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: . . . . . . . lidar theory  
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I. Introduction

Laser remote-sensing techniques (lidar systems), have gained high acceptance as long-range non-invasive probes of the chemical composition and physical properties of the atmosphere. Through its high spatial and temporal resolution, the lidar technique is a powerful tool in monitoring the evolution of the basic meteorological and atmospheric parameters. There are several laser-remote-sensing techniques, as several physical processes of interaction of light with matter can be exploited. Lidar systems fall under one of the following categories:
Elastic backscattering lidar
Differential absorption and scattering lidar (DIAL)
Fluorescence lidar
Raman Lidar
Doppler lidar
The detection and analysis of the received lidar signals permits the retrieval of the relative concentration of the suspended aerosol particles, and of the absolute concentration of several air pollutants (ie. O3, NOx, SO2 etc.). In case of a 3-dimensional (3D) scanning lidar system, a 3D image of air pollution concentration, over the scanned area, can be acquired, over a typical range of 3-5 km.

II. Backscattering Lidar

When a laser beam is sent into the atmosphere, it is widely scattered by the suspended aerosol particles, molecules and atoms present in the air. This scattering is essentially caused by the N2 and O2 molecules (Rayleigh and Raman scattering) and by the suspended aerosol particles (Mie scattering) present in the atmosphere as dust, water droplets, black carbon, etc.

In a typical lidar arrangement, the backscattered light is collected by a telescope, usually placed coaxially with the laser emitter. The signal is then focused onto a photodetector through a spectral filter, adapted to the laser wavelength. Since a pulsed laser is used, the intensity of the backscattered light can be recorded as a function of time, and thus provide the required spatial resolution of the measurement. The basic lidar equation is given by:

where, P(z) is the detected backscattered radiation from range z, Po is the laser output power, t is the laser pulse duration, c is the speed of light, b(z) is the volume backscatter coefficient, a(z) is the total atmospheric extinction coefficient, Atel is the total telescope area and O(z) is the overlap function which takes into account geometrical and optical factors of the receiver arrangement. The extinction term a(z) includes the contribution of the different absorbing atmospheric molecules (O3, NOX, SO2, etc.) and aerosol particles. [Go to Top . . . ]

III. DIAL technique

When a laser beam is sent into the atmosphere, it is scattered in every direction by particles and molecules present in the air. This scattering is essentially caused by Rayleigh scattering on nitrogen and oxygen molecules, and by Mie scattering on aerosols (dusts, water droplets etc.). The intensity of the received signal reflects the aerosol and molecular concentrations as a function of distance, similarly to an 'optical radar'. Moreover, molecular absorption allows specific detection of a particular gaseous pollutant, using the DIAL (Differential Absorption Lidar) method. This technique is based on the use of a pair of wavelengths close to each other, with a large absorption coefficient difference (denoted Won and Woff, for on-resonance and off-resonance wavelength, respectively). Such a pair of wavelengths, chosen for the detection of a specific pollutant, is sent into the atmosphere and backscattered signals at both wavelengths are compared. If the pollutant is present in the air at a certain location, it will produce a decrease of signal on the Won -channel but not on the Woff -one. From this difference and by using Beer-Lambert's law, the specific concentration of the considered pollutant is retrieved as a function of distance. By scanning the measurement direction in azimuth or elevation, 2D or 3D mappings are obtained, like a molecule-specific radar. [Go to Top . . . ]

IV. Doppler Lidar

Pulsed Doppler LIDAR measures the radial (along-beam) velocity as a function of range using light-scattering particles in the air as tracers. When the LIDAR beam is directed straight upward and the backscattered return as a function of height is recorded, vertical aerosol profiles may be determined. Various pointing and scanning schemes permit measurement of a variety of mean and turbulent quantities based on often-met assumptions about the flow. The remote-sensing character of LIDAR offers the ability to measure flow parameters simultaneously at all the heights in a profile. Alternatively, the LIDAR scanning at lower elevation angles can probe flow characteristics over a large area or volume. The vertical profiles of momentum flux and turbulent intensity have been the object of experimental measurements to understand and model the dynamics of the atmosphere.
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