FAST LOOPING RIDE (IF YOU ARE ON TIME) "ROTOR" (REMILLY) ONRIDE @ FOIRE DU TRÔNE PARIS (FR) 2022

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  • Опубликовано: 7 май 2022
  • #Thrill #Engines #Thrust #Rides #Kermis #Juegosmecanicos #Funfair #Feria #Kirmes #Feteforain #Schausteller #Lunapark #Carnival #Fiera #pleasure #todo #amusement #Music #Epic #lol #leisure #themeparks #Funfairworldwide #Toerisme
    Manufacturer:
    Type: Centrifuge
    Owner: Remilly
    Filmed by "EXCITER"
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Комментарии • 12

  • @michaelhobbs3426
    @michaelhobbs3426 8 месяцев назад +1

    I been on this

  • @michaelhobbs3426
    @michaelhobbs3426 8 месяцев назад +2

    Like you spin me right round baby right round like a record baby right round round round.

  • @broskie9670
    @broskie9670 Год назад +4

    The guy hit her so haRd😂😂😂😂😂

  • @hayatokuda
    @hayatokuda 2 года назад +2

    The little girl is so cuteee

  • @izaakz12
    @izaakz12 2 года назад +4

    👍

  • @DortmundAndPlotagonFan
    @DortmundAndPlotagonFan 2 года назад +5

    1:29 why did you turn your camera upside down? 😅

    • @FunfairWorldwide
      @FunfairWorldwide  2 года назад +3

      i turn myself ;) Thats makes this ride so nice because you can make a looping :)

    • @pleaxsy_gaming
      @pleaxsy_gaming 8 месяцев назад

      ​@@FunfairWorldwideI climb the wall everytime in skyline-park

  • @catlxverr
    @catlxverr 11 месяцев назад

    What are they standing on/

  • @engestruturas
    @engestruturas 8 месяцев назад +2

    For people to stay "glued" to the rotor wall the friction force (Fat) acting on their back must be equal to their weight (P)
    The friction force is equal to the product of the coefficient of friction and the normal force (N). The normal force in this case is the centripetal force (Fcp)
    Fat = u.N = u.Fcp = u.m.w².R
    P = m.g
    Where m is the mass of the person, w is the angular velocity of the rotor, R is the radius and g is the acceleration of gravity
    Making Fat and P equal and then isolating w we find the minimum angular velocity the rotor must have for people to get "glued" to the wall
    w = [g/(u.R)]^1/2
    I've never been inside it, but would be nice