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Rebound Model

Rebound Model
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2017-05-15 19:42
VectorFunctionCoordinate GeometryParametric EquationInequality
In collections Physics Lab
This example demonstrates a physical model of rebound motion, showing the trajectory and velocity changes of a bouncing ball. It involves core mathematical concepts like exponential functions, inequalities, vector operations, coordinate geometry, and parametric equations. Construction highlights include commands like If, Circle, Point, Vector, Segment, and Angle in GeoGebra. Suitable for high school physics and mathematics education, visualizing kinematics principles and mathematical modeling.

GeoGebra Commands & Parameters

  1. If(dy < 0.5, frs, fry) → frx
  2. Circle(A, fmax) → c
  3. Point(c) → C
  4. Vector(A, C) → u
  5. Point(xAxis) → M
  6. Segment(Oh, O) → d
  7. Segment(O, M) → e
  8. Segment(D, A) → h
  9. Angle(D, A, C) → α
  10. Circle(B_2, 1) → b
  11. Segment(M, Mh) → f
  12. Segment(Oh, (0.8, 20)) → j