Geo-locating Road Objects using Inverse Haversine Formula with NVIDIA Driveworks
Mamoona Birkhez Shami, Gabriel Kiss, Trond Arve Haakonsen, Frank Lindseth
TL;DR
The paper tackles the challenge of geolocating road objects from a single monocular camera for ADAS/AV applications. It proposes an end-to-end pipeline that leverages NVIDIA DriveWorks for depth and heading estimation, precise camera calibration, and GNSS-based ground truth via CPOS, culminating in geolocation with the inverse Haversine formula. Across stationary and moving targets in controlled and real-world settings, the method achieves sub-meter accuracy when stationary and under 4 meters at speeds up to 60 km/h within a 15 m radius, demonstrating practical viability. The main contributions include the inverse Haversine-based geolocation algorithm, a detailed DriveWorks calibration protocol, and extensive validation across diverse scenarios, with future work aimed at automation, multi-camera fusion, and digital-twin integration for infrastructure perception.
Abstract
Geolocation is integral to the seamless functioning of autonomous vehicles and advanced traffic monitoring infrastructures. This paper introduces a methodology to geolocate road objects using a monocular camera, leveraging the NVIDIA DriveWorks platform. We use the Centimeter Positioning Service (CPOS) and the inverse Haversine formula to geo-locate road objects accurately. The real-time algorithm processing capability of the NVIDIA DriveWorks platform enables instantaneous object recognition and spatial localization for Advanced Driver Assistance Systems (ADAS) and autonomous driving platforms. We present a measurement pipeline suitable for autonomous driving (AD) platforms and provide detailed guidelines for calibrating cameras using NVIDIA DriveWorks. Experiments were carried out to validate the accuracy of the proposed method for geolocating targets in both controlled and dynamic settings. We show that our approach can locate targets with less than 1m error when the AD platform is stationary and less than 4m error at higher speeds (i.e. up to 60km/h) within a 15m radius.
