Control algorithm of automotive magneto-rheological semi-active suspension system and real-time optimal current
A technology of semi-active suspension and control algorithm, applied in suspension, elastic suspension, vehicle parts, etc., can solve problems such as failure to give
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Embodiment 1
[0034] Embodiment one: the sprung mass m of certain automobile single-wheel suspension 2 =300kg, suspension stiffness k 2 =13057N / m, unsprung mass m 1 = 40kg, tire stiffness k t =192000N / m; the inner diameter of the piston cylinder of the magneto-rheological shock absorber is D H =28mm, piston rod diameter d g =18mm, the annular gap between the piston and the inner cylinder h=1.0mm, the diameter of the piston D p =D H -2h=26mm, piston length L=40mm; suspension lever ratio i=0.9 and shock absorber installation angle θ=10°; the initial viscosity of the magnetorheological fluid is 0.8Pa.s when no external magnetic field is applied, and the magnetorheological fluid The magnetic shear stress coefficient K τ = 0.0015, the magnetic field strength index of the magnetic shear stress α = 1.6; suspension dynamic deflection limit stroke [f d ] = 0.1 m. The measured body motion speed u 2 =0.2m / s, wheel speed u 1 =-0.1m / s, vehicle speed v=40km / h, vehicle body vibration acceleratio...
Embodiment 2
[0063] Embodiment 2: The vehicle is the same as Embodiment 1, that is, vehicle parameters, suspension parameters, suspension dynamic deflection limit stroke, structural parameters of the magnetorheological shock absorber, characteristic parameters of the magnetorheological fluid, and number of turns of the electromagnetic coil. Exactly the same as that of embodiment one; Just the measured vehicle speed v, vehicle body vibration acceleration during driving Body up and down movement speed u 2 , Wheel up and down movement speed u 1 , and the magneto-rheological shock absorber electromagnetic coil current I 'is different from that of embodiment one; wherein, the measured vehicle body motion speed u 2 =0.35m / s, wheel speed u 1 =0.1m / s, vehicle speed v=60km / h, vehicle body vibration acceleration Current magneto-rheological shock absorber electromagnetic coil current I'=0.45A. The current road condition G of the car q (n 0 ) to identify, and calculate the real-time optimal co...
Embodiment 3
[0092] Embodiment three: a semi-active suspension system of a certain automobile, except that the sprung mass and suspension stiffness are different from those in embodiment one, other parameters and the signals measured during driving are all identical to those in embodiment one; The sprung mass of the single wheel of the car m 2 =400kg, suspension stiffness k 2 =20884N / m; the current road condition G of the vehicle q (n 0 ) to identify, and calculate the real-time optimal control current I of the magneto-rheological shock absorber electromagnetic coil under the current driving condition.
[0093] Using the design steps of Embodiment 1, the control current I of the magneto-rheological shock absorber electromagnetic coil is calculated, namely:
[0094] (1) The current damping coefficient C′ of the semi-active suspension system of the vehicle d And the real-time simulation calculation of the damping ratio ξ':
[0095] According to the structural parameters of the shock abs...
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