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_:N55ad76e6d4064313bf70cb839f6855f9 "10.1007/s12045-014-0015-0" .
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"Pure Mathematics" .
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"Department of Chemistry, Stanford University, 94305, Stanford, CA, USA" .
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"2014-02" .
"The physics behind the game of billiards is rather well understood as is our grasp of classical mechanics. We present here a mathematical explanation of why slice shots are more difficult than direct shots. Despite a large number of treatises dedicated to the study of physics of billiards, it appears that the simple explanation has escaped our attention until now. We show that high impact-parameter shots impart a larger angular spread to the object ball, compared to head-on shots. The effect can be understood in terms of a non-linear relationship between the impact parameter and the scattering angle, and the fact that a real-world pool player does not have a perfect cue ball control; in other words, the impact parameter distribution is not a delta function, but has a finite spread. To keep the mathematics simple and not to obscure the underlying physical principles our treatment ignores the ball\u2019s spin, friction, and other well-known effects in the game of pool." .
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"http://link.springer.com/10.1007%2Fs12045-014-0015-0" .
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_:Ncc1d48fdaf4a4fbe8f70edb9f52a3b2f "Springer Nature - SN SciGraph project" .
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"Why some pool shots are more difficult than others" .
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"2019-04-11T01:10" .
"2014-02-01" .
"Resonance" .
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