Editing Thunderstorm Generator (section)

=== Del Operator ===
The del operator, represented by <math>\nabla</math>, is a vector differential operator used in vector calculus. It is often used to denote various operations such as gradient, divergence, curl, and Laplacian.<syntaxhighlight lang="swift">
struct DelVectorOperator {
    var value: VectorField // If the DelOperator represents a Gradient or Curl
}
struct DelScalarOperator {
    var value: ScalarField // If the DelOperator represents a Divergence or Laplacian
}
</syntaxhighlight>

==== Meaning ====
* Gradient: Represents the rate of change of a scalar field.
* Divergence: Represents the tendency of a vector field to converge or diverge from a point.
* Curl: Represents the rotation or circulation of a vector field.
* Laplacian: Represents the divergence of the gradient of a scalar field.

==== Application ====
* Gradient: Used in determining the direction of steepest ascent of a scalar field, such as temperature or pressure.
* Divergence: Used in fluid dynamics to understand the behavior of fluid flow, such as the flow of plasma in plasmoids.
* Curl: Used in electromagnetism to understand the rotational behavior of electromagnetic fields.
* Laplacian: Used in heat transfer and diffusion problems to describe the rate of change of a scalar field at a point.

===== Contextual Importance with Plasmoids =====
In the context of plasmoids, the divergence of electric and magnetic fields helps understand the behavior of plasma confinement and stability within the plasmoid structure.
The curl of magnetic fields is crucial for understanding the rotational motion of plasma particles within plasmoids.

===== Contextual Use for the Thunderstorm Generator =====
In the Thunderstorm Generator, understanding the divergence and curl of electric and magnetic fields within plasmoids is essential for optimizing plasma confinement and stability, which are critical for efficient energy generation.