Angle Binoculars
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![]() OPTRONICS CLEARPOINT 10x50 WIDE ANGLE BINOCULAR 5743 $39.99 Time Remaining: 5d 19h 49m Buy It Now for only: $39.99 |
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![]() BUSHNELL COMPACT BINOCULARS 8 X 20 WIDE ANGLE with CASE $9.99 Time Remaining: 2d 17h 11m |
![]() Bushnell Perma Focus 12x50 Wide Angle Binocular NEW $71.99 Time Remaining: 1d 16h 21m Buy It Now for only: $71.99 |
![]() BRUNTON Echo Wide Angle 8x32 Binoculars $330.00 Time Remaining: 22d 2h 5m Buy It Now for only: $330.00 |
![]() Bushnell Powerview 10x50 Wide Angle Binoculars 131056 $72.80 Time Remaining: 14d 4h 45m Buy It Now for only: $72.80 |
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![]() Swift Aerolite 7 x 35 Wide Angle Model 735 Binoculars $19.99 Time Remaining: 4d 13h 56m |
![]() Bushnell Perma Focus 10x50 Wide Angle Binocular NEW $65.99 Time Remaining: 4d 17h 18m Buy It Now for only: $65.99 |
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![]() 10X50 Wide Angle Binoculars $55.00 Time Remaining: 28d 15h 11m Buy It Now for only: $55.00 |
![]() Magnacraft 12x60 Wide Angle Binoculars $59.00 Time Remaining: 18d 1h 17m Buy It Now for only: $59.00 |
![]() Bushnell Powerview Binoculars 10x50mm Wide Angle $50.46 Time Remaining: 12d 18h 25m Buy It Now for only: $50.46 |
![]() Bushnell Powerview Binocular 7x35 Wide Angle Instafocus Porro Prism 137307 $62.95 Time Remaining: 1d 19h 53m Buy It Now for only: $62.95 |
![]() 131056 PowerView 10 x 50 Wide Angle Binocular $80.94 Time Remaining: 19d 23h 13m Buy It Now for only: $80.94 |
![]() Binoculars 10x50 Jason model 1196 wide angle self focus field 7 $5.00 Time Remaining: 4d 22h 32m Buy It Now for only: $25.00 |
![]() Docter Optic 40x80mm Super Wide Angle Binocular with hard case and Jim White mou $4,000.00 Time Remaining: 12d 13h 45m Buy It Now for only: $4,000.00 |
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![]() Bushnell Powerview Binoculars 12x50mm Wide Angle $53.83 Time Remaining: 12d 18h 55m Buy It Now for only: $53.83 |
![]() HAKING Fully Coated 7 X 35mm Wide Angle Binoculars $30.00 Time Remaining: 12d 47m Buy It Now for only: $30.00 |
![]() Tasco Infocus 7x35 Wide Angle Binoculars $6.99 Time Remaining: 3d 18h 24m |
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![]() Tasco Essentials 10x50 Wide Angle WA Zip Focus Binoculars Tasco 2023BRZ $29.99 Time Remaining: 24d 22h 33m Buy It Now for only: $29.99 |
![]() KONUS Emporer Binoculars 10x42mm Wide Angle Green 2336 $159.99 Time Remaining: 11d 4h 53m Buy It Now for only: $159.99 |
Angle Binoculars

Nikon Monarch Binoculars - Birding Watching Takes The Right Equipment
Bird watching takes the right equipment to make the difference between a fun, relaxing hobby and an exercise in
frustration. Birding binoculars make all the difference and allow you to not only get out in nature but to
birdwatch up close and personal.
The usual choice for most birdwatchers is 7, 8 or 10x magnification in overall use. You don't want to have too much
power because it will give you a smaller field of view, as well as less light entry and poor image quality. The
binoculars will also be heavier and harder to manage and thwarting shaking will be more of a challenge.
Lens coatings let more light through which results in a high quality image with the best coating being a fully
multicoated lens. A water repellent coating will also enhance your birding binoculars, which will help with light
rain and fog conditions.
Birding binoculars is one of the essential pieces of equipment for successful bird watching because they will not
only bring your images to life, but allow you to catch a load of sightings that would otherwise be restricted with
the naked eye.
It can be a good idea to go for the more expensive binoculars, which will give you a higher quality image. You
don't have to go for the most expensive, however, as the best birding binoculars are usually in the mid-price
range.
Basically, binoculars are made from two telescopes connected together. The lens closest to the object is called the
objective lens, and the lens closest to your eye is the eyepiece. The object becomes bigger, but upside down and
backwards. In order to straighten out the object, a prism is needed. A prism is like a mirror but it doesn't have a
reflective back, it is just a piece of glass that acts like a mirror when light hits it at a certain angle.
Porro Prism binoculars were very popular until the 1950-1960's when roof prism binoculars were made available. Roof
prism binoculars automatically shorten the distance between the lenses making roof prism binoculars lighter and
smaller. Roof prism binoculars require precise handling of equipment because they require a more complex light path
to work. The Porro prism binoculars are a lot cheaper and easier to use, but roof prism binoculars are considered
the industry standard.
A wide range of binoculars can be used for nature study and bird watching. However an 8x 21 maybe all right for
watching a blackbird in your garden on a bright, sunny day, but they would not be the best binoculars for birding,
if you were in a shaded woodland area. Here you would need birding binoculars with a bigger objective lens, to
allow in more light, and therefore enhance your view.
Eyecups are an important consideration for the bird watching enthusiast. Often cheaper binoculars have folding
eyecups. These can be difficult to move, leading to the bird flying away, before you get them in place. Look for
birding binoculars with eyecup that twist up, or slide in and out.
About the Author
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Can an artificial satellite reflect "moonlight" and be seen by an observer on earth?
Just curious, if the angles are ever right, and the satellites have enough reflectivity, can they be seen in our night sky by reflecting moonlight (which is already reflected sunlight), or must the satellite be illuminated only directly by the sun to be visible to an observer on earth.
I'll accept naked eye answers as well as binocular/telescope answers, if you do indeed know.
Let me see if I can get technical about it. My first guess is that the Moon does not provide enough reflected light to be visible by reflecting on an artificial satellite.
First point of order: Moon and Sun are about the same apparent size, and light from them reaches the satellite in roughly parallel rays, meaning the reflection takes place roughly the same way and only the brightness of either Sun or Moon are important comparatively. Agreed?
2) By now, you already know what apparent magnitude is: http://en.wikipedia.org/wiki/Apparent_magnitude . My argument would then follow into the statement that magnitude is a logarithmic scale, meaning one point less in magnitude means 2.512 times more brightness. Wiki already did the math for me, and in the table lists Sun's apparent magnitude - 26.73; Moon's app magn - 12.6; Sun's brighter than Moon 449 000 times.
QED) Satellite would need to be 449 000 times larger to reflect as much moonlight, as with its regular size reflects sunlight.
Let's see if an expert from this section finds any grounds to fine tune this rough guess of mine. Actually, taking a bold dash into the unknown, I'd say that if the satellite looks like a magnitude -1 star under sunlight, it should look like a magnitude +12 under moonlight. Remember, with the naked eye we only see up to +6, and +9.5 with binoculars.
Is this right? Any mathematician in the house?...
*********************************
For a complete review of the answer I would like to state how I estimated the magnitudes for a reflecting satellite.
A detailed calculation would include angles, albedo, shape/reflecting area, and brightness of the light source. Assuming optimal viewing conditions, and all things being equal, most practical factors appear as multiplying factors, thus, as I said under optimal conditions reflection of sunshine would be 449 000 times brighter than reflection of moonshine. Some of the answerers discussed in detail the probability of observing the reflecting satellite in a practical way. I am interesting in establishing an upper bound for brightness in the best case scenario.
Now, if in this best case 449 000 times less light is reflected from the Moon, the magnitude difference between Sun reflection and Moon reflection would be roughly the difference in apparent magnitude of the sources, or 13, maybe 14 points. Notice that factors like albedo of reflecting surface area would multiply a detailed calculation and affect the reflected light intensity in the same way. Additionally, the brightness of the source also multiplies which in a logarithmic scale corresponds to a difference equal to the one between Sun and Moon.
Finally, I had my share of watching cruising artificial satellites back in the day, and I agree that a few hours after sunset, what we see are seemingly average stars except that they move in a straight line. These correspond to reasonably high orbits, because in the satellite you'd still be in line of sight with the Sun. Their brightness, yes, could correspond to a star with a +2 or +3, or even higher, apparent magnitude. However, I once had the opportunity of watching a satellite in a North to South run, at dusk, with the Sun still partially in the horizon. It was very bright, perhaps brighter than Sirius (this was way before the ISS). Conservatively lets assign it a brightness in terms of apparent magnitude of -1. Then, all things being equal, the same satellite making a run when a full Moon has just risen in the horizon, would look like a star of apparent magnitude of say +12, as my argument goes.
The +12 magnitude I suggested is then a best case scenario and practical observation would certainly put its brightness deeper down in the magnitude scale. No hope of ever watching one with binoculars.
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