Otterman J, Susskind J, Dalu G, Kratz D, Goldberg I L
Appl Opt. 1992 Dec 20;31(36):7633-46. doi: 10.1364/AO.31.007633.
The assumption of blackbody emission (emissivity, 1.0) for a calm ocean surface can lead to significant underestimates of the sea-surface temperature (SST) derived from IR radiometric data. Taking the optical properties of the atmosphere as known, we calculate the errors stemming from the blackbody assumption for cases of a purely absorbing or a purely scattering atmosphere. It is observed that for an absorbing atmosphere the errors in SST are always reduced and are the same whether measurements are made from space or at any level in the atmosphere. As for atmospheric scattering, the SST errors are slightly reduced when one is viewing from large zenith angles but are slightly enhanced when one is viewing from the zenith. The inferred optical thickness tau of an absorbing layer can be in error under the blackbody assumption by a Deltatau of 0.01-0.08, while the inferred optical thickness of a scattering layer can be in error by a larger amount, Deltatau of 0.03-0.13. The error Deltatau depends only weakly on the actual optical thickness and on the viewing angle, but it is rather sensitive to the wavelength of the measurement. In the absence of steep slopes in the wave-slope distribution, directional emissivities are essentially unchanged by sea state when one is viewing from or near the zenith. When one is viewing from moderately large zenith angles (such as 507 degrees ), however, the departures in the directional emissivities from blackbody emission can be much larger under perturbed sea state than under calm conditions.
假设平静的海洋表面具有黑体发射特性(发射率为1.0),可能会导致从红外辐射数据得出的海表面温度(SST)被严重低估。在已知大气光学特性的情况下,我们计算了纯吸收或纯散射大气情况下黑体假设所产生的误差。可以观察到,对于吸收性大气,SST的误差总是会减小,并且无论从太空还是在大气中的任何高度进行测量,误差都是相同的。至于大气散射,当从大天顶角观测时,SST误差会略有减小,但从天顶观测时误差会略有增大。在黑体假设下,吸收层的推断光学厚度τ可能会有0.01 - 0.08的Δτ误差,而散射层的推断光学厚度误差可能更大,为0.03 - 0.13的Δτ。误差Δτ仅微弱地依赖于实际光学厚度和观测角度,但对测量波长相当敏感。在波斜率分布没有陡坡的情况下,当从或接近天顶观测时,方向发射率基本上不受海况影响。然而,当从适度大的天顶角(如507度)观测时,在扰动海况下方向发射率与黑体发射的偏差可能比平静条件下大得多。