Computing method for circumferential stress of equivalent structure circular sandwich valve plate of absorber
A technology of circumferential stress and superimposed valves, which is applied in the field of hydraulic shock absorbers, can solve problems such as the lack of analytical calculation formulas or calculation methods, and the difficulty in meeting the design and production requirements of shock absorber superimposed valve plates.
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Embodiment 1
[0038] Embodiment one: The radius of the inner circle of a shock absorber with an isostructured annular superimposed valve plate ra =5.0mm, outer circle radius r b =8.5mm, valve port radius =8.0mm modulus of elasticity E =200GPa, Poisson's ratio mu =0.3, the thickness and number of superimposed valve plates are respectively h 1 =0.1mm, n 1 =3; h 2 =0.15mm, n 2 =2; h 3 =0.2mm, n 3 =1, uniform pressure p =3.0MPa.
[0039] (1) Determine the equivalent thickness of the isomorphic annular superimposed valve plate h e :
[0040] According to the thickness and the number of circular superimposed valve plates of a certain shock absorber h 1 =0.1mm, n 1 =3; h 2 =0.15mm, n 2 =2; h 3 =0.2mm, n 3 =1, the equivalent thickness of the isomorphic annular superimposed valve plate h e for:
[0041] =0.260855mm;
[0042] (2) Determine the thickness proportional coefficient of the isomorphic annular superimposed valve plate k hi
[0043] Accordin...
Embodiment 2
[0063] Embodiment two: The structural parameters and material characteristic parameters of a shock absorber isomorphic annular superimposed valve plate are exactly the same as those in Example 1, and the thickness and number of superimposed valve plates are respectively h 1 =0.1mm, n 1 =1; h 2 =0.15mm, n 2 =1; h 3 =0.2mm, n 3 =1, pressure p =3.0MPa.
[0064] (1) According to the thickness and number of stacked valve plates h 1 =0.1mm, n 1 =1; h 2 =0.15mm, n 2 =1; h 3 =0.2mm, n 3=1, to determine the equivalent thickness of the shock absorber isomorphic annular superimposed valve plate h e for:
[0065] = 0.231303mm;
[0066] (2) According to the thickness of the isomorphic annular superimposed valve plate h 1 =0.1mm, h 2 =0.15mm, h 3 =0.2mm, and the equivalent thickness in step (1) h e =0.231303mm, determine the thickness proportional coefficients of each superimposed valve plate as:
[0067] k h 1 = 0.43233, = 0.6485, = 0....
Embodiment 3
[0075] Embodiment three: The material characteristic parameters and inner circle radius of a shock absorber isomorphic annular superimposed valve plate are the same as those in Example 1, and the outer circle radius =8.75mm, the thickness and number of superimposed valve plates are respectively h 1 =0.15mm, n 1 =1; h 2 =0.2mm, n 2 =3, the pressure is evenly distributed p =3.0MPa.
[0076] Adopt exactly the same steps as Example 1, namely:
[0077] (1) According to the thickness and number of stacked valve plates h 1 =0.15mm, n 1 =1; h 2 =0.20mm, n 2 =3, to determine the equivalent thickness of the isomorphic annular superimposed valve plate h e for:
[0078] = 0.30138mm;
[0079] (2) According to the thickness of the isomorphic annular superimposed valve plate h 1 =0.15mm, h 2 =0.2mm, and the equivalent thickness in step (1) h e =0.30138mm, determine the thickness proportional coefficients of each superimposed valve plate as:
[0080] k h 1 ...
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