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ISO 28902-1:2012 specifies requirements for ground-based remote sensing of visual range using lidar (light detection and ranging) technology. Developed by ISO/TC 146/SC 5 in collaboration with the World Meteorological Organization (WMO), this standard establishes performance requirements, measurement procedures, and data evaluation methods for atmospheric lidar systems that measure meteorological visual range through backscatter analysis. Unlike conventional point sensors, lidar provides spatially resolved measurements along the laser beam path.
The standard describes the lidar principle: a short laser pulse (typically 1-50 ns at 532 nm or 1064 nm) is transmitted into the atmosphere, and the backscattered signal from aerosols and molecules is collected by a telescope and detected by a photodetector. The signal decay with range is analyzed to determine the atmospheric extinction coefficient, which is then converted to visual range. The standard specifies minimum requirements for laser wavelength, pulse energy, receiver diameter, detector type, and data acquisition system.
| Parameter | Minimum Requirement | Preferred Specification | Test Method |
|---|---|---|---|
| Laser wavelength | 532 nm ± 10 nm or 1064 nm ± 20 nm | 1064 nm eye-safe Nd:YAG | Wavelength measurement |
| Pulse energy | ≥ 20 mJ (532 nm), ≥ 50 mJ (1064 nm) | 100-300 mJ | Energy meter |
| Receiver diameter | ≥ 100 mm | 200-400 mm | Dimensional measurement |
| Range resolution | ≤ 30 m | 3-15 m | Signal timing calibration |
| Visual range coverage | 100 m to 10 km (minimum) | 50 m to 50 km | Intercomparison with transmissometer |
| Data acquisition rate | ≥ 1 profile per minute | ≥ 10 profiles per second | Timing verification |
The standard specifies the Klett-Fernald algorithm as the primary method for inverting lidar signals to obtain extinction coefficients. This algorithm requires an assumed relationship between the backscatter and extinction coefficients (the lidar ratio S = 1/βb, where βb is the backscatter coefficient and α is the extinction coefficient). For typical atmospheric aerosols, S ranges from 20 to 80 sr depending on aerosol type (urban haze: 40-60 sr; dust: 20-40 sr; maritime: 20-30 sr). The algorithm also requires boundary calibration — typically using a range of clean air beyond the aerosol layer or independent visibility measurements.
A critical design consideration is the overlap function between the laser beam and telescope field of view. In coaxial systems, the overlap function reaches unity at a certain distance (typically 100-500 m), below which the signal cannot be reliably interpreted. The standard requires that manufacturers characterize this overlap function and that users account for it in data evaluation.
The standard identifies sources of interference including molecular scattering (Rayleigh), multiple scattering (significant in fog), cloud attenuation, precipitation, and solar background light. Site requirements include unobstructed field of view, minimal vibration, and weather protection for the instrument. Measurement planning must consider atmospheric stability, aerosol loading, and solar angle to optimize data quality.
A ground-based lidar system deployed at Beijing Capital International Airport following ISO 28902-1 demonstrated the standard’s value for aviation safety. The system, operating at 1064 nm with 150 mJ pulse energy and 200 mm receiver diameter, provided visual range measurements from 100 m to 30 km along the approach path. During a severe haze event (PM2.5 > 200 µg/m³), the lidar detected a 500 m thick elevated aerosol layer at 300-800 m altitude that reduced slant visibility to 800 m while ground-level visibility remained at 3 km. This elevated layer, invisible to conventional runway visual range (RVR) transmissometers, created hazardous conditions for instrument approach procedures.
The Klett-Fernald algorithm implementation required careful selection of the lidar ratio (S). During the haze event, the optimal lidar ratio was 55 ± 10 sr, determined by comparing lidar-derived extinction coefficients with co-located nephelometer measurements at the surface. Using a fixed lidar ratio of 45 sr (typical for urban aerosol) would have underestimated the visual range by 35-45%, potentially leading to unsafe landing clearances. This finding validates the standard’s recommendation for ancillary measurements to constrain the lidar ratio.