Input Parameters
🌍 Natural Language
⚙️ Parameters
🛰️ Satellite
Solar Zenith
30°
0°–75°
Water Vapour
2.0 g/m²
0–8.5 g/m²
Ozone
0.30 cm·atm
0–0.8 cm·atm
Aerosol (AOT)
0.20
0–3
Altitude
0.05 km
0–7.75 km
Date
📍 Location
Latitude
Longitude
🌞 Solar zenith is computed automatically from lat/lon & date at Run
🧪 ACOLITE Validation
🧪 Gas transmittance (H₂O, O₃, O₂, CO₂, N₂O, CH₄) + Rayleigh — correction engine remains 6S.
🌤️ Atmosphere & Aerosol
Atmospheric Model
Aerosol Type
ℹ️ Maritime (coastal) is default. Rural (=Continental), Urban & Desert also available.
🛡️ Verify
—
Results
Ready for Correction
Set your parameters and run atmospheric correction. 6S will calculate coefficients for each band.
Running 6S emulator...
🛰️ Band Coefficients
| Band | Name | λ (nm) | a | b | k |
|---|
Atmospheric Correction Formula:
★ Main Formula
ρs = (ρ_TOA − a·k) / (b·k)
You only need coefficients a, b, k from the table → compute ρs per band
ρ_TOA = L × k | k = π·ds² / (F₀·cos θs)
| ρs | = surface reflectance | (unitless, 0–1) |
| ρ_TOA | = at-sensor TOA reflectance | (unitless, 0–1) |
| L | = at-sensor radiance | (W·m⁻²·sr⁻¹·µm⁻¹) |
| k | = radiance→reflectance factor | (sr·µm·W⁻¹) |
| a | = path radiance (Lp) | (W·m⁻²·sr⁻¹·µm⁻¹) |
| b | = (τ₂ · E₀) / π | (W·m⁻²·sr⁻¹·µm⁻¹) |
| ds² | = Earth–Sun distance (elliptical orbit) | (AU²) |
| F₀ | = solar irradiance at TOA (ACOLITE Thuillier2003) | (W·m⁻²·µm⁻¹) |
| θs | = solar zenith angle | (deg) |
🧪 ACOLITE Gas Transmittance & Rayleigh
| Band | λ (nm) | t_gas | t_h2o | t_o3 | τ_ray |
|---|
