Simulation checking method for maximum limit deflection of first-grade plate spring with unequal bias frequency and gradually-changed stiffness
A technology of maximum limit and simulation calculation, applied to the direction of spring components, springs, leaf springs, etc. composed of several springs, can solve problems such as unsatisfactory, difficult to protect, and difficult to obtain accurate and reliable maximum limit deflection design value, etc.
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[0056] Embodiment: The width of a leaf spring with non-equal bias frequency and graded gradient b=63mm, the modulus of elasticity E=200GPa, the maximum allowable stress [σ]=800MPa; half of the span of the leaf spring is the half of the first main spring lengthL 1t =525mm, half of the saddle bolt clamping distance L 0 = 50mm. The number of main reeds n=3 pieces, the thickness h of each main spring 1 =h 2 =h 3 =8mm, half of the active length of each main spring is L 1t =525mm,L 2t =450mm, L 3t =350mm; half of the clamping length is L 1 = L 1t -L 0 / 2=500mm, L 2 = L 2t -L 0 / 2=425mm, L 3 = L 3t -L 0 / 2=325mm. The number of auxiliary reeds m = 2 pieces, the thickness h of each auxiliary reed A1 =h A2 =13mm, half of the working length of each auxiliary spring is L A1t =250mm,L A2t =150mm, half of the clamping length is L A1 = L A1t -L 0 / 2=225mm, L A2 = L A2t -L 0 / 2=125mm. The total number of pieces of the main and auxiliary springs N=n+m=5, the clamping...
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