Recent content by ptk3

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    Comparing Times of Flight in a Linear Air Resistance Model

    So how did you get the TeX looking formulas in your post?
  2. P

    Comparing Times of Flight in a Linear Air Resistance Model

    Thanks - the T_{up} = T_{down} was counter to my physical intuition, so I was suspicious. Thanks for your time. This was not an assignment.
  3. P

    Comparing Times of Flight in a Linear Air Resistance Model

    I don't think the file uploaded, so here's a copy: http://caccmath.cacc.cc.al.us/air-resist.pdf
  4. P

    Comparing Times of Flight in a Linear Air Resistance Model

    Here are the results for linear air resistance. The quadratic resistance results are being written up now. I hope I did the attachment correctly.
  5. P

    Comparing Times of Flight in a Linear Air Resistance Model

    Let me finish writing it up and then I'll submit it in pdf form.
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    Comparing Times of Flight in a Linear Air Resistance Model

    I've solved the problem and would like to see if someone gets the same results.
  7. P

    Comparing Times of Flight in a Linear Air Resistance Model

    My question deals with times of flight under a linear model of air resistance. Let me describe the problem. Up problem: v' = -g - kv, x(0) = 0, v(0) = v_0 Down problem: v' = -g + kv, x(0) = h, v(0) = 0 Define T_{up} and h (max. height) by the Up problem: x(T_{up}) = h, v(T_{up}) = 0...
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