MadSci Network: Physics |
When you look at something through a magnifying glass, you are seeing the same area you would without, but some parts are larger and some parts are smaller. How does this work? Imagine a magnifying glass, but it is two-dimensional. Part of the area under the lens is the part you want to observe: say, a point on a map. Now, imagine two lines coming from either end of this point you want to observe. Now, without a magnifying lens these lines would travel straight up, or straight away. The lens makes these angle towards each other. This way, the two lines eventually meet in a point in the air. The closer that point is to your eye, the better it is magnified. That is why you sometimes have to move the lens closer or further away from the object you are viewing, it moves the focus of these lines. Now, imagine again that there are an infinite number of these lines, each representing the borders of different areas under the field of view. Each of these infinite points is the optimal viewing point for a certain area within the field of vision under the lens. To turn this into a real situation, imagine these infinite number of lines, but three-dimensionally, so that their paths do not form a triangle, but form a cone. Now, it would logically follow that the further you are from this focal point, the worse your view of the area in question is. As you know, a magnifying glass can make your view of a certain area worse, if you use it wrong. On the edge of the field of view things are small and bent. This is the opposite of what you see on the inside. Starting to see how this all works? It can be demonstrated with the reflective side of a cd: just bend it one way or the other. Bent towards yourself, the middle is smaller and the edges are bigger, and vice versa. Try it, it's neat. Now, why, you are probably asking, do things turn upside down sometimes when looked at through a lens? Well, remember that cone? It doesn't just stop at the focus; light doesn't just stop. It keeps going, each line going to the other side. So, what you get is the same image, but upside down. Also, the magnification gets very strong at this point, so that it's mostly impossible to see the area in question. And that's beside the fact that it's upside down. I hope this cleared things up for you, or at least got things started moving in the right path. If you're interested in learning more about the physics of light, ask more questions, or check out your library. There's tons of information waiting to be sucked up out there. [note added by MadSci Admin: There are a fair number of previous answers in our archives dealing with lenses and images. It would be worth your time to search for them using our search engine.]
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