Simulation of a Dripping Faucet

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概要

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• A dripping f'atrcet systetn is siutatrlated. We ntttrrerically show that a hanging drop generallyhas rnany equilibritrraa shatpes btrt only one atnong them is stable. By taking a stable eqvxilibrivxmshape as an initial state, a sinatrlation of' dynarnics is done, f'or wlaich we present a new atlgorithraabased on Lagrangian description. The shape of' a drop furlling i'rom a faucet obt?rined by thejcresent algorithna agrees qtrite well with experirmeratal observations. Long-term behatvior of' thesitaatrlation can reprodttce period-ou?e, period-two, interrnittent ?rnd cluaotic oscillatiotas widelyobserved in experiutaents. Possible routes to chaos are disctrssed.

• 社団法人日本物理学会の論文
• 1999-04-15

著者

• ISHIOKA Shunya

  Department of Information Science, Kanagawa University at Hiratsuka

• Fuchikami Nobuko

  Department Of Physics Faculty Of Science Tokyo Metropolitan University

• KIYONO Ken

  Department of Physics,Tokyo Metropolitan University

• Ishioka S

  Department Of Information Science Kanagawa University

• Ishioka Shunya

  Department Of Information Science Kanagawa University

• Kiyono Ken

  Department Of Physics Tokyo Metropolitan University

• FUCHIKAMI Nobuko

  Department of Physics,Tokyo Metropolitan University

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