Galactica/crates/render/shaders/radialbar.wgsl

// INCLUDE: global uniform header

struct InstanceInput {
	@location(2) anchor: u32,
	@location(3) position: vec2<f32>,
	@location(4) diameter: f32,
	@location(5) stroke: f32,
	@location(6) angle: f32,
	@location(7) color: vec4<f32>,
};

struct VertexInput {
	@location(0) position: vec3<f32>,
	@location(1) texture_coords: vec2<f32>,
};

struct VertexOutput {
	@builtin(position) position: vec4<f32>,
	@location(2) center: vec2<f32>,
	@location(3) diameter: f32,
	@location(4) stroke: f32,
	@location(5) angle: f32,
	@location(6) color: vec4<f32>,
};


@group(0) @binding(0)
var texture_array: binding_array<texture_2d<f32>>;
@group(0) @binding(1)
var sampler_array: binding_array<sampler>;


// INCLUDE: anchor.wgsl

@vertex
fn vertex_main(
	vertex: VertexInput,
	instance: InstanceInput,
) -> VertexOutput {
	var out: VertexOutput;
	out.position = vec4(vertex.position, 1.0);
	out.diameter = instance.diameter;
	out.stroke = instance.stroke;
	out.color = instance.color;
	out.angle = instance.angle;

	// Center of this radial bar, in logical pixels,
	// with (0, 0) at the center of the screen.
	out.center = anchor(
		instance.anchor,
		instance.position,
		vec2(instance.diameter, instance.diameter)
	) / 2.0 * (global_data.window_size / global_data.window_scale.x);
	// ^ slight correction, since anchor gives us a different result than we need here

	return out;
}

@fragment
fn fragment_main(in: VertexOutput) -> @location(0) vec4<f32> {
	// Fragment position in logical pixels, relative to arc center
	let p = (
		vec2(1.0, -1.0) *
		(in.position.xy - global_data.window_size / 2.0) /
		global_data.window_scale.x
	) - in.center;

	let bar_width = in.stroke;                                // Width of filled bar
	let bar_radius = in.diameter / 2.0 - bar_width / 2.0;     // Middle radius of the bar
	let angle = in.angle - floor(in.angle / 6.283) * 6.28318; // Sanely handle large angles (fmod(angle, 2pi))
	let zero_vector = vec2(0.0, 1.0);                         // Draw bar clockwise from this vector
	let frag_radius = distance(vec2(0.0, 0.0), p);            // Radius of this fragment
	let feather = 2.0;                                        // Size of feather, in logical pixels
	
	// Clockwise angle between zero_vector and fragment location
	let frag_angle = atan2(
		p.y*zero_vector.x - p.x*zero_vector.y,
		-dot(p, zero_vector)
	) + 3.14159;


	// Line fill & feather
	if abs(frag_radius - bar_radius) <= bar_width / 2.0 && frag_angle <= angle {
		let x = (abs(frag_radius - bar_radius) - (bar_width/2.0 - feather)) / feather;
		return in.color * vec4(1.0, 1.0, 1.0, clamp(1.0 - x, 0.0, 1.0));
	}

	// Round cap centers
	let cap_start_center = zero_vector * (in.diameter / 2.0 - (bar_width / 2.0));
	let cap_end_center = mat2x2(
		vec2(cos(-angle), sin(-angle)),
		vec2(-sin(-angle), cos(-angle))
	) * cap_start_center;

	// Cap fill & feather
	let cap_start_d = distance(p, cap_start_center);
	let cap_end_d = distance(p, cap_end_center);
	if (
		cap_start_d <= bar_width / 2.0 ||
		cap_end_d <= bar_width / 2.0
	) {
		let x = (
			min(cap_start_d, cap_end_d)
			- (bar_width/2.0 - feather)
		) / feather;
		return in.color * vec4(1.0, 1.0, 1.0, clamp(1.0 - x, 0.0, 1.0));
	}

	discard;
}