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7th Workshop on Forest Fire Management - EARSeL, European ...

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Relati<strong>on</strong>ships between combusti<strong>on</strong> products and their spectral properties in fire-affected shrublands 117<br />

Figure 1 - Experimental design.<br />

3.2 - Post-treatments of field data<br />

To apply subsequent treatments in a homogeneous manner we built a mosaic<br />

file from the 305 circular-shaped files. To quantify the combusti<strong>on</strong> products<br />

we applied a supervised classificati<strong>on</strong> process selecting a maximumlikelihood<br />

method. From this classificati<strong>on</strong> we obtained the percentages of<br />

the three combusti<strong>on</strong> products studied in this research: (1) ash, where fuel<br />

had underg<strong>on</strong>e a complete combusti<strong>on</strong>; (2) charcoal, where an unburned<br />

fuel comp<strong>on</strong>ent remains; and (3) vegetati<strong>on</strong> remains, vegetati<strong>on</strong> n<strong>on</strong><br />

affected by the fire.<br />

From direct fieldwork we obtained reflectance data from the VIS and NIR<br />

regi<strong>on</strong>s. Applying hyperspectral techniques to this original informati<strong>on</strong> we<br />

obtained derived informati<strong>on</strong>: (1) the standard first derivative spectra<br />

(FDS) and (2) the absorpti<strong>on</strong> band depth (BD).<br />

The FDS transformati<strong>on</strong> can be defined as the reflectance change rate for a<br />

specific spectral distance al<strong>on</strong>g the different wavelengths c<strong>on</strong>sidered<br />

(Daws<strong>on</strong> and Curran, 1998). This technique emphasizes the wavelengths<br />

were the spectral curve has rough changes in its form.<br />

FDS λ(j) = (R λ(j+1) – R λ(j) ) / (λ (j+1) - λ (j) )<br />

where FDS λ(j) is the first derivative spectra in the wavelength j; R is the<br />

reflectance value; (j) and (j+1) are the wavelengths.<br />

The c<strong>on</strong>tinuum removal (CR) is the technique applied to obtain the BD data.<br />

From the c<strong>on</strong>tinuous reflectance spectrum we identified nine absorpti<strong>on</strong><br />

features, five from a vegetati<strong>on</strong> spectrum and four from a charcoal spectrum.<br />

By applying the CR equati<strong>on</strong> the c<strong>on</strong>tinuum-removed spectra were calculated<br />

and BD (li) was obtained in each wavelength (Mutanga et al., 2004):<br />

CR (λi) = R (λi) / Rc λ(i)<br />

BD (λi) = 1 – CR (λi)

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