Design method for free tangent line arc heights of root straight-style unequal thickness stacked plate spring
A straight, non-uniform thickness technology, applied in computer-aided design, leaf springs, calculations, etc., can solve problems such as unsatisfactory suspension leaf springs, reduce design and test costs, improve design levels, and speed up product development speed effect
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Embodiment 1
[0024] Example 1: The width of a flat root non-equal thickness superimposed leaf spring b=60mm, half the length of the root flat section L 0 =50mm, elastic modulus E=200GPa. The number of leaf springs n=5, the thickness of each leaf spring is h 1 = 9mm, h 2 = 8mm, h 3 = 8mm, h 4 =10mm, h 5 =10mm; half of the effective length of each leaf spring is L 1T =575mm, L 2T =525mm, L 3T =475mm, L 4T = 425mm, L 5T = 375mm. The design requirement value of the pre-clamping stress of each leaf spring is σ 1 =-22.12MPa,σ 2 =-14.0MPa, σ 3 =0MPa,σ 4 =8.96MPa,σ 5 = 17.92MPa. The design requirement value H of the initial tangent arc height of the first leaf spring after the leaf spring is assembled and clamped gC1 = 100mm. According to the number of leaf springs, the structural parameters of each leaf spring, the modulus of elasticity, the initial tangent arc height of the first leaf spring after assembly and clamping, and the design requirements for the pre-clamping stress of each leaf spring,...
Embodiment 2
[0050] Example 2: The width of a flat root non-uniform thickness superimposed leaf spring b=60mm, half the length of the root flat section L 0 =50mm, elastic modulus E=200GPa; the number of leaf springs n=4, the thickness of each leaf spring is h 1 =10mm, h 2 = 9mm, h 3 = 9mm, h 4 =9mm; half of the effective length of each leaf spring is L 1T =575mm, L 2T =525mm, L 3T =475mm, L 4T = 425mm, L 5T = 375mm. The design requirement value H of the initial tangent arc height of the first leaf spring after assembly and clamping gC1 =100mm, the design requirement value of the pre-clamping stress of each leaf spring is σ 1 = -44.20MPa, σ 2 =-18.19Mpa, σ 3 = 18.19Mpa, σ 4 =54.56MPa. According to the number of leaf springs, the structural parameters of each leaf spring, the elastic modulus, the initial tangent arc height of the first leaf spring after assembly and clamping, and the design requirements for the pre-clamping stress of each leaf spring, the root The free tangent arc height H of...
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