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This wavelength is also the most favorable for eye-safe lidar designs: the eye-safety laser<br />

energy limitation being high, the laser power can be increased with little constraints on the<br />

lidar operation or design. One advantage of the IR fiber technology is its reliability. It is<br />

now well established that a fiber architecture is easy to adjust and mechanically reliable in<br />

a vibrating environment. The other advantages of fiber architectures are their compactness<br />

and flexibility in terms of installation. The lidar can be split up into subsystems spatially<br />

far apart and linked together using fiber optics. The new technologies of large-mode-area<br />

(LMA) fibers enable high peak power generation without nonlinear effects, while maintaining<br />

a good spatialmode and polarizationstate. The average powerexceeds several watts and high<br />

PRF compensates efficiently the relative low pulse energy. Moreover, the MOPA architecture<br />

flexibility in terms of pulse duration allows fulfilling a large panel of requirements, either with<br />

high spatial resolution or long range.<br />

5.3 Lidar performances<br />

5.3.1 Noise<br />

In coherent detection, noise sources come principally from 3 origins:<br />

< i 2 SN > = 2eS PLOB LO shot noise (124)<br />

< i 2 NEP > = 2eS NEP B Detector noise (125)<br />

< i 2 RIN > = (S PLO) 2 10 RIN/10 B RIN noise, (126)<br />

where NEP is the noise equivalent power density, B is the detection bandwidth and,<br />

< i 2 n >=< i 2 SN > + < i 2 NEP > + < i 2 RIN > . (127)<br />

For optimum detection, LO shot noise must be the main noise contributor. When other<br />

sources are negligible, CNR (Carrier to Noise Ratio), describing the signal to noise ratio on<br />

the carrier frequency is,<br />

5.3.2 Best Focus<br />

CNR = < i2 het ><br />

< i 2 n ><br />

= ηhetTinstTatm<br />

S<br />

2eB βπ(Z)Ppeakτc I(Z). (128)<br />

Focus distance can be adjusted in order to optimize CNR over the measurement range. Figure<br />

65 shows the simulated CNR variation versus focus distance, expressed as the wave radius of<br />

curvature at the instrument exit (beam radius being 11 mm@1/e 2 at the lens).<br />

Figure 65: Variation of CNR vs distance (Altitude/cos(θ-dev)) for different beam radius of<br />

curvature<br />

Best focus corresponds to maximizing the data availability at all altitudes, from H = 40<br />

m (Z = 46 m) to H = 200 m (Z = 230 m). Practically, it corresponds to balancing and<br />

<strong>DTU</strong> Wind Energy-E-Report-0029(EN) 113

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