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Tautochronous track with sensors, for interface

Function

Intended for experimental study, mathematics laboratory and carrying out mathematics experiments on: movement in two dimensions under the action of gravity, trajectory, identifying the brachistochronic characteristic of the track in an inverted cycloid, tautochronic characteristic of the track in an inverted cycloid, parametric equations of the inverted cycloid, etc. Note: It needs to be connected to an interface.

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Key Experiments

  • » The shortest path is not always the fastest. The brachistochronic feature of the inverted cycloid - 1400.221
  • » Time is independent of the starting point of the sphere, a tautochronous characteristic of the inverted cycloid. - 1400.222
  • » How to obtain a cycloid curve using free software? - 1400.225
  • » Is the shortest path always the fastest? The brachistochronic characteristic of the inverted cycloid with interface. - 1400.226
  • » Does travel time always depend on the distance between two points? The tautochronous characteristic of the inverted cycloid with interface. - 1400.227
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