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transformations.rs
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use gdal_sys::OGRErr;
use crate::cpl::CslStringList;
use crate::errors::{GdalError, Result};
use crate::spatial_ref::CoordTransform;
use crate::spatial_ref::SpatialRef;
use crate::utils::_last_null_pointer_err;
use crate::vector::Geometry;
/// # Geometry Transformations
///
/// These methods provide geometric transformations on a `Geometry`.
impl Geometry {
/// Apply arbitrary coordinate transformation to geometry, mutating the [`Geometry`] in-place.
///
/// See: [`OGR_G_Transform`](https://gdal.org/api/vector_c_api.html#_CPPv415OGR_G_Transform12OGRGeometryH28OGRCoordinateTransformationH)
pub fn transform_inplace(&mut self, htransform: &CoordTransform) -> Result<()> {
let rv = unsafe { gdal_sys::OGR_G_Transform(self.c_geometry(), htransform.to_c_hct()) };
if rv != OGRErr::OGRERR_NONE {
return Err(GdalError::OgrError {
err: rv,
method_name: "OGR_G_Transform",
});
}
Ok(())
}
/// Apply arbitrary coordinate transformation to geometry on a clone of `Self`.
///
/// See: [`OGR_G_Transform`](https://gdal.org/api/vector_c_api.html#_CPPv415OGR_G_Transform12OGRGeometryH28OGRCoordinateTransformationH)
pub fn transform(&self, htransform: &CoordTransform) -> Result<Geometry> {
let new_c_geom = unsafe { gdal_sys::OGR_G_Clone(self.c_geometry()) };
let rv = unsafe { gdal_sys::OGR_G_Transform(new_c_geom, htransform.to_c_hct()) };
if rv != OGRErr::OGRERR_NONE {
return Err(GdalError::OgrError {
err: rv,
method_name: "OGR_G_Transform",
});
}
Ok(unsafe { Geometry::with_c_geometry(new_c_geom, true) })
}
/// Transforms this geometry's coordinates into another [`SpatialRef`], mutating the [`Geometry`] in-place.
///
/// See: [`OGR_G_TransformTo`](https://gdal.org/api/vector_c_api.html#_CPPv417OGR_G_TransformTo12OGRGeometryH20OGRSpatialReferenceH)
pub fn transform_to_inplace(&mut self, spatial_ref: &SpatialRef) -> Result<()> {
let rv = unsafe { gdal_sys::OGR_G_TransformTo(self.c_geometry(), spatial_ref.to_c_hsrs()) };
if rv != OGRErr::OGRERR_NONE {
return Err(GdalError::OgrError {
err: rv,
method_name: "OGR_G_TransformTo",
});
}
Ok(())
}
/// Transforms this geometry's coordinates into another [`SpatialRef`].
///
/// See: [`OGR_G_TransformTo`](https://gdal.org/api/vector_c_api.html#_CPPv417OGR_G_TransformTo12OGRGeometryH20OGRSpatialReferenceH)
pub fn transform_to(&self, spatial_ref: &SpatialRef) -> Result<Geometry> {
let new_c_geom = unsafe { gdal_sys::OGR_G_Clone(self.c_geometry()) };
let rv = unsafe { gdal_sys::OGR_G_TransformTo(new_c_geom, spatial_ref.to_c_hsrs()) };
if rv != OGRErr::OGRERR_NONE {
return Err(GdalError::OgrError {
err: rv,
method_name: "OGR_G_TransformTo",
});
}
Ok(unsafe { Geometry::with_c_geometry(new_c_geom, true) })
}
/// Compute the convex hull of this geometry.
///
/// See: [`OGR_G_ConvexHull`](https://gdal.org/api/vector_c_api.html#_CPPv416OGR_G_ConvexHull12OGRGeometryH)
pub fn convex_hull(&self) -> Result<Geometry> {
let c_geom = unsafe { gdal_sys::OGR_G_ConvexHull(self.c_geometry()) };
if c_geom.is_null() {
return Err(_last_null_pointer_err("OGR_G_ConvexHull"));
};
Ok(unsafe { Geometry::with_c_geometry(c_geom, true) })
}
/// Return a [Delaunay triangulation of][dt] the vertices of the geometry.
///
/// # Arguments
/// * `tolerance`: optional snapping tolerance to use for improved robustness
///
/// # Notes
/// This function requires GEOS library, v3.4 or above.
/// If OGR is built without the GEOS library, this function will always fail.
/// Check with [`VersionInfo::has_geos`][has_geos].
///
/// See: [`OGR_G_DelaunayTriangulation`](https://gdal.org/api/vector_c_api.html#_CPPv427OGR_G_DelaunayTriangulation12OGRGeometryHdi)
///
/// [dt]: https://en.wikipedia.org/wiki/Delaunay_triangulation
/// [has_geos]: crate::version::VersionInfo::has_geos
pub fn delaunay_triangulation(&self, tolerance: Option<f64>) -> Result<Self> {
let c_geom = unsafe {
gdal_sys::OGR_G_DelaunayTriangulation(self.c_geometry(), tolerance.unwrap_or(0.0), 0)
};
if c_geom.is_null() {
return Err(_last_null_pointer_err("OGR_G_DelaunayTriangulation"));
};
Ok(unsafe { Geometry::with_c_geometry(c_geom, true) })
}
/// Compute a simplified geometry.
///
/// # Arguments
/// * `tolerance`: the distance tolerance for the simplification.
///
/// See: [`OGR_G_Simplify`](https://gdal.org/api/vector_c_api.html#_CPPv414OGR_G_Simplify12OGRGeometryHd)
pub fn simplify(&self, tolerance: f64) -> Result<Self> {
let c_geom = unsafe { gdal_sys::OGR_G_Simplify(self.c_geometry(), tolerance) };
if c_geom.is_null() {
return Err(_last_null_pointer_err("OGR_G_Simplify"));
};
Ok(unsafe { Geometry::with_c_geometry(c_geom, true) })
}
/// Simplify the geometry while preserving topology.
///
/// # Arguments
/// * `tolerance`: the distance tolerance for the simplification.
///
/// See: [`OGR_G_SimplifyPreserveTopology`](https://gdal.org/api/vector_c_api.html#_CPPv430OGR_G_SimplifyPreserveTopology12OGRGeometryHd)
pub fn simplify_preserve_topology(&self, tolerance: f64) -> Result<Self> {
let c_geom =
unsafe { gdal_sys::OGR_G_SimplifyPreserveTopology(self.c_geometry(), tolerance) };
if c_geom.is_null() {
return Err(_last_null_pointer_err("OGR_G_SimplifyPreserveTopology"));
};
Ok(unsafe { Geometry::with_c_geometry(c_geom, true) })
}
/// Compute buffer of geometry
///
/// # Arguments
/// * `distance`: the buffer distance to be applied. Should be expressed in
/// the same unit as the coordinates of the geometry.
/// * `n_quad_segs` specifies the number of segments used to approximate a
/// 90 degree (quadrant) of curvature.
///
/// See: [`OGR_G_Buffer`](https://gdal.org/api/vector_c_api.html#_CPPv412OGR_G_Buffer12OGRGeometryHdi)
pub fn buffer(&self, distance: f64, n_quad_segs: u32) -> Result<Self> {
let c_geom =
unsafe { gdal_sys::OGR_G_Buffer(self.c_geometry(), distance, n_quad_segs as i32) };
if c_geom.is_null() {
return Err(_last_null_pointer_err("OGR_G_Buffer"));
};
Ok(unsafe { Geometry::with_c_geometry(c_geom, true) })
}
/// Attempts to make an invalid geometry valid without losing vertices.
///
/// Already-valid geometries are cloned without further intervention.
///
/// Extended options are available via [`CslStringList`] if GDAL is built with GEOS >= 3.8.
/// They are defined as follows:
///
/// * `METHOD=LINEWORK`: Combines all rings into a set of node-ed lines and then extracts
/// valid polygons from that "linework".
/// * `METHOD=STRUCTURE`: First makes all rings valid, then merges shells and subtracts holes
/// from shells to generate valid result. Assumes holes and shells are correctly categorized.
/// * `KEEP_COLLAPSED=YES/NO`. Only for `METHOD=STRUCTURE`.
/// - `NO` (default): Collapses are converted to empty geometries
/// - `YES`: collapses are converted to a valid geometry of lower dimension
///
/// When GEOS < 3.8, this method will return `Ok(self.clone())` if it is valid, or `Err` if not.
///
/// See: [OGR_G_MakeValidEx](https://gdal.org/api/vector_c_api.html#_CPPv417OGR_G_MakeValidEx12OGRGeometryH12CSLConstList)
///
/// # Example
/// ```rust, no_run
/// use gdal::cpl::CslStringList;
/// use gdal::vector::Geometry;
/// # fn main() -> gdal::errors::Result<()> {
/// let src = Geometry::from_wkt("POLYGON ((0 0, 10 10, 0 10, 10 0, 0 0))")?;
/// let dst = src.make_valid(&CslStringList::new())?;
/// assert_eq!("MULTIPOLYGON (((10 0, 0 0, 5 5, 10 0)),((10 10, 5 5, 0 10, 10 10)))", dst.wkt()?);
/// # Ok(())
/// # }
/// ```
pub fn make_valid(&self, opts: &CslStringList) -> Result<Geometry> {
let c_geom = unsafe { gdal_sys::OGR_G_MakeValidEx(self.c_geometry(), opts.as_ptr()) };
if c_geom.is_null() {
Err(_last_null_pointer_err("OGR_G_MakeValid"))
} else {
Ok(unsafe { Geometry::with_c_geometry(c_geom, true) })
}
}
}
#[cfg(test)]
mod tests {
use super::*;
use crate::test_utils::SuppressGDALErrorLog;
#[test]
fn test_convex_hull() {
let star = "POLYGON ((0 1,3 1,1 3,1.5 0.0,2 3,0 1))";
let hull = "POLYGON ((1.5 0.0,0 1,1 3,2 3,3 1,1.5 0.0))";
assert_eq!(
Geometry::from_wkt(star)
.unwrap()
.convex_hull()
.unwrap()
.wkt()
.unwrap(),
hull
);
}
#[test]
fn test_delaunay_triangulation() -> Result<()> {
let square = Geometry::from_wkt("POLYGON ((0 1,1 1,1 0,0 0,0 1))")?;
let triangles = Geometry::from_wkt(
"GEOMETRYCOLLECTION (POLYGON ((0 1,0 0,1 0,0 1)),POLYGON ((0 1,1 0,1 1,0 1)))",
)?;
assert_eq!(square.delaunay_triangulation(None)?, triangles);
Ok(())
}
#[test]
fn test_simplify() -> Result<()> {
let line = Geometry::from_wkt("LINESTRING(1.2 0.19,1.63 0.58,1.98 0.65,2.17 0.89)")?;
let triangles = Geometry::from_wkt("LINESTRING (1.2 0.19,2.17 0.89)")?;
assert_eq!(line.simplify(0.5)?, triangles);
Ok(())
}
#[test]
fn test_simplify_preserve_topology() -> Result<()> {
let test = Geometry::from_wkt("LINESTRING(0 0,1 0,10 0)")?;
let expected = Geometry::from_wkt("LINESTRING (0 0,10 0)")?;
assert_eq!(test.simplify_preserve_topology(5.0)?, expected);
Ok(())
}
#[test]
pub fn test_buffer() {
let geom = Geometry::from_wkt("POINT(0 0)").unwrap();
let buffered = geom.buffer(10.0, 2).unwrap();
assert_eq!(
buffered.geometry_type(),
::gdal_sys::OGRwkbGeometryType::wkbPolygon
);
assert!(buffered.area() > 10.0);
}
#[test]
/// Simple clone case.
pub fn test_make_valid_clone() {
let src = Geometry::from_wkt("POINT (0 0)").unwrap();
let dst = src.make_valid(&CslStringList::new());
assert!(dst.is_ok());
assert!(dst.unwrap().is_valid());
}
#[test]
/// Un-repairable geometry case
pub fn test_make_valid_invalid() {
let _nolog = SuppressGDALErrorLog::new();
let src = Geometry::from_wkt("LINESTRING (0 0)").unwrap();
assert!(!src.is_valid());
let dst = src.make_valid(&CslStringList::new());
assert!(dst.is_err());
}
#[test]
/// Repairable case (self-intersecting)
pub fn test_make_valid_repairable() {
let src = Geometry::from_wkt("POLYGON ((0 0, 10 10, 0 10, 10 0, 0 0))").unwrap();
assert!(!src.is_valid());
let dst = src.make_valid(&CslStringList::new());
assert!(dst.is_ok());
assert!(dst.unwrap().is_valid());
}
#[test]
/// Repairable case, but use extended options
pub fn test_make_valid_ex() {
let src =
Geometry::from_wkt("POLYGON ((0 0, 0 10, 10 10, 10 0, 0 0),(5 5, 15 10, 15 0, 5 5))")
.unwrap();
let opts = CslStringList::from_iter(["STRUCTURE=LINEWORK"]);
let dst = src.make_valid(&opts);
assert!(dst.is_ok(), "{dst:?}");
assert!(dst.unwrap().is_valid());
}
}