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What is jiggling vertices?
Why does jiggling happen when a target is not moving?
How does a scientific experiment work?
A simple "jiggle" recipe. So, we would like to make a 3D point \( p_n \in \mathbb R^3\) at the \( n^{\text th} \) animation frame jiggle. One way to do this is to have a target point (\(target \in \mathbb R^3\)) which will attract \( p_n \) in such a way that it "jiggles" around his \( target \).
Would it be a good experiment for the example to take a cup of water from the pond and also from the ocean, then cool them both under the same conditions (until they were at the same tempt), then putting them at 0 Celsius to see what happen? (maybe a control cup with destilled water too)
- 12 min
- Sal Khan
Alhazen's experiment may seem simplistic today, but his methodology was groundbreaking: He developed a hypothesis based on observations of physical relationships (that light comes from objects), and then designed an experiment to test that hypothesis.