Tire pressure monitoring and early warning system and method based on wheel pulse number absolute comparison method
A wheel pulse, tire pressure monitoring technology, applied in tire measurement, tire parts, vehicle parts, etc., can solve the problem of sensors affected by vibration, high temperature, high pressure and centrifugal force, as well as wireless data transmission, reduced work reliability, and installation. The complex process and other problems can shorten the tire pressure judgment time, reduce the misjudgment rate and missed judgment rate, and achieve the effect of high reliability.
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[0041]The tire pressure monitoring and early warning system of the present invention includes wheel speed sensors installed on the four wheels of the vehicle, a wheel pulse number receiving and processing unit that receives and processes the pulse signals output by the wheel speed sensors, and stores the pulse signals in the wheel pulse number calculation and judging unit , the operation discrimination unit can provide a certain amount of information storage function and can carry out the algorithm operation of corresponding rules to judge whether the tire pressure is abnormal, and output the judgment result information to the tire pressure information display unit or the designated information receiver, such as: CAN system or display screen etc.
[0042] A certain type of vehicle with standard tire pressure P 0 and a certain steady speed V 0 Travel a certain distance S 0 , record the standard pulse number of each wheel Respectively: the left front wheel is Right front w...
example 1
[0048] Since the rolling distance of the wheels is equal, according to the relationship between the vehicle speed and the rolling radius of the wheel: r=k v (v-v 0 )+r 0 And the relationship between tire pressure and wheel rolling radius: r=k p (p-p 0 )+r 0 , and the relationship between the wheel radius r, the pulse number N and the rolling distance S: r=ZS / (2πN), the corrected pulse number N of the No. 1 wheel can be deduced 1 Corresponding standard pulse number The difference Δ 1 for:
[0049] Δ 1 = N 1 - N 1 0 = k 0 k v ( v 0 - v ) + k 0 k p ( ...
example 2
[0096] Use the fitting method to solve; Substitute (6)(7)(8) into (13), in the obtained common correction value ΔN expression of each wheel pulse number, it can be considered coefficients with different constants, so that:
[0097] Δ N = ΔN v t + α 1 ΔN 1 t + α 2 ΔN 2 t + α 3 ΔN 3 t + α 4 ΔN 4 t + α 0 - - - ( 23 )
[0098] In (23), α 0 , α 1 , α 2 , α 3 , α 4 is a constant, according to (23) choose 5 differe...
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