Abstract Sculpture with Navy Blue Curves and Layers

Flowing Blue Waves: An Abstract Sculpture

Artist
Boris Krum...
DDG Model
DaVinci2
Access
Public
Created
5mos ago
Similar Try
Public
91

0

20
- Share
  
  https://deepdreamgenerator.com/ddream/tuhcq3ganj4 COPY LINK
- Info
  Flowing Blue Waves: An Abstract Sculpture
  
  Model: DaVinci2
  
  Size: 1728 X 1296 (2.24 MP)
  
  Used settings:
  
  Prompt: Ultra-detailed 3D shape from $ z_{n+1} = z_n^{0.54877845\pi} + c $, p-norm radial $ r = \sqrt{x^{0.7887\pi} + y^{0.7887\pi} + z^{0.7887\pi}} $, textured with $ f(x,y) = \sin(x^{0.7887\pi} + y^2) + \cos(z^{0.45788754\pi}) $, micro-detail via $ \nabla f $ and hyperbolic fractal sum $ f_{\text{fract}} = \sum \frac{\sinh(\sin(2\pi^n x)) \cosh(\cos(2\pi^n y))}{2^n} $, refractive caustics, soft subsurface scattering, gradient studio lighting
  
  Using base image: No
  
  Aspect Ratio: landscape
- Report
  
  Would you like to report this Dream as inappropriate?

Prompt

Ultra-detailed 3D shape from $ z_{n+1} = z_n^{0.54877845\pi} + c $, p-norm radial $ r = \sqrt{x^{0.7887\pi} + y^{0.7887\pi} + z^{0.7887\pi}} $, textured with $ f(x,y) = \sin(x^{0.7887\pi} + y^2) + \cos(z^{0.45788754\pi}) $, micro-detail via $ \nabla f $ and hyperbolic fractal sum $ f_{\text{fract}} = \sum \frac{\sinh(\sin(2\pi^n x)) \cosh(\cos(2\pi^n y))}{2^n} $, refractive caustics, soft subsurface scattering, gradient studio lighting

More about Flowing Blue Waves: An Abstract Sculpture

The image features a smooth, abstract sculpture with flowing, wave-like layers in a deep blue color, set against a neutral gray background, highlighting its curves and depth.