Drawing arcs only with lengh and a tangential line given

Discussion in 'AutoCAD' started by shyam, Nov 20, 2004.

  1. shyam

    shyam Guest

    Hi,

    Is it possible to draw an with given length and a trangential line given?
    So, we have
    - start point,
    - line which is a tangent for arc to be drawn and
    - length of arc
    There is no information about the radius, chord length, sweep angle etc.

    If any LISP available with any body plz. help

    -shyam
     
    shyam, Nov 20, 2004
    #1
  2. shyam

    John Uhden Guest

    No, not without other curve information sufficient to determine the radius.

    It sounds like you're recreating a parcel map. If you can't get the deed or
    filed map, then work around the parcel from the other direction to determine the
    endpoint of the arc. The use the Circle;3P command. selecting Tan for each of
    the two tangent lines, and Endpoint of the line you think is better. Of course
    this will only approximate the original.
     
    John Uhden, Nov 20, 2004
    #2
  3. shyam

    Gary D'Arcy Guest

    shyam,

    John is 100% correct and to explain it in more detail the only thing you
    know about the arc
    is its length.The only equation that is applicable is L=R*Theta;
    Now you have L but you have two other variables that cannot be resolved.
    and the start point and the tangent vector only define the position in
    space.
    and basically have nothing to do with the arc.

    Regards Gary
    www.ltfactory.com
     
    Gary D'Arcy, Nov 22, 2004
    #3
  4. If it's a property boundary, and if you can determine the other endpoint of
    the arc by working around as John suggests, then you can do better than
    approximating the arc. Draw a line over the tangential line, ending at the
    start point of the arc, to establish the starting direction for the arc.
    Then call up the Arc command and just hit Enter, and you get to drag the
    tangential arc by its other endpoint, which you can then Osnap to the
    location worked around from the other direction. The resultant arc might
    not agree exactly with the known length, because of rounding in property
    boundary descriptions, but it should be very close.
    --
    Kent Cooper, AIA


    ...
    ....
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    Kent Cooper, AIA, Nov 22, 2004
    #4
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