ComfyUI > Nodes > ComfyUI-JakeUpgrade > Vec3ToFloatUnaryOp JKšŸ‰

ComfyUI Node: Vec3ToFloatUnaryOp JKšŸ‰

Class Name

CM_Vec3ToFloatUnaryOperation JK

Category
šŸ‰ JK/āœ–ļø Math/šŸ’¦ Vector
Author
jakechai (Account age: 1902days)
Extension
ComfyUI-JakeUpgrade
Latest Updated
2025-05-20
Github Stars
0.08K

How to Install ComfyUI-JakeUpgrade

Install this extension via the ComfyUI Manager by searching for ComfyUI-JakeUpgrade
  • 1. Click the Manager button in the main menu
  • 2. Select Custom Nodes Manager button
  • 3. Enter ComfyUI-JakeUpgrade 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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Vec3ToFloatUnaryOp JKšŸ‰ Description

Perform unary operation on 3D vector to output single float, simplifying mathematical transformations for AI art projects.

Vec3ToFloatUnaryOp JKšŸ‰:

The CM_Vec3ToFloatUnaryOperation JK node is designed to perform a unary operation on a 3-dimensional vector (Vec3) and return a single floating-point value as a result. This node is particularly useful when you need to derive a scalar value from a vector, such as calculating the magnitude, length, or any other scalar property of the vector. By leveraging predefined operations, this node simplifies complex mathematical transformations, making it easier for you to manipulate and analyze vector data in your AI art projects.

Vec3ToFloatUnaryOp JKšŸ‰ Input Parameters:

op

This parameter specifies the unary operation to be performed on the input vector. It is a selection from a predefined list of operations, each designed to extract a specific scalar property from the vector. The available operations might include functions like calculating the vector's magnitude, length, or other scalar attributes. The exact list of operations can be found in the VEC_TO_FLOAT_UNARY_OPERATION dictionary. Choosing the correct operation is crucial as it directly impacts the resulting float value.

a

This parameter represents the input 3-dimensional vector (Vec3) on which the unary operation will be performed. The vector is typically defined by three components (x, y, z), and it serves as the primary data for the operation. The default value for this parameter is DEFAULT_VEC3, which is a predefined vector. The accuracy and relevance of the output float value depend on the values provided in this vector.

Vec3ToFloatUnaryOp JKšŸ‰ Output Parameters:

FLOAT

The output of this node is a single floating-point value (FLOAT) that results from applying the specified unary operation to the input vector. This scalar value can represent various properties of the vector, such as its magnitude or length, depending on the chosen operation. The output is crucial for further mathematical computations or for use in other nodes that require scalar inputs.

Vec3ToFloatUnaryOp JKšŸ‰ Usage Tips:

  • Ensure that the input vector (a) is correctly defined with appropriate values for its components (x, y, z) to get meaningful results from the unary operation.
  • Familiarize yourself with the available unary operations in the VEC_TO_FLOAT_UNARY_OPERATION dictionary to select the most suitable one for your specific needs.

Vec3ToFloatUnaryOp JKšŸ‰ Common Errors and Solutions:

Invalid operation selected

  • Explanation: The selected operation is not available in the VEC_TO_FLOAT_UNARY_OPERATION dictionary.
  • Solution: Verify the list of available operations and select a valid one.

Input vector not defined

  • Explanation: The input vector (a) is not provided or is incorrectly defined.
  • Solution: Ensure that the input vector is specified correctly with valid x, y, and z components.

Operation resulted in NaN or Inf

  • Explanation: The unary operation produced a result that is not a number (NaN) or infinity (Inf).
  • Solution: Check the input vector values and the selected operation to ensure they are within valid ranges and do not lead to undefined results.

Vec3ToFloatUnaryOp JKšŸ‰ Related Nodes

Go back to the extension to check out more related nodes.
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