c# - 如何将弯曲的文本渲染成位图？

Question

我目前正在动态创建位图并使用位图中的图形对象在其上绘制字符串，如下所示:

System.Drawing.Graphics graph = System.Drawing.Graphics.FromImage(bmp);
graph.DrawString(text, font, brush, new System.Drawing.Point(0, 0));

这将返回一个矩形位图，其中字符串从左到右垂直书写。我也希望能够把绳子画成彩虹的形状。我怎样才能做到这一点？

Answer 1

我最近遇到了这个问题(我正在渲染用于打印到 CD 上的文本)，所以这是我的解决方案:

private void DrawCurvedText(Graphics graphics, string text, Point centre, float distanceFromCentreToBaseOfText, float radiansToTextCentre, Font font, Brush brush)
{
    // Circumference for use later
    var circleCircumference = (float)(Math.PI * 2 * distanceFromCentreToBaseOfText);

    // Get the width of each character
    var characterWidths = GetCharacterWidths(graphics, text, font).ToArray();

    // The overall height of the string
    var characterHeight = graphics.MeasureString(text, font).Height;

    var textLength = characterWidths.Sum();

    // The string length above is the arc length we'll use for rendering the string. Work out the starting angle required to 
    // centre the text across the radiansToTextCentre.
    float fractionOfCircumference = textLength / circleCircumference;

    float currentCharacterRadians = radiansToTextCentre + (float)(Math.PI * fractionOfCircumference);

    for (int characterIndex = 0; characterIndex < text.Length; characterIndex++)
    {
        char @char = text[characterIndex];

        // Polar to cartesian
        float x = (float)(distanceFromCentreToBaseOfText * Math.Sin(currentCharacterRadians));
        float y = -(float)(distanceFromCentreToBaseOfText * Math.Cos(currentCharacterRadians));

        using (GraphicsPath characterPath = new GraphicsPath())
        {
            characterPath.AddString(@char.ToString(), font.FontFamily, (int)font.Style, font.Size, Point.Empty,
                                    StringFormat.GenericTypographic);

            var pathBounds = characterPath.GetBounds();

            // Transformation matrix to move the character to the correct location. 
            // Note that all actions on the Matrix class are prepended, so we apply them in reverse.
            var transform = new Matrix();

            // Translate to the final position
            transform.Translate(centre.X + x, centre.Y + y);

            // Rotate the character
            var rotationAngleDegrees = currentCharacterRadians * 180F / (float)Math.PI - 180F;
            transform.Rotate(rotationAngleDegrees);

            // Translate the character so the centre of its base is over the origin
            transform.Translate(-pathBounds.Width / 2F, -characterHeight);

            characterPath.Transform(transform);

            // Draw the character
            graphics.FillPath(brush, characterPath);
        }

        if (characterIndex != text.Length - 1)
        {
            // Move "currentCharacterRadians" on to the next character
            var distanceToNextChar = (characterWidths[characterIndex] + characterWidths[characterIndex + 1]) / 2F;
            float charFractionOfCircumference = distanceToNextChar / circleCircumference;
            currentCharacterRadians -= charFractionOfCircumference * (float)(2F * Math.PI);
        }
    }
}

private IEnumerable<float> GetCharacterWidths(Graphics graphics, string text, Font font)
{
    // The length of a space. Necessary because a space measured using StringFormat.GenericTypographic has no width.
    // We can't use StringFormat.GenericDefault for the characters themselves, as it adds unwanted spacing.
    var spaceLength = graphics.MeasureString(" ", font, Point.Empty, StringFormat.GenericDefault).Width;

    return text.Select(c => c == ' ' ? spaceLength : graphics.MeasureString(c.ToString(), font, Point.Empty, StringFormat.GenericTypographic).Width);
}