Home | Galleries | Articles | Reviews | Best Gear | Science | New | About | Contact |
by Roger N. Clark
Contents
Introduction
Part 1: The Full Moon Imaged with Various Lenses (in-camera jpegs)
Part 2: Processed Images from Raw Files
Filters versus no Filters
Fixed Focal Length versus Zoom Lenses
Introduction
This page shows results from photographing the Moon with different focal lengths on the same camera. The goal is to show the Moon and the image detail achievable with different lenses. The images on this page were all taken on the same night, November 1, 2009, with a Canon 5D Mark II 21 megapixel digital camera and various high quality lenses. Try imaging the full Moon with your lenses and camera and see if you can match or better these images. These are not intended to be the ultimate that can be achieved. The images are all out of camera jpegs with no sharpening. The only processing applied was a single curves adjustment to improve contrast. The curves adjustment was done in photoshop with input =155 set point on output = 90.
In the first section, each image presented is a 100% resolution crop with no resampling or sharpening done. All focal lengths are real focal lengths, not some equivalent.
In the second section, the raw data were processed to give increased detail. This section illustrates that detail can be extracted and enhanced due to the high signal-to-noise ratios that cameras with large pixels deliver.
All images were made from a carbon fiber tripod with mirror lockup, cable release, and image stabilization (IS) on. The carbon fiber tripod damps vibrations and image stabilization compensates for micro vibrations that impact image quality, especially at longer focal lengths.
Part 1: The Full Moon Imaged with Various Lenses (in-camera jpegs)
Part 2: Processed Images from Raw Files
Filters versus no Filters
People often ask if filters, even a UV or skylight filter can harm image quality. Figures 8a and 8b illustrate that the answer is yes, especially on telephoto lenses. The filter used in this test was a 77 mm Hoya HMC Super UV(0), a filter that is very high quality. But the large aperture 300 mm lens (at f/4 is a 75 mm aperture) uses the entire size of the filter and the long focal length magnifies the small departure from flatness. Such large filters, being so thin, are virtually impossible to keep flat. This same filter would produce effectively no degradation on a shorter focal length lens, due to both the smaller aperture and less focal length magnifying the optical imperfections. See Evaluating Filter Quality for more information on this subject
Fixed Focal Length versus Zoom Lenses
People often choose zoom lenses for their convenience without realizing many zoom lenses are a compromise in image quality. The Canon 100-400 mm L IS lens is very popular with wildlife photographers. There are some indications on the web that there may be some production problems with some copies being better than others. Whether or not that is the case, here are results from my 100-400 versus a 300 mm f/4 L IS lens. In both cases, the moon was imaged on the same tripod with the same camera a few minutes apart using mirror lock-up, cable release (TC-80N3) and IS was off. Exposure was 1/200 second at ISO 200, f/5.6. Neither lens had any filters on the front.
The 300 f/4 L IS with a Canon 1.4x TCII teleconverter produces sharper images than the 100-400 at 400 mm, Figure 10. The 300 f/4 also stands up well with a 2x teleconverter (Figure 11)
The lunar diameter in pixels is related to real focal length and pixel spacing only.
Lunar diameter in pixels = 1900 * focal_length_in_mm / (206265*pixels_spacing_in_microns/1000)
A 500 mm lens on a camera like the Canon 5D Mark II with 6.4 micron pixel spacing should have a lunar diameter of 720 pixels. That value is very close to the diameter of the Moon in Figure 4.
The 1900 is an approximate diameter of the Moon in arc-seconds on November 1 when these images were obtained. The 206265 factor is the number of arc-seconds in one radian.
Plate scale is the angular size of a pixel.
Plate scale in arc-seconds = 206265*(pixels_spacing_in_microns/1000)/focal_length_in_mm
if you know the distance to the subject and the plate scale, you can compute the resolution on the subject. For example, the Moon is about 240,000 miles away, so 1 arc-second is 240,000/206265 = 1.2 miles. Thus the 700 mm lens (Figure 5, above) has a subject scale of 1.2 miles/arc-sec*1.9 arc-sec/pixel = 2.3 miles per pixel. You can apply this concept to all photography. For example, what is the wing span on the bird you photograph? Knowing the distance to the subject, the camera pixel spacing and the lens focal length, you can measure anything. (Note, the equations above apply to small angles only. For angles beyond a few degrees more complex trigonometry should be used.)
Home | Galleries | Articles | Reviews | Best Gear | Science | New | About | Contact |
http://www.clarkvision.com/articles/moon-test1
First published November 2, 2009.
Last updated June 17, 2010