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Estimating traversal time of car on a path

  1. Apr 16, 2010 #1
    Hello, I have defined a C2 continuous path using piecewise functions, and I want to estimate the time a car takes to go from the beginning to the end. There are many things left out, such as weight transfer. Here is the "pseudocode" of what I tried:

    deltaT is set to 0.1 seconds
    input: beginning, end, deltaT

    t=0
    v=0
    a="some acceleration i choose"
    position= beginning

    while "end of path not reached" do
    travelleddistance=[tex]v\Delta t+0.5a\Delta t^{2}[/tex]
    position="new position on the path, given the travelled distance"
    t=[tex]t+\Delta t[/tex]
    [tex]v=\min \left(\sqrt{\frac{curveradius\cdot \mu_{s}\left(mass\cdot g+downforce)}{mass}},v+a\Delta t,\left(\textrm{maxspeed given power of car, bounded by air drag}\right)\right)[/tex]
    [tex]a=\min\left ( \sqrt{\textrm{formula derived from tractioncircle}},\frac{Power of car}{v\cdot mass} \right )[/tex]​
    end do
    output: t

    A few questions:
    this basic algorithm assumes the car can always decelerates from speed v to the next maximum speed, for any delta T. Any ideas on how to take deceleration limits into account?
     
  2. jcsd
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