![]() The Phi grid facilitates excellent composition of a picture. How? It creates a harmonious pattern revolving around a subject, then drawing attention to the more significant points of interest. This technique results in more organic and aesthetically pleasing photos. The golden spiral looks like this: How to Use the Golden Ratio In the above picture of the Golden Gate Bridge, the spiral emanates from the dog in the water forming a nautilus shell that draws attention to the bridge. It targets a small element in the scene and radiates from there, bringing attention to more captivating elements in the larger landscape of the photo. The Golden Spiral, also known as the Fibonacci spiral, is essentially a composition guide. The focus is on the bridge with a looming question in the background what’s the dog doing in the water? This photo uses the Golden Spiral. The picture above is more interesting, organic, and aesthetically pleasing. You can see all the details about the dog, but the background and sides are a bit blunted. The dog in the picture above is framed in a Phi Grid, which centers the subject. By using the Rule of Thirds, the photographer was able to neatly capture the single tree while marrying it with the field of flowers at the fore and the tree line in the back. The picture has excellent symmetry and beautifully captures the background and foreground. However, on the Phi Grid, because the lines of intersection are not equally apart owing to the closer set of the center lines, the point of interest is more centralized. ROT’s compositional points of interest lie on any of the line intersections. The Golden Ratio grid looks a lot like the Rule of Thirds (ROT) grid, but the middle lines of the Golden Ratio grid are closer. ![]() The primary differences lie in focal placement. The main difference between the Rule of Thirds and the Golden Ratio A big proponent of the Golden Ratio is Leonardo Da Vinci, and his famous picture Mona Lisa uses the Golden Ratio concept. When the longer length is divided by the small length, the result is equal to the entire length divided by the longer length. The Golden Ratio divides a scene into two parts. ![]() Examples of famous paintings that use the Rule of Thirds (ROT) include A Maid Asleep. The nine points on the grid are used to frame the scene and give your photograph symmetry while also providing strategic places to insert compositional elements and make the picture more eye-catching. The Rule of Thirds is a simple principle that urges photographers to break down the subject or scene into nine parts horizontally and vertically. It is also known as the Phi Grid.īut, before we dive in and talk about the Golden Ratio, we should probably go over the good old Rule of Thirds. The Golden Ratio can help you create images that have a solid composition. The Golden Ratio is essentially a design principle based on the ratio of 1 to 1.618 – or more precisely 1.61803398875, but let’s stick with 1.618. Thus, in the context of this guide, we shall refer to it as the Fibonacci spiral, with the understanding that this nomenclature is rooted in artistic preference rather than mathematical necessity.The Rule of Thirds and the Golden Ratio are some of the most foundational concepts in the world of photography. It must be noted that this choice might not align with every individual's aesthetic sensibilities, and I fully acknowledge that opinions may vary in this regard. This preference for the Fibonacci spiral over the golden spiral is a stylistic choice rather than one grounded in deep mathematical reasoning. In the context of my own photographic approach, I emphasize with the idea of the Fibonacci spiral, chiefly concerning the framing of subjects rather than simply placing them within a frame. The design of the Golden Spiral or the Fibonacci Spiral A notable distinction between these two constructs lies in their mathematical calculation: The golden spiral has an outward to inward progression, whereas the Fibonacci spiral has an inside to outside pattern. It is essential to recognize that both the golden ratio and the Fibonacci sequence are ancient, and the original source of both remains shrouded in mystery.
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