Double-pipeline liquid inertia container with variable inerter coefficient
A technology of inertia coefficient and double pipelines, which is applied in the field of vehicle suspension system, can solve the problems of short service life, low production efficiency and complex structure, etc., and achieve the effects of vibration reduction, stable operation and long service life of the mechanism
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Embodiment 1
[0029] Such as figure 1 As shown, the first metal helical pipeline 4 and the second metal helical pipeline 6 have different radii and the same helical radius, and are arranged on the same cylindrical surface.
[0030] Let: r 1 is the radius of piston 2, r 2 is the inner radius of hydraulic cylinder 1, r 31 is the inner radius of the first metal spiral pipe 4, r 32 is the inner radius of the second metal spiral pipe 6, r 4 is the radius of the helix, h is the pitch of the helix, n is the number of turns of the helix, L is the inner length of the hydraulic cylinder 1, and ρ is the density of the liquid.
[0031] Like springs, dampers, capacitors, resistors, and inductances, inerters are also ideal components. Therefore, when abstracting an actual device into an inerter, some secondary factors must be ignored, such as small sliding friction. Like the ideal hydraulic damper equipment, the quality of the piston 2, the piston rod 3, the hydraulic cylinder 1 and the oil should b...
Embodiment 2
[0067] Such as figure 2 As shown, the first metal helical pipeline 4 and the second metal helical pipeline 6 have the same radius and different helical radii, and are arranged on two concentric cylindrical surfaces.
[0068] Let: r 1 is the radius of piston 2, r 2 is the inner radius of the hydraulic cylinder 1, the radius of the first metal helical pipeline 4 and the second metal helical pipeline 6 is r 3 , r 41 is the spiral radius of the first metal spiral pipeline 4, r 42 is the helical radius of the second metal helical pipeline 6, h is the pitch of the helix, n is the number of turns of the helix, L is the inner length of the hydraulic cylinder 1, and ρ is the density of the liquid.
[0069] Same as in Example 1, some minor factors are ignored and idealized.
[0070] The cross-sectional area of the hydraulic cylinder A 1 = π(r 2 2 -r 1 2 ), the cross-sectional area A of the first metal helical pipeline 4 and the second metal helical pipeline 6 2 '=πr 3 2 ...
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