Grasshopper2.Types.Fields.Standardnamespace

The absolute value of a field.

Abstract base class for clipping fields.

The abzolute value of a field. Same as AbsoluteField, except in the case of vector fields only the z-component is made absolute.

Represents the sum of a collection of fields.

A field which measures the angle between two vector fields.

A field constructed from an expression with two variables.

Represents an orthogonal box shaped clipping region.

Represents a brep clipping region.

Abstract base class for clipping fields with repeated eval caching.

Create a vector field out of x,y, and z component scalar fields.

Represents a scalar field which is constant throughout space.

Represents a vector field which is constant throughout space.

Represents a vector cross product field.

Represents a planar curve clipping region.

Crates a mapping from 'infinite' Euclidean XYZ space into the interior of an infinite cylinder.

The x, y, or z scalar component of a vector field.

Represents a deformation of a field by another field.

A field which acts as an extension to another field.

A field with distance-to-shape scalars.

Represents the division of a field with a scalar field.

Represents a vector dot product field.

Vector motion based on distance to anchors of motion.

Represents the exponent of a field with a scalar field.

A field with vectors pointing away from one or more shapes.

A field with direction control due to various curves.

Apply a function to an existing field.

The gradient value of a scalar field.

Represents a field which limits the underlying field. Vector fields are limited to length rather than individual vector components.

A field whose local value is determined by the nearest defined value.

A field which enforces a constant magnitude for all vectors.

Represents the maximum of two fields.

Represents a polygonal mesh clipping region.

A field which measures the magnitude of an underlying vector field.

Represents the minimum of two fields.

Represents the product of a field with a scalar field.

A field with vectors pointing along the local normal direction.

Basic implementation for operator fields, i.e. fields which operate on other fields.

Represents a pipe shaped clipping region.

Represents a planar shaped clipping plane.

Represents a field based on multiple point-charges.

Create a vector field out of polar angle and magnitude fields.

Represents a 2D clipping region.

A field which rounds the scalar or vector values to a fixed number of decimals.

The sign value of a field.

Implements a three-dimensional simplex scalar noise field.

Implements a three-dimensional simplex vector noise field.

Creates a mapping from 'infinite' Euclidean XYZ space into the interior defined by two parallel planes.

Represents a spherically shaped clipping region.

Creates a mapping from 'infinite' Euclidean XYZ space into the interior of a ball.

Represents a directional field with custom falloff and charges for multiple points.

Represents the subtraction of two fields.

A field constructed from an expression with three variables.

Represents a transformation of a field space.

Represents a transition between two fields.

Rotate the vectors in some underlying field using axis and angle fields.

A field applying a unary arithmetic operator to another field.

A field constructed from an expression with a single variable.

Represents the electric potential emanating from a uniformly charged wire curve.

Create a field out of x,y, and z component expressions.

Create a field out of x,y, and z component functions.