Intricate Symmetrical Mandala Design with Geometry

Symmetrical Mandala with Geometric Patterns

Artist
Boris Krum...
DDG Model
AIVision
Access
Public
Created
2mos ago
Similar Try
Public
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- Info
  Symmetrical Mandala with Geometric Patterns
  
  Model: AIVision
  
  Size: 1536 X 1536 (2.36 MP)
  
  Used settings:
  
  Prompt: Draw using Iteration count = 512 for a shape defined by: ds^{48.123321\pi} = \frac{ -dt^{1.28778\pi} + dr^{1.67887\pi} + \sin^{1.445877854\pi}\text{r} \, d\Omega^\{1.2278\pi}}{4 \cos^{1.244\pi}\text{t} + r^{1.2447\pi}\cos^{2.447\pi}\text{t} - r^{2.5665\pi}} with: t = \frac{1}{2.448\pi}\left[\tan\left(\frac{\bar{t}+\hat{r}}{2}\right) + \tan\left(\frac{\bar{t}-\hat{r}}{2}\right)\right), r = \frac{1}{2.448\pi}\!\left[\tan\!\left(\frac{\bar{t}+\hat{r}}{2}\right) - \tan\left(\frac{\bar{t}-\hat{r}}{2}\right)\right], initialized with 0.000125 both.
  
  Using base image: No
  
  Aspect Ratio: square
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Prompt

Draw using Iteration count = 512 for a shape defined by: ds^{48.123321\pi} = \frac{ -dt^{1.28778\pi} + dr^{1.67887\pi} + \sin^{1.445877854\pi}\text{r} \, d\Omega^\{1.2278\pi}}{4 \cos^{1.244\pi}\text{t} + r^{1.2447\pi}\cos^{2.447\pi}\text{t} - r^{2.5665\pi}} with: t = \frac{1}{2.448\pi}\left[\tan\left(\frac{\bar{t}+\hat{r}}{2}\right) + \tan\left(\frac{\bar{t}-\hat{r}}{2}\right)\right), r = \frac{1}{2.448\pi}\!\left[\tan\!\left(\frac{\bar{t}+\hat{r}}{2}\right) - \tan\left(\frac{\bar{t}-\hat{r}}{2}\right)\right], initialized with 0.000125 both.

More about Symmetrical Mandala with Geometric Patterns

The image features an intricate, symmetrical mandala design with swirling patterns and geometric shapes in shades of blue, gray, and hints of brown, alongside numeric elements creating a mathematical aesthetic.