The first unit is about light. I learned about all of its basic principles, such as how it travels and its speed. I also learned that light sometimes acts as a particle, and sometimes as a wave. I learned about how the human eye perceives light, and of how objects reflect it. This Action Project asks me to build my own camera and take a picture with it.This seems like a crazy idea, but it's perfectly possible!
My camera consists of a black shoe box, a small piece of aluminium with a very small hole in it, and black tape. The box is the camera itself, the piece of aluminium with the small hole is the lens, and the tape is the shutter. My camera captures light by only letting in the light that goes through the lens. That way, when the shutter is closed, no light can enter the camera. As you can see in my Ray Diagram, the image focused by the lens appears inverted on the photographic paper inside the camera. Each point of the image emits light, and the beam of light from that point passes through the lens and creates a point of light on the photographic paper at the back of the shoe box. All of the points in the image do that at the same time, so an entire image, in focus, is created on the photographic paper.
My camera absorbs the light that comes from the sun acting as a particle, given that it refracts and bends to be able to go through the lens, and once inside it acts as a wave, creating interference patterns to form a picture. The picture I was going to take with my camera was of a jar shaped as an owl.
My camera uses refraction to “bend” the rays of light that are reflected from the image I will photograph into the camera through the lens. The inside of my camera is painted black. This is because black does not not reflect light, unlike all the rest of the colors.
The size of my camera is 27.5 cm (length) x 17.5 (width) cm x 10.5 cm (height). The distance from the lens to the photo paper is 17.5 cm. The distance from the ground to my pinhole is 5.5 cm. The jar I am going to photograph is 11 cm tall, so if I created similar triangles, the equation to calculate the minimum distance needed so that the whole jar would appear in the photograph would be: Distance from the ground to pinhole / height of the camera = height of the jar / X (5.5/10.5=11 cm/X), where X is the distance between the back of my camera and the front of my jar. Since X=35 cm, the minimum distance between my camera and my jar should be 24.5 cm.
Using the Pythagorean theorem, I can calculate the hypotenuses of these triangles: The smaller triangle (from the back of the camera to the front of the camera): 17.52+5.52=336.5 = 18.34 cm. And the bigger triangle (from the back of the camera to the front of the jar): 422+112 =1885= 43.41 cm. I can also use tan-1 of (5.5/17.5) to find the angle of the light hitting the back corner of my camera, which is 17.44o. To find the angle of the light ray and the jar at the left corner of the drawing, I use tan-1 of (42/11), which is 75.29o.
Unfortunately, after finishing my pinhole camera and making all of the right measurements, I encountered some problems. For instance, there is no photo paper for sale in my city (Guayaquil, Ecuador) unless I were to buy a very very big roll, nor could I find the necessary chemicals to transform my picture from a negative image to a positive one. This meant that I would not be able to take the actual picture. However, I would like to emphasize that even though I didn’t take the photograph, I predict that once someone has already taken their photograph and removed the photo paper, the photo paper will be hot, and this proves one of the main and basic principles we studied in this unit: light = energy.
However, I am more than proud of all of the things I have learned in this course so far, and I am very happy to say that I am now capable of making a camera of my own, knowing all of the science behind it!
Here are some pictures of my camera and the jar:
This is a final photograph of what my picture would have looked like using the pinhole camera: