|
The following guide will hopefully give some insight into the basic optical principles and design of telescopes which essentially fall into two main categories, refractors that use lenses and reflectors that use mirrors although there are some that use a combination of both lenses and mirrors called catadioptric! (Many telephoto lenses are catadioptric)
The main aim of any telescope is to collect light from distant objects which is then brought to a focus and viewed through an eyepiece, essentially the more light the better as this will allow you to see finer detail! It's also worth noting that low magnifications can be just as rewarding as high magnifications, indeed many deep sky objects and low light emmision nebulae are spread out over a relatively large area and require lower magnifications with greater field of views.
Before we move onto the telescope types it's worth looking at 'Magnification' and more importantly understanding the maximum useable magnification or power of a telescope, this is determined by the simple formula below:

So for a telescope with a focal length of 1000mm using a 25mm plössl eyepeice the magnification acheived would be as follows: 1000 / 25 = 40x   this being equivelent to 40 times the power of the unaided eye. Note that theoretically any magnification can be achieved regardless of the size of the primary optics however you can expect the image quality to depreciate with increased magnification especially with smaller telescopes, many high street stores sell telescopes such as 60mm refractors bosting powers of 400x or more! Beware of such claims! whilst theoretically these magnifications can be acheived the image quality will be so poor making the telescope all but unusable.
To work out the maximum usable magnification or power of a telescope, A good rule of thumb is 50x to 60x per inch of aperture under good conditions. For a 4" (102mm) refractor this means under good conditions the maximum magnification that you could acheive is 200x to 240x. With reflectors you should take into account that approx 20% of the mirror area is obstructed by both the secondary mirror and support veins which effectivley will reduce the overall aperture. Note: It is highly unlikely that you will be able to use magnifications much higher than 300x, this is mainly due the good old British weather and resulting turbulant atmosphere!
![[Seeing conditions]](Images/The-basics/Saturn-drift.gif)
It's worth pointing out that all our telescope have equatorial mounts, this allows the telescope to be aligned with the Earth's axis so objects can be easily located by use of the setting circles. Optional motor drives can be fitted which is essential to track objects which would otherwise drift out of view (this is a result of not only magnifying the object being observed but also the Earth's rotation!) and also allowing long exsposure times for Astro photography. The movie clip above simulates views through a telescope at high power without a motor drive, the object has to be brought back into view manually by the use of slow motion controls.
Another consideration is that of 'Resolution', put simply this is the ability of a telescope to render fine detail. A higher resolution will allow you see more detail on the surface of a planet or seperate double stars that are very close together. Resolution is measured in terms of degrees of arc (called arc degrees), minutes of arc or arc minutes and seconds of arc (arcseconds). The full moon would roughly be 0.5 degrees or 1800 arcsec where as the Cassini division within Saturn's rings would be 0.7 arcsec.
Resolution can be determined using this simplified formula:  R = 4.5 / D   where R = resolution and D is the aperture of the primary mirror or objective lens in inches. It follows that as the aperture of the telescope increases so does the resolution as well as the ability to see fainter stars.
![[Binary-60mm]](Images/The-basics/Resolution.gif)
The diagram above shows a binary star system that is separated by 1.8 arcseconds. When viewed through a 60mm (2.36") refractor which has a resolving power of 1.9 arcseconds, the resolving power will not be sufficient to split the two stars. With a 102mm (4") refractor the stars will appear seperated as the resolving power of this telescope is 1.1 arcseconds. Note at high powers and particularly with smaller refractors that the stars appear as small disks, this is actually as a result of the difffraction pattern created by focusing a star and reffered to as the Airy disk.
|