The Design Method of the Maximum Limiting Deflection of Non-equal Deviation Frequency Type Three-Stage Gradual Stiffness Leaf Spring
A technology of maximum limit and stiffness, applied in the field of bias-frequency three-stage gradient stiffness leaf springs, which can solve the complex deflection calculation and cannot meet the CAD software development requirements for the design of non-uniform bias-frequency three-stage gradient stiffness leaf springs, not given. Problems such as maximum limit deflection of non-equi-biased three-stage gradient stiffness leaf springs
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[0050] Embodiment: The width b of a non-equal-bias type three-stage gradient stiffness leaf spring is b=63mm, half of the clamping distance L of the saddle bolt 0 =50mm, elastic modulus E=200GPa, maximum allowable stress [σ]=800MPa. The total number of pieces of the main and auxiliary springs N = 5, where the number of main reeds n = 2, the thickness of each piece of the main spring h 1 = h 2 =8mm; half of the active length of each leaf of the main spring is L 1T =525mm,L 2T =450mm, half of the clamping length is L 1 =L 1T -L 0 / 2=500mm, L 2 =L 2T -L 0 / 2=425mm. The number of sheets of the first secondary spring n 1 = 1, thickness h A11 =8mm, half of the active length is L A11T =350mm, half of the clamping length is L A11 =L 3 =L A11T -L 0 / 2=325mm. The number of pieces of the secondary secondary spring n 2 =1, thickness h A21 =13mm, half of the active length is L A21T =250mm, half of the clamping length is L A21 =L 4 =L A11T -L 0 / 2=225mm. The number ...
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