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Method for measuring vehicle motion resistances using short distance coast-down test based on the distance-time data

  • US 5,686,651 A
  • Filed: 02/06/1996
  • Issued: 11/11/1997
  • Est. Priority Date: 02/10/1995
  • Status: Expired due to Fees
First Claim
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1. A method for measuring total motion resistances of a motor vehicle, wherein the resistances are comprised of transmission loss, rolling loss and aerodynamic loss, comprising:

  • (a) raising the vehicle from the ground;

    (b) applying power from a vehicle engine to cause a driving wheel of the vehicle to rotate;

    (c) stopping the power applied to the driving wheel thereby allowing the driving wheel to freely rotate;

    (d) acquiring a first set of distance-time data from the rotation intervals of the driving wheel;

    (e) determining at least three measuring points on a vehicle coast-down test road, wherein the measuring points are determined prior to a point at which the vehicle comes to a rest;

    (f) allowing the vehicle to coast-down the test road with an initial vehicle velocity Vi ;

    (g) acquiring a second set of distance-time data as the vehicle passes the measuring points during coast-down;

    (h) determining the total resistances of the vehicle in accordance with
    
    
    space="preserve" listing-type="equation">(ρ

    /g)(dV/dt)=a+bV+cV.sup.2where ρ

    is air density, V is vehicle velocity, g is gravitational acceleration, a is a coefficient relating to rolling and transmission loss, b is a coefficient relating to transmission loss, and c is a coefficient relating to aerodynamic and rolling loss; and

    coefficient b is determined from the first set of distance-time data in accordance with;

    ##EQU16## and coefficients a and c are determined from the second set of distance-time data in accordance with;

    ##EQU17## where Ti is the time taken for said vehicle to travel between an i-th measuring point to a final measuring point among the predetermined points on a test road and T1 is the time taken for the vehicle to come to a complete stop from the final measuring point; and

    
    
    space="preserve" listing-type="equation">h=(gb)/(2δ

    ), h.sub.o =gb/δ

    .sub.0, B=(gA/2δ

    ), ##EQU18## δ

    =+ f=1+{(nI.sub.W +I.sub.d)g/WR.sup.2 }, δ

    .sub.0 =(MI.sub.W +I.sub.d)g/(WR.sup.2),a=τ

    0 +f0c=k=(ρ

    Cd F)/(2gW); and

    where τ

    0 is a constant term of transmission loss, f0 is a constant term of rolling resistance, k is a coefficient of rolling resistance proportional to the square of the vehicle velocity, n is total number of the wheels, m is number of the driving wheels, IW is moment of inertia of one wheel, Id is moment of inertia of transmission excluding the wheels, R is dynamic radius of the wheels, W is vehicle weight, F is frontal area of the vehicle, and Cd is drag coefficient.

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