Here, the couple standing in the top of the rock is aligned with the Phi grid lines, with the four lines and the three intersecting points coinciding with the subjects o interest (couple). So, now you know how different the Phi-Grid is from the rule of thirds. But, the Phi Grids divide in the ratio 1:0.618:1. In the rule of thirds, two parallel vertical lines and two vertical horizontal lines divide the frame into equal thirds in the ratio 1:1:1. The middle sections will be of different sizes. Only the top and bottom sections will have the same size. So, it doesn’t divide the frame equally (image above). In the case of Phi Grids, the grid lines are more towards the center. It basically divides the entire frame into nine equal sections using four lines. It is the most common composition technique used by almost all photographers. You might already know the famous rule of thirds in photography composition. Thus the golden spiral works for this particular image. In the above image, the person standing at the edge of the cliff coincides with one end of the spiral, followed by the rocks on top of the cliff. Thus, it creates a natural flow that is pleasant for the viewer. So, when you compose the image using this technique, then the subjects of importance should coincide with the spiral. The continuous spiral is formed by joining the diagonals of each square in a continuous curved fashion (shown above). It is created using squares whose side is a Fibonacci number. Golden Spiral is also known as the Fibonacci Spiral. You can implement the golden ratio photography composition technique in two ways. How to Use Golden Ratio Photography Composition? So, this is how the Spiral grid came into existence. Thus, you will end up in a spiral (as shown above). Continue this curve to the next quadrants. Now, if you start a curve from the lower left-hand corner, connecting to the diagonal corner of the quadrant. So, let us start filling the smaller quadrant 2 with quadrants 1.618 times smaller than the previous one, then you will end up in a Grid (as shown above). The quadrant 1 is 1.618 times larger than the quadrant 2. So, let us divide this frame into two quadrants (as shown above). All these cameras will have an aspect ratio of 2:3by default. You may be using a digital camera, DSLR, or a mirrorless camera for photography. I will explain it better by taking a frame as an example. Here x is approximately 1.618 times larger than y. Two quantities “x” and “y” are said to be in Golden ratio, It is because this Golden ratio rule’s origin is from mathematics. You may be wondering why I am bringing math into photography. But, I recommend going through this to get a basic understanding. I will explain the mathematics part first. The Golden ratio photography technique is one such photo composition rules. When it comes to image composition, which turns an ordinary photo to an extraordinary one, there are multiple composition techniques. □ What is Golden Ratio of Image Composition? □ Golden Ratio & Golden Spiral in Photoshop.□ Phi Grid & Golden Spiral in Lightroom.How to Use Golden Ratio Photography Composition?.□ What is Golden Ratio of Image Composition?.These numbers, 34 and 21, are numbers in the Fibonacci series, and their ratio 1.6190476 closely approximates Phi, 1.6180339. The DNA molecule measures 34 angstroms long by 21 angstroms wide for each full cycle of its double helix spiral. DNA moleculesĮven the microscopic realm is not immune to Fibonacci. When a hawk approaches its prey, its sharpest view is at an angle to their direction of flight - an angle that's the same as the spiral's pitch. And as noted, bee physiology also follows along the Golden Curve rather nicely. Following the same pattern, females have 2, 3, 5, 8, 13, and so on. Thus, when it comes to the family tree, males have 2, 3, 5, and 8 grandparents, great-grandparents, gr-gr-grandparents, and gr-gr-gr-grandparents respectively. Males have one parent (a female), whereas females have two (a female and male). In addition, the family tree of honey bees also follows the familiar pattern. The answer is typically something very close to 1.618. The most profound example is by dividing the number of females in a colony by the number of males (females always outnumber males). Speaking of honey bees, they follow Fibonacci in other interesting ways.
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