y =(2-(.01*t))*sin(t)

     

    for your application change the 2 to your radius

    change the step size to 1

    change the .01 to the amount each line shortens

    make sure to check that the variables in the

    fplot dialog box are set to match those in your equation

     

    this example above assumes going from 0 to 90 degreesin 10 degree increments

    with each line shortening by .01

    it will plot a nurbs curve

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