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a month ago
An arbitrary vector field $V_a(\bfx)$ can then be expanded as \begin{equation} V_a(\bfx) = \int \frac{d^3k}{(2\pi)^3} \left[ \tilde ...
Created a month ago · 0 comments· 0 likes
Atomix XL v4 Lightning
Creation Summary by Vincent
Vector Field Expansion in Quantum Physics
This image illustrates the mathematical expansion of an arbitrary vector field using Fourier components and related equations. It is a visualization of theoretical physics concepts.
Created by Boris Krumov on Nov 1, 2025 using the Atomix XL v4 Lightning AI image generator model.
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Creation Settings
- Text Prompts
- An arbitrary vector field $V_a(\bfx)$ can then be expanded as \begin{equation} V_a(\bfx) = \int \frac{d^3k}{(2\pi)^3} \left[ \tilde V^L(\bfk) \Psi^{L,\bfk}_a(\bfx) + \tilde V^1(\bfk) \Psi^{1,\bfk}_a(\bfx) + \tilde V^2(\bfk) \Psi^{2,\bfk}_a(\bfx) \right], \label{eqn:vectorexpansion} \end{equation} in ...Weight: 1
- Model
- Initial Resolution
Medium
- Aspect Ratio
1:1
- Runtime
Short
- Overall Prompt Weight
50%
