improve circle construction and rendering
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@ -3,6 +3,41 @@
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use crate::general::Radians;
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use macroquad::prelude::*;
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/// Generate evenly-spaced points along a circular arc.
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///
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/// Returns exactly `steps` points, uniformly distributed from (not including)
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/// the arc start to (including) the arc end. This is the **single source of
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/// truth** for arc sampling used by tessellation, tween stroke drawing, and
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/// fill-polygon preview.
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///
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/// # Arguments
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/// * `center` — centre of the circle
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/// * `radius` — arc radius
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/// * `start_angle` — angle from `center` to the turtle's start position (radians)
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/// * `sweep_angle` — total arc sweep in radians (absolute; sign comes from `direction`)
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/// * `steps` — number of sample points (clamped to ≥ 1)
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/// * `direction` — which way the arc curves
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pub(crate) fn arc_points(
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center: Vec2,
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radius: f32,
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start_angle: f32,
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sweep_angle: f32,
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steps: usize,
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direction: CircleDirection,
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) -> Vec<Vec2> {
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let n = steps.max(1);
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let step_size = sweep_angle / n as f32;
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(1..=n)
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.map(|i| {
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let a = match direction {
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CircleDirection::Left => start_angle - step_size * i as f32,
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CircleDirection::Right => start_angle + step_size * i as f32,
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};
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Vec2::new(center.x + radius * a.cos(), center.y + radius * a.sin())
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})
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.collect()
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}
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/// Direction of circular motion (in screen coordinates with Y-down)
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#[derive(Debug, Clone, Copy, PartialEq, Eq)]
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pub enum CircleDirection {
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@ -176,41 +176,32 @@ pub(crate) fn render_world_with_tweens(world: &TurtleWorld, zoom_level: f32) {
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} = &tween.command
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{
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// Calculate partial arc vertices based on current progress
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use crate::circle_geometry::CircleGeometry;
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use crate::circle_geometry::{arc_points, CircleGeometry};
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use crate::general::Radians;
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let geom = CircleGeometry::new(
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tween.start_params.position,
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Radians::new(tween.start_params.heading),
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*radius,
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*direction,
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); // Calculate progress
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);
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let elapsed = get_time() - tween.start_time;
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let progress = (elapsed / tween.duration).min(1.0);
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let eased_progress = CubicInOut.tween(1.0, progress as f32);
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// Generate arc vertices for the partial arc
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let num_samples = *steps.max(&1);
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// Delegate to the shared arc_points function — same sampling
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// strategy as tessellate_arc, eliminating the divergence.
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let samples_to_draw =
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((num_samples as f32 * eased_progress) as usize).max(1);
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for i in 1..=samples_to_draw {
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let sample_progress = i as f32 / num_samples as f32;
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let current_angle = match direction {
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crate::circle_geometry::CircleDirection::Left => {
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geom.start_angle_from_center
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- angle.as_radians().value() * sample_progress
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}
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crate::circle_geometry::CircleDirection::Right => {
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geom.start_angle_from_center
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+ angle.as_radians().value() * sample_progress
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}
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};
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let vertex = Vec2::new(
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geom.center.x + radius * current_angle.cos(),
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geom.center.y + radius * current_angle.sin(),
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);
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current_preview.push(vertex);
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(((*steps).max(1) as f32 * eased_progress) as usize).max(1);
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let sweep_so_far = angle.as_radians().value() * eased_progress;
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for pt in arc_points(
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geom.center,
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*radius,
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geom.start_angle_from_center,
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sweep_so_far,
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samples_to_draw,
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*direction,
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) {
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current_preview.push(pt);
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}
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} else if matches!(
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&tween.command,
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@ -69,14 +69,15 @@ pub mod svg_export {
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..
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} => {
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use crate::circle_geometry::CircleGeometry;
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use crate::general::Radians;
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let geom = CircleGeometry::new(
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source.start_position,
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source.start_heading,
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Radians::new(source.start_heading),
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*radius,
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*direction,
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);
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let center = geom.center;
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if (*angle - 360.0).abs() < 1e-3 {
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if (angle.value() - 360.0).abs() < 1e-3 {
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// Voller Kreis
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update_bounds(
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&mut min_x,
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@ -123,7 +124,7 @@ pub mod svg_export {
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center.x + radius,
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center.y + radius,
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);
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let large_arc = if *angle > 180.0 { 1 } else { 0 };
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let large_arc = if angle.value() > 180.0 { 1 } else { 0 };
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let sweep = match direction {
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crate::circle_geometry::CircleDirection::Left => 0,
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crate::circle_geometry::CircleDirection::Right => 1,
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@ -309,40 +309,32 @@ pub(crate) fn tessellate_arc(
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segments: usize,
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direction: crate::circle_geometry::CircleDirection,
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) -> Result<MeshData, Box<dyn std::error::Error>> {
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// Build arc path manually from segments
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let mut builder = Path::builder();
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use crate::circle_geometry::arc_points;
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let start_angle = start_angle_degrees.to_radians();
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let arc_angle = arc_angle_degrees.to_radians();
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let step = arc_angle / segments as f32;
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let sweep_angle = arc_angle_degrees.to_radians();
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// Calculate first point
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let first_point = point(
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let mut builder = Path::builder();
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// Start point of the arc (arc_points returns everything *after* this)
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builder.begin(point(
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center.x + radius * start_angle.cos(),
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center.y + radius * start_angle.sin(),
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);
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builder.begin(first_point);
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));
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// Add remaining points - direction matters!
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for i in 1..=segments {
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let angle = match direction {
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crate::circle_geometry::CircleDirection::Left => {
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// Counter-clockwise: subtract angle
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start_angle - step * i as f32
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}
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crate::circle_geometry::CircleDirection::Right => {
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// Clockwise: add angle
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start_angle + step * i as f32
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}
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};
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let pt = point(
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center.x + radius * angle.cos(),
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center.y + radius * angle.sin(),
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);
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builder.line_to(pt);
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// Remaining points — single source of truth for arc sampling
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for pt in arc_points(
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center,
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radius,
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start_angle,
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sweep_angle,
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segments,
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direction,
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) {
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builder.line_to(point(pt.x, pt.y));
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}
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builder.end(false); // Don't close the arc
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builder.end(false); // open arc, not a closed polygon
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let path = builder.build();
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// Tessellate stroke
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