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A Multiscale LAI Product from Sentinel Data
Richard Fernandes, Khalid Omari, Francis Canisius CCRSFred Baret INRA
Elisabeth Pattey, Jianqui Liu Agriculture Canada
LAI Requirements
• GCOS/CEOS
– <=w000m spatial resolution
– <=monthly temporal resolution
– <=20% or 1 unit at biome scale
• Regional
– <=100m
– <=bi-weekly
– <=20% or 1 unit on a local (100km2) basis
Temporal ResolutionAugust 95% Clear Sky Waiting Time
Sentinel 2A Only
Sentinel 2A 2B Sentinel 3A 3B
Sentinel 3A Only
Spatial ResolutionLAI Difference between 30m and 1km
0
10
20
30
40
50
60
70
80
1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22
Re
lati
ove
Ab
solu
e L
AI E
rro
r %
Landsat Reference Scene
Total Scaling Error
Land Cover Scaling
Reflectance Scaling
Fernandes et al., 2003.
AccuracyLAI Bias in comparison to refernce
Canisius et al., 2010
Red Edge reduces LU Bias in LAI
Gitelson et al., 2008 Herrmann et al., 2011
But …
• What controls the red-edge vs LAI relationship?
• Why do multispectral approximations work?
• Can we consistently scale beween ~30m and ~300m resolution?
Knyzhakin’s Spectral Invariant Model
• Assuming black soil homogenous canopy
• pi = probability a photon recollides during ith scattering order
• qi = probability a photon escapes in direction i given it has not recollied duringith scattering order
• L = element single scattering order• = uncollided tranmissivity
effL
Leff
L
LL
LLLLbs
p
qp
p
qpqp
qpppqppqpR
1
11
1
111
...1111,,
21
1
inf
2
inf2111
3321
3
221211121
P
0
0.1
0.2
0.3
0.4
0.5
0.6
0.7
0.8
0.9
1
0 1 2 3 4 5 6
0
0.1
0.2
0.3
0.4
0.5
0.6
0.7
0.8
0.9
1
0 1 2 3 4 5 6
Knyzhakin et al., 2010Lewis Disney 2007
Is Knyzhakin’s model valid?
y = 0.3913x + 0.1426
y = 0.5309x + 0.1858
y = 0.6352x + 0.1874
y = 0.7008x + 0.1795
y = 0.7427x + 0.1708
y = 0.77x + 0.1635
y = 0.7881x + 0.1579
y = 0.8003x + 0.1539
0.00
0.10
0.20
0.30
0.40
0.50
0.60
0.70
0.00 0.20 0.40 0.60 0.80
DH
R/w
L
DHR
Corn Canopy710-780 nm
211 11 qpRpR
effbseff
L
bs
Monte Carlo Pro Sail
Lewis Disney 2007
Solving for LAI in red-edge
• Normalized Difference in Red Edge
• REIP
BS
BS
L
L
L r
rp 1
1I
L
I
L
I
L
p2
1
Using:
21212121 ,,,,, sBS rrr
Ottawa Mixed Land Use Site
Multi-spectral Equivalents
NDRE soil effect
Variability in w
• Uncertainty in p proportional to (1/w) for both NDRE and REIP
• Range in REIP relative to measurement noise >> range in NDRE relative to measurement noise
• Use NDRE
LOPEX fresh leavesPROSPECT5 0,002PROSPECT5 0,016Water 0,0131Car = 0,1*ChlBrown = 0,001
LAI(NDRE) from CHRISLAI June 5 Nadir
LAI June 5 Nadir,
June 6 -33d, June 6+55d
0 1 2 3 4
LAI(REIP) from CHRIS
0 1 2 3 4
LAI June 5 Nadir
LAI June 5 Nadir,
June 6 -33d, June 6+55d
Multi-scale Strategy(following Knyzhakin 1997; Tian 2002)
• a few (e.g. 2) different cover types c in a pixel
– pmin(c), pmax(c), and pdf of w(c)
– dp(c)/dt specified on a relative basis
• From fine resolution image estimate p(x)
– Estimate ensemble pdf of valid p|c(x),c(x),w(c)
• From coarse resolution pixel X estimate w(X) relying on linearity of p with scale
• Downscale p(X)
Ottawa Mixed Land Use Site
Pure Pixel Assessment
CASI 30m MERIS 300m
Constellation Wish List
• Estimate w: high resolution red-edge in darkspot
• Calibrate p-LAI : height from lidar, crown diameter/row spacing from high res
• OR – high resolution airborne red-edge lidar
• OR – in-situ constellation of red-edge cameras