Recent content by emus

  1. emus

    I Defining Characteristic Time and Distance in an Acceleration Function

    Thanks! I thought fitting meant just inserting the experimental values into the equation and solving for "k". I will look into "least squares fitting". As for solving for ##(f-kv)##, from equation (2) in the paper I linked, you can find ##f = Iα/R##. You can then insert moment of inertia for...
  2. emus

    I Defining Characteristic Time and Distance in an Acceleration Function

    My goal is to find the drag coefficient so I can see the strength of the induced eddy currents acting on the magnet. It is not about learning fundementals about experiments. In the end I will write a report of some sorts about the results and the experiment. It is not a school project, something...
  3. emus

    I Defining Characteristic Time and Distance in an Acceleration Function

    Thanks for the compliment! By "running the simulation", do you mean running the equation with the angle and mass to find the ideal acceleration? how do I make a range of guessed values for the drag coefficient? I don't have any basis to make an estimation for the drag coefficient. This is my...
  4. emus

    I Defining Characteristic Time and Distance in an Acceleration Function

    Thanks for the reply, it cleared up a lot. I still have a few questions though. Which "messy constants" do I replace with which "neat ones". I'm not sure since I don't see any constant to replace with time or distance. I know it is very a amateurish question but I really don't have much...
  5. emus

    I Defining Characteristic Time and Distance in an Acceleration Function

    Before starting, I will leave the link to the article I am talking about here: http://www.msc.univ-paris-diderot.fr/~phyexp/uploads/LaimantParesseux/aimant2.pdf I am conducting a similar experiment to the one discussed in the paper above. Basically, I am rolling a neodium supermagnet down a...
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