1975
DOI: 10.1007/bf01236457
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Entailment, negation and disjunctive syllogism

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“…In classical mechanics, Kapitza pendulum or Stephenson-Kapitza pendulum [1,2] is a statically unstable inverted pendulum whose statically unstable equilibrium position is stabilized by small fast vertical oscillations of the pivot point. This induced stability initially described by A. Stephenson [3] has been first explained by P. L. Kapitza [1]. To find theoretical reason of the induced stability Kapitza separated the pendulum motion into fast and slow oscillations and, by averaging out fast ones, found the effective potential which has minimum at the pendulum upper position, in contrast to a simple pendulum.…”
Section: Introductionmentioning
confidence: 94%
“…In classical mechanics, Kapitza pendulum or Stephenson-Kapitza pendulum [1,2] is a statically unstable inverted pendulum whose statically unstable equilibrium position is stabilized by small fast vertical oscillations of the pivot point. This induced stability initially described by A. Stephenson [3] has been first explained by P. L. Kapitza [1]. To find theoretical reason of the induced stability Kapitza separated the pendulum motion into fast and slow oscillations and, by averaging out fast ones, found the effective potential which has minimum at the pendulum upper position, in contrast to a simple pendulum.…”
Section: Introductionmentioning
confidence: 94%