Compression spring design - Force, Rate and Deflection

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  • čas přidán 7. 09. 2024
  • Basic introduction to spring design. How to work out compression or extension spring rate, force and deflection. Spring free length, minimum working length, maximum working length & solid length. Spring stiffness. Spring calculation, spring load.

Komentáře • 11

  • @PDWCreative
    @PDWCreative  Před 4 lety +2

    Thanks! Glad to help!

  • @user-wk4gk6ss7z
    @user-wk4gk6ss7z Před 9 měsíci

    F1 = 2.91N , Deflection-1 = 6.56mm ( 2 formulas where conflict). F1 = G x d4 x df1 / 8xD3 x Na , df1 = 8 x F x D3 x Na / d4 x G

  • @miniosis1457
    @miniosis1457 Před 3 lety +1

    NICE VERY HELPFUL

  • @manojkumarjogdandebalajito4401

    Nice

  • @devilsdouble6935
    @devilsdouble6935 Před 4 lety

    Good one.Thanks

  • @timeless8757
    @timeless8757 Před 2 lety +1

    Installation length will be 20% of ..... ?? Either free length or something any ??

    • @PDWCreative
      @PDWCreative  Před 2 lety +1

      Your working lengths and required force are whatever your design requirement is. You just need to bear in mind the free and solid / shut lengths needs considering as well

  • @avinashpande4665
    @avinashpande4665 Před 3 lety

    Height H, Mass M, spring compression x
    If Height 2H, mass M, What will be the compression

    • @PDWCreative
      @PDWCreative  Před 3 lety

      The compressed length should be at least one of your working lengths. Your spring design revolves around the required force and compressed loaded length. Once you know this you can start working out your spring free length, diameter, coil count and so on.

  • @Ak-yp7fn
    @Ak-yp7fn Před 2 lety

    Whether the pitch of spring doesn't have any effect on load

    • @PDWCreative
      @PDWCreative  Před 2 lety

      If you change the pitch the free length will change. If the loaded length stays the same this will have some effect on stress and force.