Visibility
This discussion explores visibility under clear conditions, focusing on definitions, FAA considerations, and scientific factors affecting visual range. Visibility is defined as the maximum distance to see dark objects during the day or intense light sources at night. The FAA relies on National Weather Service definitions and automated sensors to assess visibility. Key concepts like brightness contrast, threshold contrast, and atmospheric attenuation are examined, along with night visibility concerns influenced by moonlight. This comprehensive overview aids in understanding how visibility impacts aviation operations.
Visibility
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Presentation Transcript
Initial Discussion • Assume Clear Air …no fog, particulate haze, or clouds • We’ll get to haze, fog and clouds later.
Definition (AMS) • The greatest distance in a given direction at which it is just possible to see and identify with the unaided eye • 1) in the daytime, a prominent dark object against the sky at the horizon, and • 2) at night, a known, preferably unfocused, moderately intense light source.
FAA Considerations • FAA relies on NWS (AMS definition) for visibility • Air traffic managers currently rely on the terminal aerodrome forecast (TAF) when making operational decisions impacted by low ceiling and visibility conditions. • We all rely on automated visibility sensors
ASOS Visibility Sensors • ASOS and AWOS have different sensors • ASOS uses scattering of light. • AWOS uses transmissivity
Recommended Visual Range Objects • Must subtend at least 0.5 degree at observers point • Daytime, should be black or nearly so • Night, unfocused light or mountains which can be seen against the sky
Physiological Factors • Brightness Contrast “C” of object is important • Defined as the Brightness “Bt”of the target and that of the background “Bo” • C = Bt - Bo Bo • Contrast has no dimensions
Daytime Contrast • An absolutely black target, B=0, in front of any not absolutely black target produces a contrast of -1 • A non-black target in front of an absolutely black background assumes a contrast of positive infinity • Dark targets in front of light backgrounds have contrasts ranging from 0 to -1 • Generally deal with absolute values
Threshold Contrast • Of order of C >= 0.003 under optimal conditions • Complicated by many conditions • Experiment during WW II • Thousands of Naval Observers • Job was to spot ship H. R. Blackwell, L. C. Tiffany Foundation Study 1946
Liminal Contrast • After each scanning, observer is forced to guess the direction to the ship • Some observers hit by chance (deducted) • As ship approaches the probability of a observation increases • When Probability of Detection reaches 50%, we have a standard threshold contrast.
Threshold Contrast as a function of probability of detection
Liminal Contrast • “It is remarkable that the observers are not conscious of the high performance of their eyes at this threshold value but will insist they are merely guessing. • It is only when the detection probability reaches 89% that the observers are confident that they actually see the target.”
Caviats • Condition of observer • General brightness level of the field around the observer (Adaptation Level) • Visual angle of target • Angle of responsibility of the observer, better if smaller
Nighttime Visibility • Moonlight is important • At full moon, a liminally visible target of one degree visual angle of one degree has a threshold constant of 0.02 • At new moon, the threshold constant is ~10 times as large. • Dark adaptation is important at least 30 minutes
Attenuation of Light by the Atmosphere • Assume no local smoke sources or thermal microturbulence affects the air • Flux density of light from a point source diminishes with distance Fx = B/x2 • Scattering is important • Absorbtion is important • Generalized extinction Coefficient b=a + s • In a pure atmosphere a = 0 • Complications – See Petty 11.5.2
Combined effect • F= B e-bx x2
Other effects • The attenuation coefficient is wavelength dependent, Rayleigh Scattering, giving • b proportional to l-4 (Petty p. 330) • Scattering is angle dependent
Next Reading in Petty • Chapter 3 • Chapter 4 (skip 4.1.4 unless curious)