Concentric circles

Concentric circles

Concentric circles is a generative visualization that arranges overlapping circles into a dense, radial pattern centered on the screen, with each circle colored by a gradient from yellow to brown. The example uses React and SVG, with a `Circles` component rendering individual `<circle>` elements. The code calculates circle positions using cosine and sine functions over an array of indices and multiples of 50 pixels, while a radial gradient defined in `<defs>` and a drop shadow filter add visual depth. Fifty circles are drawn for each of fifty angles, creating a vibrant, flower-like composition.

91% match

Concentric circles

The visualization displays a dynamic collection of concentric circles scattered across the canvas. Each circle is rendered with a unique color derived from its index, creating a vibrant, randomized field. The example uses React to generate 300 SVG paths, each transformed with random translations and scaling. The `Path` component defines a complex, layered shape, while a radial gradient and drop shadow filter add depth. The code leverages ReactDOM for rendering and SVG for vector graphics, with a black background to enhance the visual contrast.

Concentric circles

The visualization displays a radiant, multi-hued field of concentric circles that emerge from a central point and spiral outward against a rainbow gradient background. Each circle’s size and color vary randomly, creating a dense, organic pattern. Built with React and rendered as SVG, the code maps over 50 indices and 50 pixel offsets, calculating each circle’s position using trigonometric sine and cosine functions. A radial gradient defined in the SVG `defs` section fills every circle, while a drop-shadow filter adds a cyan outline for depth.

Concentric circles

Concentric circles

A field of concentric circle motifs radiates outward from the center of the viewport, each rendered as an irregular ring with a subtle gradient fill. The shapes are generated by mapping a single SVG path across a 10x10 grid, where each instance is randomly offset and scaled. The code uses React to map over two arrays, computing positions with sine and cosine, and applies a radial gradient and drop shadow filter. A multi-color linear gradient background provides contrast.

Random circles

This example shows a dense field of overlapping circles rendered in an SVG, with their positions and colors appearing randomized across the display. Built with React, the component generates a triply-nested loop that creates circles using the `<circle>` element, calculating each `cx` and `cy` position by multiplying array values with `Math.random`. The fill color is derived from the array index arithmetic, producing a gradient-like effect in the RGB scale. The visualization relies on React’s `ReactDOM.render` to mount the SVG into the DOM, with no external data source.

89% match

Concentric circles -linear gradient

This example shows a field of concentric circles arranged around a central point, where each circle’s radius varies randomly and the overall composition suggests a glowing, planet-like form. The visualization is rendered as an SVG using React components, with each circle’s position calculated from trigonometric functions and a pixel-based loop. The code defines a radial gradient and a drop-shadow filter, while the background uses a CSS linear gradient from green to black. The `Circles` component receives `cx`, `cy`, `r`, and fill props, with random sizing and color values generated via JavaScript’s `Math.random()`.

88% match

Concentric circles

A dynamic field of concentric, ring-shaped paths overlaps and scatters across the canvas. Each path is a complex, closed vector curve rendered in SVG, colored with an RGB fill that shifts based on its index and a random factor. The React application maps over an array of 300 items, translating each path to a random position within the viewport. The background presents a linear gradient transitioning through red, orange, yellow, green, and black, creating a vibrant backdrop for the overlapping shapes.