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. 2015 Jan 28;15(2):2920–2943. doi: 10.3390/s150202920

Table 4.

Explanation of variation in dependent variable (VDV) from partial least squares regression modeling for dry biomass and canopy height by sensor estimation models and model equations for height (combination ultrasonic and laser model) and biomass (two sensor model: laser and ultrasonic combination, and three sensor model: laser, ultrasonic and NDVI combination). MIX-Mixture of alfalfa and bermudagrass; ALL-All monoculture and mixed species from the alfalfa and bermudagrass experiment.

Canopy Height Plate Meter 120 MHz Ultrasonic Laser

DM VDV VDV VDV VDV

Alfalfa 68.5% 18% 55% 64%
Bermudagrass 69% 23% 75% 78%
Wheat 72% 74%
MIX 67.8% 19% 73% 73%

3 sensor model 3 sensor equation 2 sensor model 2 sensor equation

Alfalfa 65.7% (46.22 × Las) + 47.83(Son × NDVI) 65.5% (46.9 × Las) + (43.13 × Son)
Bermudagrass 80.5% (65.3 × Las) + 58.3(Son × NDVI) 81% (65.7 × Las) + (49 × Son)
Wheat 75% (118 × Las) + 108(Son × NDVI) 74% 231 × Las
MIX 78.9% 70.5(Las × NDVI) + 63.7(Son × NDVI) 78.5% (61.3 × Las) +(53.9 × Son)

Plate meter 120 MHz ultrasonic Laser

Canopy height VDV VDV VDV

Alfalfa 1.2% 57% 69%
Bermudagrass 6.1% 67% 77%
MIX 5.6% 54% 61%
ALL 6.1% 55% 64%

2 sensor model 2 sensor equation

Alfalfa 70% (0.46 × Las) + (0.42 × Son)
Bermudagrass 77% 1.02 × Las
MIX 64% 0.017(Las × Son)
ALL 65% (0.74 × Las) + (0.2 × Son)