Introduction
Most lunar eclipses observed and studied by the Calwell Lunar Observatory have been either total or partial, that is where the moon passes through the most dense central part of the shadow cast by the earth, known as the umbra. In 1998 it was shown that it is possible to observe and capture images of the less dense outer penumbral shadow during a lunar eclipse where the moon enters only the feint penumbra.
As there is one penumbral lunar eclipses in 2001, my experiment to explore images of the low density penumbra is continued, where I hope to analyse the density and geometry of the elusive penumbral shadow. The eclipse is illustrated below by the diagram produced by Fred Espanak .
The latest trial images are here and an animation from the eclipse (Note: please correct times by -4 minutes 21 seconds).
One digital image of poor fucus has been analysed to show the penumbra under threshold conditions here.
The beginning of this eclipse will be visible in North America, Central America, South America except the eastern coast, Greenland, extreme northwestern Europe, northeast Asia, Arctic, most of New Zealand, North Atlantic Ocean, Pacific Ocean, eastern Phillippine Sea, and Coral Sea; the end visible in North America except the eastern coast, Greenland, Arctic, northern part of Central America, Asia, Indonesia, Australia, New Zealand, the North Pacific Ocean except southeastern part, and eastern portion of the Indian Ocean. The world map above, produced by Fred Espenak, shows the area where this eclipse will be visible (in the unshaded parts).
Exact times have been computed for the expected moon contacts or departure from the penumbra with an estimate of the variation in each of these timings using an oblateness for the penumbral equal to that observed for the umbra. This oblateness was derived from the analysis of over 30 recent lunar eclipses where a value of 1/102 has been found for the out-of-roundness of the umbra due to the oblateness of earth's upper atmosphere. These timing variations are shown in Table 1, compared with the standard contact times where the only allowance made is for the oblateness of the earth's geoid (using the classical value of 1/298.257). This classical value ignores the effects of the flattening of the atmosphere.
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