Struct plotters::coord::RangedCoord

pub struct RangedCoord<X: Ranged, Y: Ranged> { /* fields omitted */ }

The coordinate described by two ranged value

Methods

impl<X: Ranged, Y: Ranged> RangedCoord<X, Y>

pub fn new<IntoX: Into<X>, IntoY: Into<Y>>(
    logic_x: IntoX,
    logic_y: IntoY,
    actual: (Range<i32>, Range<i32>)
) -> Self

Create a new ranged value coordinate system

pub fn draw_mesh<E, DrawMesh: FnMut(MeshLine<X, Y>) -> Result<(), E>>(
    &self,
    h_limit: usize,
    v_limit: usize,
    draw_mesh: DrawMesh
) -> Result<(), E>

Draw the mesh for the coordinate system

pub fn get_x_range(&self) -> Range<X::ValueType>

Get the range of X axis

pub fn get_y_range(&self) -> Range<Y::ValueType>

Get the range of Y axis

pub fn get_x_axis_pixel_range(&self) -> Range<i32>

pub fn get_y_axis_pixel_range(&self) -> Range<i32>

pub fn x_spec(&self) -> &X

pub fn y_spec(&self) -> &Y

Trait Implementations

impl<X: Ranged, Y: Ranged> CoordTranslate for RangedCoord<X, Y>

type From = (X::ValueType, Y::ValueType)

fn translate(&self, from: &Self::From) -> BackendCoord

Translate the guest coordinate to the guest coordinate

impl<X: ReversibleRanged, Y: ReversibleRanged> ReverseCoordTranslate for RangedCoord<X, Y>

fn reverse_translate(&self, input: BackendCoord) -> Option<Self::From>

Reverse translate the coordinate from the drawing coordinate to the logic coordinate. Note: the return value is an option, because it's possible that the drawing coordinate isn't able to be represented in te guest coordinate system

impl<X: Ranged + Clone, Y: Ranged + Clone> Clone for RangedCoord<X, Y>

fn clone(&self) -> Self

Returns a copy of the value.

fn clone_from(&mut self, source: &Self)

Performs copy-assignment from source.