Parallelism measurement

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  • Parallelism measurement

    So I'm having trouble with a few parallelism measurements in a program. It's outputting pretty nonsensical measured values and I can't work out what I've done or not done. Code below for one of the measurements and the features it uses, any suggestions?

    Thanks

    Code:
    CIR1 =FEAT/CIRCLE,CARTESIAN,IN,LEAST_SQR
    THEO/<-126.228,51,-128.5>,<-1,0,0>,3
    ACTL/<110.776,-463.336,-563.202>,<-0.9999315,-0.0087135,0.0078137>,3.012
    MEAS/CIRCLE,5,FEATURE=PLN1
    HIT/BASIC,NORMAL,<-126.257,49.573,-128.039>,<0,0.9515913,-0.3073662>,<110.784,-463.718,-561.758>,USE THEO=YES
    HIT/BASIC,NORMAL,<-126.21,50.708,-127.029>,<0,0.1949228,-0.9808186>,<110.78,-464.841,-562.988>,USE THEO=YES
    HIT/BASIC,NORMAL,<-126.27,52.413,-127.997>,<0,-0.9421437,-0.3352093>,<110.772,-461.836,-562.987>,USE THEO=YES
    HIT/BASIC,NORMAL,<-126.169,51.796,-129.771>,<0,-0.5306823,0.8475708>,<110.77,-462.418,-564.389>,USE THEO=YES
    HIT/BASIC,NORMAL,<-126.236,49.819,-129.425>,<0,0.7873027,0.6165667>,<110.776,-464.37,-564.288>,USE THEO=YES
    ENDMEAS/
    LIN1 =FEAT/LINE,CARTESIAN,UNBOUNDED,NO
    THEO/<-126.228,51,-128.5>,<1,0,0>
    ACTL/<110.776,-463.336,-563.202>,<0.9999746,0.0021198,-0.0068067>
    CONSTR/LINE,BF,3D,CIR1,CIR2,,
    OUTLIER_REMOVAL/OFF,3
    FILTER/OFF,WAVELENGTH=0
    PLNB =FEAT/PLANE,CARTESIAN,OUTLINE,NO
    THEO/<-126.228,0,0>,<0,0,1>
    ACTL/<-125.915,0,0>,<0,0,1>
    CONSTR/PLANE,PLTO,LIN1,CIR1
    DATUMD =FEAT/PLANE,CARTESIAN,OUTLINE,NO
    THEO/<6.93,54.5,-50.846>,<0,-1,0>
    ACTL/<6.931,54.404,-50.858>,<-0.0003426,-0.9999848,0.0055063>
    CONSTR/PLANE,BFRE,PNT1,PNT2,PNT3,,
    OUTLIER_REMOVAL/OFF,3
    FILTER/OFF,WAVELENGTH=0
    DIM 5.5= PARALLELISM OF PLANE DATUMD,RFS TO PLANE PLNB,RFS UNITS=MM ,$
    GRAPH=OFF TEXT=OFF MULT=10.00 OUTPUT=BOTH
    AX NOMINAL +TOL -TOL MEAS DEV OUTTOL
    M 0.000 0.100 0.000 37.209 37.209 37.109 -------->

  • #2
    Just looking at the vectors, there's a problem...
    The line is approximately along X, the datum D as a vector along -Y.
    You construct a plane parallel to a line.... But there are an infinity of planes parallels to a line...
    Maybe you should create the plane parallel to PL1 ?

    Comment


    • KIRBSTER269
      KIRBSTER269 commented
      Editing a comment
      I See Plane D to Plane B unless they changed it, but that doesn't change Jefferys fact. those 2 planes are perpendicular not parallel.

    • KIRBSTER269
      KIRBSTER269 commented
      Editing a comment
      I just seen what he constructed that out of Jeffery, my apologizes.

  • #3
    Why you trying to make me spit out my morning coffee...

    Comment


    • JEFMAN
      JEFMAN commented
      Editing a comment
      Maybe because it's not morning ?

    • Sora5
      Sora5 commented
      Editing a comment
      Haha, it's always morning somewhere in the world!

  • #4
    Not my finest moment... Have actually constructed plane B to be somewhere close <0,1,0> and lo and behold... Thanks guys.

    Comment


    • #5
      I am struggling to see how you can construct a stable parallel plane from a circle and line.

      Comment


      • KIRBSTER269
        KIRBSTER269 commented
        Editing a comment
        easy as spinning a dreidel.

      • alexk
        alexk commented
        Editing a comment
        I definitely can't, it's all I have to work with though.

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