Recent content by OTSEngineer

  1. O

    Using Momentum, KE and PE to solve this skier velocity problem

    m*g*h=(1/2)*m*v^2 v=sqrt(2gh) Fg=Fc g=(v^2)/r g=(2gh)/r r=2h 32.8=2h h=16.4
  2. O

    Using Momentum, KE and PE to solve this skier velocity problem

    Ah, centripetal force? That makes the height, ##h##, 16.4m. I did not think about this. I will review centripetal force. Thank you.
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    Using Momentum, KE and PE to solve this skier velocity problem

    Gravity is the only force acting on the skier, so the acceleration is ##-9.81m/s^2##.
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    Using Momentum, KE and PE to solve this skier velocity problem

    ##V=sqrt(2*g*h)##, where h is the height shown in the picture. The skier would lose contact with the snow if there still is momentum in the y direction right when they reach the crest of the second hill. Or, if the momentum in the y direction reaches 0 just as the crest is reached.
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    Using Momentum, KE and PE to solve this skier velocity problem

    See a picture of the question above. My thoughts are: dp(y)/dy is negative such that when going up the slope, the momentum in the y direction is equal to 0 just as the skier reaches the top of the circular section. Given that there is no friction on the slopes, the energy of the skier...
  6. O

    How do PI controllers achieve steady state?

    I suppose then that the modern approach is to develop a transfer function with the poles and zeros needed to insure stability for the anticipated operating conditions. Is that correct?
  7. O

    How do PI controllers achieve steady state?

    Hello DaveE, Would you happen to have any documentation on second order integrators in PID controllers? Thank you for your explanation.
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    How do PI controllers achieve steady state?

    Summary: A question about how PI controllers reach steady state Hello PhysicsForums, I need a little help understanding how a PI controller works when operating in steady state. Here is the equation in State Space form: Where In standard form, the equation is: Where The question I’m...
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