Automobile inertial parameter measurement test bed and automobile inertial parameter dynamic calculation method
An inertial parameter and test-bed technology, applied in the field of measurement, can solve problems such as complex measurement procedures, complex pitch and yaw drive mechanisms, and inability to calculate inertia products.
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Embodiment 1
[0076] The electric tilting cylinder 31 drives the motion platform system 5 in the initial state of zero degree, α 1 degree and alpha 2 degrees, small-amplitude sinusoidal motion is performed, and the force vector F measured by the roll single-component force sensor 411 1 and the force vector F measured by the pitch and yaw two-component force sensor 412 2 , F 3 , respectively find the mean value of the pitching balance torque at zero degree roll alpha 1 Average value of balance torque and roll α 2 Average value of balance torque
[0077] The solution equation for the position coordinates of the center of mass is:
[0078] - mg 0 0 0 mg cos α ...
Embodiment 2
[0081] Using the pitch initial state as degrees, zero degrees and The small-amplitude sinusoidal motion is carried out respectively at degrees, and the pitch Average value of balance torque Mean value of roll balance torque at zero degree and pitch Average value of balance torque The solution equation for the position coordinates of the center of mass is:
[0082]
Embodiment 3
[0084] Using the roll initial state α 1 degree and alpha 2 Perform small-amplitude sinusoidal motions at each degree, and find the average value of the balance torque with calculate y α 、h α ;use pitch initial state Degree and Perform small-amplitude sinusoidal motions to obtain the average value of the balance torque with Calculate ;Using the yaw initial state of zero degree to perform small-amplitude sinusoidal motion, and find the average value of the balance torque with calculate x θ 、y θ ;
[0085] The solution equation for the position coordinates of the center of mass is:
[0086] 0 mg cos α 1 - mg sin α 1 ...
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