jsdom: add Path2D API, All CanvasRenderingContext2D methods (except image methods) (#12404)
parent
852d85b3a9
commit
d8f971ffb5
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@ -40,7 +40,7 @@ fn main() {
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elemc := document.get_element_by_id('myCanvas') or { panic('no canvas') }
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canv := jsdom.get_html_canvas_element(elemc) or { panic('expected canvas') }
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context := get_2dcontext(canv) or { panic('wow') }
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context := canv.get_context_2d()
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mut state := DrawState{}
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canv.add_event_listener('mousedown', fn [mut state] (_ jsdom.IEventTarget, event jsdom.IEvent) {
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state.drawing = true
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@ -27,6 +27,14 @@ pub enum LineJoin {
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miter
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}
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pub enum TextAlign {
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left
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right
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center
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start
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end
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}
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pub struct CanvasRenderingContext2D {
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mut:
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ctx JS.CanvasRenderingContext2D [noinit]
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@ -38,16 +46,54 @@ pub fn (ctx CanvasRenderingContext2D) begin_path() {
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#ctx.ctx.beginPath();
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}
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pub fn (ctx CanvasRenderingContext2D) set_line_dash(arr []f64) {
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#let tmp = []
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for x in arr {
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#tmp.push(x.val);
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_ := x
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}
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#ctx.ctx.setLineDash(tmp);
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}
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pub fn (ctx CanvasRenderingContext2D) get_line_dash() []f64 {
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arr := []f64{}
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#for (elem of ctx.ctx.getLineDash()) { array_push(arr,elem); }
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return arr
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}
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pub fn (ctx CanvasRenderingContext2D) set_text_align(align TextAlign) {
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match align {
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.left {
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#ctx.ctx.textAlign = 'start';
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}
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.right {
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#ctx.ctx.textAlign = 'right';
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}
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.center {
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#ctx.ctx.textAlign = 'center';
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}
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.start {
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#ctx.ctx.textAlign = 'start';
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}
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.end {
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#ctx.ctx.textAlign = 'end';
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}
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}
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}
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pub fn (ctx CanvasRenderingContext2D) set_line_join(j LineJoin) {
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match j {
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.bevel {
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#ctx.ctx.lineJoin = 'bevel'.str
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#ctx.ctx.lineJoin = 'bevel'
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}
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.round {
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#ctx.ctx.lineJoin = 'round'.str
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#ctx.ctx.lineJoin = 'round'
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}
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.miter {
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#ctx.ctx.lineJoin = 'miter'.str
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#ctx.ctx.lineJoin = 'miter'
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}
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}
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}
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@ -150,6 +196,10 @@ pub fn (ctx CanvasRenderingContext2D) draw_focus_if_needed(el IElement) {
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#ctx.ctx.drawFocusIfNeeded(el.val.node);
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}
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pub fn (ctx CanvasRenderingContext2D) draw_focus_if_needed_wpath(path Path2D, el IElement) {
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#ctx.ctx.drawFocusIfNeeded(path.path, el.val.node);
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}
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fn (ctx JS.CanvasRenderingContext2D) createRadialGradient(x0 f64, y0 f64, r0 f64, x1 f64, y1 f64, r1 f64) JS.CanvasGradient
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fn (ctx JS.CanvasRenderingContext2D) createConicGradient(startAngle f64, x f64, y f64) JS.CanvasGradient
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@ -157,3 +207,203 @@ fn (ctx JS.CanvasRenderingContext2D) createConicGradient(startAngle f64, x f64,
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fn (ctx JS.CanvasRenderingContext2D) createLinearGradient(x0 f64, y0 f64, x1 f64, y1 f64) JS.CanvasGradient
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pub fn (gradient JS.CanvasGradient) addColorStop(x f64, color string)
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/// fill_text draws a text string at the specified coordinates. `max_width` allows specifying a maximum
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/// width for the rendered text, set max_width to -1.0 to automatically adjust text width.
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pub fn (ctx CanvasRenderingContext2D) fill_text(text string, x f64, y f64, max_width f64) {
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if max_width == -1.0 {
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#ctx.ctx.fillText(text.str,x.val,y.val,max_width.val)
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} else {
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#ctx.ctx.fillText(text.str,x.val,y.val)
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}
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}
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/// stoke_text strokes — that is, draws the outlines of — the characters of a text string at the specified coordinates.
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/// `max_width` allows specifying a maximum width for the rendered text, set max_width to -1.0 to automatically adjust text width.
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pub fn (ctx CanvasRenderingContext2D) stroke_text(text string, x f64, y f64, max_width f64) {
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if max_width == -1.0 {
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#ctx.ctx.stokeText(text.str,x.val,y.val,max_width.val)
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} else {
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#ctx.ctx.stokeText(text.str,x.val,y.val)
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}
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}
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pub fn (ctx CanvasRenderingContext2D) measure_text(text string) TextMetrics {
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metrics := TextMetrics{}
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#let tmp = ctx.ctx.measureText(text.str);
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#metrics.width = new f64(tmp.width);
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#metrics.actual_bounding_box_left = new f64(tmp.actualBoundingBoxLeft);
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#metrics.actual_bounding_box_right = new f64(tmp.actualBoundingBoxRight);
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#metrics.actual_bounding_box_ascent = new f64(tmp.actualBoundingBoxAscent);
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#metrics.actual_bounding_box_descent = new f64(tmp.actualBoundingBoxDescent);
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#metrics.font_bounding_box_ascent = new f64(tmp.fontBoundingBoxAscent);
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#metrics.font_bounding_box_descent = new f64(tmp.fontBoundingBoxDescent);
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#metrics.em_height_ascent = new f64(tmp.emHeightAscent);
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#metrics.em_height_descent = new f64(tmp.emHeightDescent);
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#metrics.hanging_baseline = new f64(tmp.hangingBaseline);
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#metrics.alphabetic_baseline = new f64(tmp.alphabeticBaseline);
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#metrics.ideographic_baseline = new f64(tmp.ideographicBaseline);
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return metrics
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}
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pub fn (ctx CanvasRenderingContext2D) fill_path(p Path2D) {
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#ctx.ctx.fill(p.path);
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}
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pub enum FillRule {
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nonzero
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evenodd
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}
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pub fn (ctx CanvasRenderingContext2D) clip_rule(rule FillRule) {
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match rule {
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.nonzero {
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#ctx.ctx.clip('nonzero')
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}
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.evenodd {
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#ctx.ctx.clip('evenodd')
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}
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}
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}
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pub fn (ctx CanvasRenderingContext2D) clip() {
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#ctx.ctx.clip();
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}
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pub fn (ctx CanvasRenderingContext2D) clip_path(path Path2D) {
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#ctx.ctx.clip(path.path);
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}
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pub fn (ctx CanvasRenderingContext2D) clip_path_rule(path Path2D, rule FillRule) {
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match rule {
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.nonzero {
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#ctx.ctx.clip(path.path, 'nonzero')
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}
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.evenodd {
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#ctx.ctx.clip(path.path,'evenodd')
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}
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}
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}
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pub fn (ctx CanvasRenderingContext2D) is_point_in_path(x f64, y f64) bool {
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res := false
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#res.val = ctx.ctx.isPointInPath(x.val,y.val);
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return res
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}
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pub fn (ctx CanvasRenderingContext2D) is_point_in_path_2(path Path2D, x f64, y f64) bool {
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res := false
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#res.val = ctx.ctx.isPointInPath(path.path,x.val,y.val);
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return res
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}
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pub fn (ctx CanvasRenderingContext2D) is_point_in_path_3(path Path2D, x f64, y f64, rule FillRule) bool {
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res := false
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match rule {
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.nonzero {
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#res.val = ctx.ctx.isPointInPath(path.path,x.val,y.val,'nonzero');
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}
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.evenodd {
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#res.val = ctx.ctx.isPointInPath(path.path,x.val,y.val,'evenadd');
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}
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}
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return res
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}
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pub fn (ctx CanvasRenderingContext2D) is_point_in_path_4(x f64, y f64, rule FillRule) bool {
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res := false
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match rule {
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.nonzero {
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#res.val = ctx.ctx.isPointInPath(x.val,y.val,'nonzero');
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}
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.evenodd {
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#res.val = ctx.ctx.isPointInPath(x.val,y.val,'evenadd');
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}
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}
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return res
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}
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pub fn (ctx CanvasRenderingContext2D) is_point_in_stroke(x f64, y f64) bool {
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res := false
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#res.val = ctx.ctx.isPointInStroke(x.val,y.val);
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return res
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}
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pub fn (ctx CanvasRenderingContext2D) is_point_in_stroke_path(path Path2D, x f64, y f64) bool {
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res := false
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#res.val = ctx.ctx.isPointInStroke(path.path, x.val,y.val);
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return res
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}
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pub fn (ctx CanvasRenderingContext2D) get_transform() DOMMatrix {
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m := DOMMatrix{}
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#m.matrix = ctx.ctx.getTransform();
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return m
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}
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pub fn (ctx CanvasRenderingContext2D) rotate(angle f64) {
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#ctx.ctx.rotate(angle.val);
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}
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pub fn (ctx CanvasRenderingContext2D) scale(x f64, y f64) {
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#ctx.ctx.scale(x.val,y.val);
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}
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pub fn (ctx CanvasRenderingContext2D) translate(x f64, y f64) {
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#ctx.ctx.translate(x.val,y.val)
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}
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pub fn (ctx CanvasRenderingContext2D) transform(a f64, b f64, c f64, d f64, e f64, f f64) {
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#ctx.ctx.transform(a.val,b.val,c.val,d.val,e.val,f.val);
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}
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pub fn (ctx CanvasRenderingContext2D) set_transform_matrix(m DOMMatrix) {
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#ctx.ctx.setTransform(m.matrix);
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}
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pub fn (ctx CanvasRenderingContext2D) set_transform(a f64, b f64, c f64, d f64, e f64, f f64) {
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#ctx.ctx.setTransform(a.val,b.val,c.val,d.val,e.val,f.val);
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}
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pub fn (ctx CanvasRenderingContext2D) global_alpha() f64 {
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res := 0.0
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#res.val = ctx.ctx.globalAlpha
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return res
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}
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pub fn (ctx CanvasRenderingContext2D) set_global_alpha(alpha f64) {
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#ctx.ctx.globalAlpha = alpha.val;
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}
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pub fn (ctx CanvasRenderingContext2D) global_composite_operation() string {
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res := ''
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#res.str = ctx.ctx.globalCompositeOperation
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return res
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}
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pub fn (ctx CanvasRenderingContext2D) set_global_composite_operation(typ string) {
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#ctx.ctx.globalCompositeOperation = typ.str;
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}
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pub fn (ctx CanvasRenderingContext2D) save() {
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#ctx.ctx.save();
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}
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pub fn (ctx CanvasRenderingContext2D) restore() {
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#ctx.ctx.restore()
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}
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pub fn (ctx CanvasRenderingContext2D) canvas() HTMLCanvasElement {
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elem := HTMLCanvasElement{}
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#elem.node = ctx.ctx.canvas()
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return elem
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}
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@ -184,3 +184,19 @@ fn init() {
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#jsdom__document.node = document;
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#jsdom__window.node = window;
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}
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pub struct TextMetrics {
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pub:
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width f64
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actual_bounding_box_left f64
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actual_bounding_box_right f64
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font_bounding_box_ascent f64
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font_bounding_box_descent f64
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actual_bounding_box_ascent f64
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actual_bounding_box_descent f64
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em_height_ascent f64
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em_height_descent f64
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hanging_baseline f64
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alphabetic_baseline f64
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ideographic_baseline f64
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}
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@ -36,3 +36,12 @@ pub fn (elem HTMLCanvasElement) get_context(ctx_ string) ContextResult {
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return res
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}
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pub fn (elem HTMLCanvasElement) get_context_2d() CanvasRenderingContext2D {
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mut res := CanvasRenderingContext2D{}
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#let ctx = elem.node.getContext('2d');
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#res = new jsdom__CanvasRenderingContext2D(ctx);
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#res.ctx = ctx;
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return res
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}
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@ -0,0 +1,63 @@
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module jsdom
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pub struct JS.Path2D {}
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pub fn (p JS.Path2D) addPath(JS.Path2D, JS.DOMMatrix)
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pub fn (p JS.Path2D) closePath()
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pub fn (p JS.Path2D) moveTo(x JS.Number, y JS.Number)
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pub fn (p JS.Path2D) lineTo(x JS.Number, y JS.Number)
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pub fn (p JS.Path2D) bezierCurveTo(cp1x JS.Number, cp1y JS.Number, cp2x JS.Number, cp2y JS.Number, x JS.Number, y JS.Number)
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pub fn (p JS.Path2D) quadraticCurveTo(cpx JS.Number, cpy JS.Number, x JS.Number, y JS.Number)
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pub fn (p JS.Path2D) arc(x JS.Number, y JS.Number, radius JS.Number, startAngle JS.Number, endAngle JS.Number, counter_clockwise JS.Boolean)
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pub fn (p JS.Path2D) arcTo(x1 JS.Number, y1 JS.Number, x2 JS.Number, y2 JS.Number, radius JS.Number)
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pub fn (p JS.Path2D) ellipse(x JS.Number, y JS.Number, radius_x JS.Number, radius_y JS.Number, rotation JS.Number, start_angle JS.Number, end_angle JS.Number, counter_clockwise JS.Boolean)
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pub fn (p JS.Path2D) rect(x JS.Number, y JS.Number, width JS.Number, height JS.Number)
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pub struct Path2D {
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mut:
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path JS.Path2D [noinit]
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}
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pub fn (p Path2D) add_path(p2 Path2D) {
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#p.path.addPath(p2.path);
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}
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pub fn (p Path2D) add_path_with_transform(p2 Path2D, m DOMMatrix) {
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p.path.addPath(p2.path, m.matrix)
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}
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pub fn (path Path2D) bezier_curve_to(cp1x f64, cp1y f64, cp2x f64, cp2y f64, x f64, y f64) {
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#path.path.bezierCurveTo(cp1x.val,cp1y.val,cp2x.val,cp2y.val, x.val,y.val);
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}
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pub fn (path Path2D) quadratic_curve_to(cpx f64, cpy f64, x f64, y f64) {
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#path.path.quadraticCurveTo(cpx.val,cpy.val,x.val,y.val);
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}
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pub fn (path Path2D) arc(x f64, y f64, radius f64, start_angle f64, end_angle f64, counter_clockwise bool) {
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#path.path.arc(x.val,y.val,radius.val,start_angle.val,end_angle.val,counter_clockwise.val)
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}
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pub fn (path Path2D) arc_to(x1 f64, y1 f64, x2 f64, y2 f64, radius f64) {
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#path.path.arcTo(x1.val,y1.val,x2.val,y2.val,radius.val);
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}
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pub fn (path Path2D) ellipse(x f64, y f64, radius_x f64, radius_y f64, rotation f64, start_angle f64, end_angle f64, counter_clockwise bool) {
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#path.path.ellipse(x.val,y.val,radius_x.val,radius_y.val,rotation.val,start_angle.val,end_angle.val,counter_clockwise.val);
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}
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pub fn (path Path2D) rect(x f64, y f64, width f64, height f64) {
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#path.path.rect(x.val,y.val,widht.val,height.val);
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}
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pub fn (path Path2D) line_to(x f64, y f64) {
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path.path.lineTo(f64tonum(x), f64tonum(y))
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}
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pub fn (path Path2D) move_to(x f64, y f64) {
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path.path.lineTo(f64tonum(x), f64tonum(y))
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}
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pub fn (path Path2D) close_path() {
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path.path.closePath()
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}
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@ -0,0 +1,71 @@
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module jsdom
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pub struct JS.DOMPoint {
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pub mut:
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x JS.Number [noinit]
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y JS.Number [noinit]
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z JS.Number [noinit]
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w JS.Number [noinit]
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}
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pub struct DOMPoint {
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mut:
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point JS.DOMPoint
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}
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pub fn new_dompoint(x f64, y f64, z f64, w f64) DOMPoint {
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mut point := DOMPoint{}
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point.point.x = f64tonum(x)
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point.point.y = f64tonum(y)
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point.point.z = f64tonum(z)
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point.point.w = f64tonum(w)
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return point
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}
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pub fn (p DOMPoint) x() f64 {
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return tof64(p.point.x)
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}
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pub fn (p DOMPoint) y() f64 {
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return tof64(p.point.y)
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}
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pub fn (p DOMPoint) z() f64 {
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return tof64(p.point.z)
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}
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pub fn (p DOMPoint) w() f64 {
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return tof64(p.point.w)
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}
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pub fn (mut p DOMPoint) set_x(x f64) {
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p.point.x = f64tonum(x)
|
||||
}
|
||||
|
||||
pub fn (mut p DOMPoint) set_y(y f64) {
|
||||
p.point.y = f64tonum(y)
|
||||
}
|
||||
|
||||
pub fn (mut p DOMPoint) set_z(z f64) {
|
||||
p.point.z = f64tonum(z)
|
||||
}
|
||||
|
||||
pub fn (mut p DOMPoint) set_w(w f64) {
|
||||
p.point.w = f64tonum(w)
|
||||
}
|
||||
|
||||
pub fn (p DOMPoint) matrix_transform(matrix DOMMatrix) DOMPoint {
|
||||
mut point := DOMPoint{}
|
||||
#point.point = p.point.matrixTransform(matrix.matrix);
|
||||
|
||||
return point
|
||||
}
|
||||
|
||||
pub fn (p DOMPoint) matrix_transform_2() DOMPoint {
|
||||
mut point := DOMPoint{}
|
||||
#point.point = p.point.matrixTransform();
|
||||
|
||||
return point
|
||||
}
|
Loading…
Reference in New Issue