ComfyUI  >  Nodes  >  ComfyUI-Keyframed >  9x Entangled Curves [0,1] (Wavelength)

ComfyUI Node: 9x Entangled Curves [0,1] (Wavelength)

Class Name

KfSinusoidalEntangledZeroOneFromWavelengthx9

Category
keyframed/entangled [0-1]
Author
dmarx (Account age: 4505 days)
Extension
ComfyUI-Keyframed
Latest Updated
5/22/2024
Github Stars
0.1K

How to Install ComfyUI-Keyframed

Install this extension via the ComfyUI Manager by searching for  ComfyUI-Keyframed
  • 1. Click the Manager button in the main menu
  • 2. Select Custom Nodes Manager button
  • 3. Enter ComfyUI-Keyframed in the search bar
After installation, click the  Restart button to restart ComfyUI. Then, manually refresh your browser to clear the cache and access the updated list of nodes.

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9x Entangled Curves [0,1] (Wavelength) Description

Generates nine entangled sinusoidal curves within [0,1] based on specified wavelength for AI art applications.

9x Entangled Curves [0,1] (Wavelength):

The KfSinusoidalEntangledZeroOneFromWavelengthx9 node generates nine entangled sinusoidal curves within the range [0,1] based on a specified wavelength. This node is particularly useful for creating complex, intertwined wave patterns that can be used in various AI art applications. By leveraging the concept of wavelength, it ensures that the generated curves are harmoniously synchronized, providing a visually appealing and mathematically consistent output. This node is ideal for artists looking to incorporate intricate waveforms into their designs, offering a high degree of control over the wave characteristics through the wavelength parameter.

9x Entangled Curves [0,1] (Wavelength) Input Parameters:

wavelength

The wavelength parameter defines the distance over which the wave pattern repeats. It directly influences the frequency and appearance of the sinusoidal curves. A larger wavelength results in more extended, less frequent waves, while a smaller wavelength produces more compact, frequent waves. The default value is 12, with a step size of 0.5, allowing for fine-tuning of the wave patterns to achieve the desired visual effect.

9x Entangled Curves [0,1] (Wavelength) Output Parameters:

KEYFRAMED_CURVE

The KEYFRAMED_CURVE output consists of nine entangled sinusoidal curves. Each curve is a keyframed representation of a sinusoidal wave, harmonized with the others based on the specified wavelength. These curves can be used in various creative applications, such as generating dynamic animations, creating complex visual patterns, or serving as input for further artistic transformations.

9x Entangled Curves [0,1] (Wavelength) Usage Tips:

  • Experiment with different wavelength values to see how the wave patterns change. Smaller values will create more intricate and frequent waves, while larger values will produce smoother, more extended waves.
  • Use the generated KEYFRAMED_CURVE outputs as a base for further artistic modifications, such as applying color gradients or combining with other visual elements to create unique compositions.
  • Consider using this node in conjunction with other sinusoidal nodes to create multi-layered wave effects, enhancing the complexity and depth of your designs.

9x Entangled Curves [0,1] (Wavelength) Common Errors and Solutions:

Invalid wavelength value

  • Explanation: The wavelength parameter must be a positive float value. If an invalid value is provided, the node may not function correctly.
  • Solution: Ensure that the wavelength value is a positive float. Adjust the value within the acceptable range, using the default step size of 0.5 for fine-tuning.

Output not as expected

  • Explanation: The visual output may not meet expectations if the wavelength value is not appropriately set for the desired effect.
  • Solution: Experiment with different wavelength values to achieve the desired wave pattern. Review the impact of the wavelength on the frequency and appearance of the curves and adjust accordingly.

9x Entangled Curves [0,1] (Wavelength) Related Nodes

Go back to the extension to check out more related nodes.
ComfyUI-Keyframed
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