feat: semantices
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@@ -144,9 +144,7 @@ func (p *Parser) parseOriginStatement() {
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yExpr := p.parseExpression()
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p.match(scanner.R_BRACKET)
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// todo:
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// semantices.SetOrigin(xExpr, yExpr)
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fmt.Println("Parsed ORIGIN", xExpr, yExpr)
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originStatement(xExpr, yExpr)
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}
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// SCALE IS ( Expression , Expression )
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@@ -159,7 +157,7 @@ func (p *Parser) parseScaleStatement() {
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yExpr := p.parseExpression()
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p.match(scanner.R_BRACKET)
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fmt.Println("Parsed SCALE", xExpr, yExpr)
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scaleStatement(xExpr, yExpr)
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}
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// ROT IS Expression
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@@ -168,7 +166,7 @@ func (p *Parser) parseRotStatement() {
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p.match(scanner.IS)
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angleExpr := p.parseExpression()
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fmt.Println("Parsed ROT", angleExpr)
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rotStatement(angleExpr)
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}
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// FOR T FROM Expression TO Expression STEP Expression
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@@ -190,8 +188,5 @@ func (p *Parser) parseForStatement() {
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yExpr := p.parseExpression()
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p.match(scanner.R_BRACKET)
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fmt.Println("Parsed FOR", start, end, step, xExpr, yExpr)
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// todo:
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// semantices.DrawLoop(start, end, step, xExpr, yExpr)
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forStatement(start, end, step, xExpr, yExpr)
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}
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101
parser/semantices.go
Normal file
101
parser/semantices.go
Normal file
@@ -0,0 +1,101 @@
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package parser
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import (
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"math"
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"sfdl/scanner"
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"sfdl/semantices"
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)
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var (
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Parameter float64 // T
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OriginX, OriginY float64
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ScaleX, ScaleY float64 = 1, 1
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RotAngle float64 // 弧度
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)
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func ResetState() {
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Parameter = 0
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OriginX, OriginY = 0, 0
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ScaleX, ScaleY = 1, 1
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RotAngle = 0
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}
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func evalExpr(root *ExprNode) float64 {
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if root == nil {
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return 0
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}
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switch root.Op {
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case scanner.PLUS:
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return evalExpr(root.Left) + evalExpr(root.Right)
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case scanner.MINUS:
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return evalExpr(root.Left) - evalExpr(root.Right)
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case scanner.MUL:
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return evalExpr(root.Left) * evalExpr(root.Right)
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case scanner.DIV:
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return evalExpr(root.Left) / evalExpr(root.Right)
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case scanner.POWER:
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return math.Pow(evalExpr(root.Left), evalExpr(root.Right))
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case scanner.FUNC:
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return root.Func(evalExpr(root.Left))
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case scanner.CONST_ID:
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return root.Value
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case scanner.T:
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return Parameter
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default:
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return 0
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}
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}
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func calcCoord(xExpr, yExpr *ExprNode) (float64, float64) {
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x := evalExpr(xExpr)
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y := evalExpr(yExpr)
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// scale
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x *= ScaleX
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y *= ScaleY
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// rotate
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tx := x*math.Cos(RotAngle) + y*math.Sin(RotAngle)
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ty := y*math.Cos(RotAngle) - x*math.Sin(RotAngle)
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x, y = tx, ty
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// translate
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x += OriginX
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y += OriginY
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return x, y
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}
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// ORIGIN IS (x, y)
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func originStatement(xExpr, yExpr *ExprNode) {
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OriginX = evalExpr(xExpr)
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OriginY = evalExpr(yExpr)
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}
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// SCALE IS (sx, sy)
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func scaleStatement(xExpr, yExpr *ExprNode) {
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ScaleX = evalExpr(xExpr)
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ScaleY = evalExpr(yExpr)
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}
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// ROT IS angle
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func rotStatement(angleExpr *ExprNode) {
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RotAngle = evalExpr(angleExpr)
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}
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// FOR T FROM start TO end STEP step DRAW (xExpr, yExpr)
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func forStatement(startExpr, endExpr, stepExpr, xExpr, yExpr *ExprNode) {
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start := evalExpr(startExpr)
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end := evalExpr(endExpr)
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step := evalExpr(stepExpr)
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if step <= 1e-9 {
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return
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}
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for Parameter = start; Parameter <= end; Parameter += step {
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x, y := calcCoord(xExpr, yExpr)
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semantices.DrawPixel(int(math.Round(x)), int(math.Round(y)))
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}
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}
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