In this day and age when just about everyone easily can publish images, social media platforms enables this, and everyone through their cellulars have a digital camera at hand we are flooded with pictures of various quality. Although anyone can take a photo not everyone should, there are many lacking knowledge on how to compose a good image. Someone said just the other day that there were huge differences between his photos and the ones taken by a photographer, but he had no idea why this was.
To create a harmonius picture you need to think about where things are placed within the frame. The first rule of engagement is to learn and use The Golden Ratio. This is something that was known already by the ancient Greeks, so it’s not some modern idea but something that has been adhered to for millennia by painters, architects and mathematicians to name a few. Actually it’s something you even can find everywhere in nature as well.
The Golden Ratio is not a difficult thing to learn either, you can see it as “the two thirds rule” if you want to. Put into words A+B is to A as A is to B. In practical terms, divide the image into three thirds and put the horizon, buildings, people or whatever the motif is in one third or on the dividing line (imaginary line that is). Below are two examples of this placement.
Please note that the two thirds rule isn’t exactly the same as The Golden Ratio, but it’s a working approximation that will help you generate better photos. The first two examples show the two thirds with less motif, but off course the opposite will work just as fine or depending on the motif better. The third image falls into the latter category.
After performing a totally unscientific experiment I have found that social medias and cellular phones (ie smartphones) are stupidifying people. First I made two posts on Facebook with the link for this blog, in the first post I actually asked people to help out getting the newly moved blog to get properly off the ground and give it a flying start in the rankings at Bloggportalen and in the second post I simply informed them that if everyone in my contact list visited the blog once a week it would get in to the Top 40 and stay there.
The result? Merely 5 visits in two days…
Next I made a nonsense post with the rear end of a chicken (second image) with the text “Let’s see how awake everyone is. What is this?”. In half an hour there were 7 comments with suggestions, 11 now and still counting.
The conclusion? Facebook is worthless and people actually rather make more of an effort commenting nonsense than click a simple link to help a social media friend with his/her own company to get ahead. Mind you, some of these are relatives and IRL friends. Who needs enemies with friends like these?
A question I often get is how far different lenses can see. To answer that once and for all I give you a uncomplicated explanation here and now. The problem with a qustion like this is that you can’t compare like that. All lenses can see just as far, the difference is the grade of magnification. A lens on a camera can’t see any further than the lens of a human eye.
Let’s say you stand on a beach and your eyes are 2 meters above sea level, then you can see approximately 5 kilometers and anything beyond that is under the horizon and gets obscured. The surface curvature of the Earth sets the limit. If you’re higher up so your eyes are 10 meters above sea level you can see a little over 11 kilometers and at an altitude of 100 meters you can see almost 36 kilometers.
As the camera lens usually is at the same height as your eyes all lenses can see 5 kilometers when they are 2 meters above sea level and so on. This of course presumes that you have free sight, if there is a hill 3 kilometers away neither your eye nor the lens can see further than 3 kilometers.
How detailed the image will be however is deterrmined by the quality and resolution of the sensor in your camera, all lenses though can see just as far.
To illustrate the difference between lenses here are a couple of images, they’re all shot at the same distance from the house, 45 meters, but with different focal lenghts (18, 50, 100, 300 och 500 millimeters)