EP1566657B1

Collision detection system and method of estimating target crossing location

Abstract

This record has no abstract on file.

EP1566657B1, drawing sheet 1
Sheet 1 of 7

Term

Term ended

Expired 4 February 2025, 1.6 years ago.

  1. Priority
  2. Filed
  3. Granted
  4. Expired
  5. Today

8 claims: 2 independent, 6 dependent

  1. 1
    A collision detection system for a vehicle incorporating a target crossing location estimator comprising:a first sensor (12A) configured to sense an object (16) in a field of view (15) and provide signals of a measurement of a first range, defined as the distance between the object and the first sensor, and a determination of a first range rate thereof;a second sensor (12B) configured to sense the object in the field of view and provide signals of a measurement of a second range, defined by the distance between the object and the second sensor, and a determination of a second range rate thereof, the first and second sensors defining a baseline (B);and a controller (20) configured to receive a plurality of paired range and range rate signals for the sensed object from the first sensor and a plurality of paired range and range rate signals for the sensed object from the second sensor over a time period, characterized in that : the controller is further configured to compute for each of the received paired range and range rate signals a square of the range and a square of the product of range and range rate, the controller deriving an estimated target crossing point location along the baseline as a distance from a predetermined point on the baseline, wherein the predetermined point is a location (0) midway between the first and second sensors (12A, 12B), the distance being derived as a function of a comparison of the computed square of the range and the computed square of the product of range and range rate associated with sensed signals from the first and second sensors, and the controller further generating a signal based on the estimated crossing point location, wherein the controller further computes a W-plane point representing the square of the range and the square of the product of range and range rate, wherein the W-plane is a two-dimensional Cartesian coordinate system with a first axis representing the square of range and a perpendicular second axis representing the square of the product of range and range rate, the controller generating a first best-fit W-plane curve from the W-plane points derived from the first sensor and a second best-fit W-plane curve from the W-plane points derived from the second sensor, the controller further calculating a numerical difference between values of the first and second best-fit W-plane curves at a selected value of the square of the product of range and range rate, and deriving the estimated target crossing point location along the baseline as the distance from the location (o) midway between the first and second sensors (12A and 12B), the distance being derived from the numerical difference and a separation distance of the first and second sensors, wherein the crossing location (C) of the object (16) is estimated as a function of the distance (V) between the first and second curves (66A and 66B), and wherein the crossing location (C) is estimated by dividing the distance (V) between the first and second curves (66A and 66B) by twice the separation distance (2d) of the first and second sensors (12A and 12B).
  2. 6
    A method of estimating a crossing location (C) of an object (16), said method comprising the steps of:sensing with a first sensor (12A) an object (16) in a field of view (15) and providing signals of a measurement of a first range defined as the distance between the object and the first sensor and a determination of a first range rate thereof, sensing the object (16) in the field of view (15) with the second sensor (128) and providing signals of a measurement of a second range defined by the distance between the object and the second sensor and a determination of a second range rate thereof the first and second sensors defining a baseline (B), and processing paired range and range rate signals from the first sensor and paired range and range rate signals from the second sensor over a time period, characterized in that : the method further computes, for each of the received paired range and range rate signals received over a time period, a square of the range and a square of the product of range and range rate, derives an estimated target crossing point location along the baseline as a distance from a predetermined point on the baseline, wherein the predetermined point is a location (0) midway between the first and second sensors (12A, 12B), the distance being derived from a comparison of the computed square of the range and the square of the product of range and range rate for signals associated with the first and second sensors, and generating a signal based on the estimated crossing point location, and further comprising the steps of computing a W-plane point representing the square of the range and the square of the product of range and range rate, wherein the W-plane is a two-dimensional Cartesian coordinate system with a first axis representing the square of range and a perpendicular second axis representing the square of the product of range and range rate, generating a first best-fit W-plane curve from the W-plane points derived from the first sensor and a second best-fit W-plane curve from the W-plane points derived form the second sensor, and calculating a numerical difference between values of the first and second best-fit W-plane curves at a selected value of the square of the product of range and range rate, wherein the reference point is a midpoint of the baseline between the first and second sensors and the distance is derived as the numerical difference divided by twice the separation distance of the first and second sensors.