几何变换与音乐数学
几何画板及绘图内容加载中,请稍等……
所属专题
Música y Matemáticas
①本范例通过动态演示几何变换,展示图形的对称性与变换规律;②涉及核心数学概念包括几何变换、对称性、向量、数列、解析几何;③作图要点运用了Polygon(多边形)、Midpoint(中点)、Mirror(镜像)、Vector(向量)、Sequence(数列)等GeoGebra命令与对象;④适合高中及以上数学学习,用于理解几何变换与数学应用。
GeoGebra 命令及参数
Polygon(A, B, C, D) → c1, a, b, c, dMidpoint(c) → EMirror(A, E) → A'Mirror(B, E) → B'Mirror(C, E) → C'Mirror(D, E) → D'Vector(B, D) → uVector(A, C) → vSequence(Sequence[Polygon[Translate[A, Vector[(k * u) + (s * v)]], Translate[B, Vector[(k * u) + (s * v)]], Translate[C, Vector[(k * u) + (s * v)]], Translate[D, Vector[(k * u) + (s * v)]]], k, -20, 20], s, -20, 20) → m1, {{5.468000000000075, 5.468000000000075, 5.468000000000302, 5.468000000000075, 5.467999999999847, 5.468000000000075, 5.467999999999847, 5.46799999999962, 5.467999999999847, 5.468000000000075, 5.468000000000302, 5.468000000000075, 5.467999999999847, 5.467999999999847, 5.468000000000075, 5.467999999999847, 5.467999999999847, 5.4679999999993925, 5.468000000000075, 5.467999999999847, 5.46799999999962, 5.467999999999847, 5.467999999999847, 5.468000000000075, 5.468000000000075, 5.468000000000075, 5.467999999999847, 5.4679999999997335, 5.46799999999962, 5.468000000000075, 5.468000000000075, 5.467999999999847, 5.468000000000075, 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AI 绘图提示语参考
在平面中先画一个四边形,并在其四条边对应的顶点处形成镜像点:取四边形的一个对角线的中点作为对称中心,分别把四个顶点关于该中点作镜像得到四个新点,连成对应的镜像四边形。再以两条对角线的向量为方向基,分别将原四边形的每个顶点沿着这两个方向按参数做平移叠加,生成一个二维参数网格中的多份四边形。最后展示随两个参数变化而出现的平移四边形族,并保留上述关于中点的镜像对应关系以突出对称与变换规律。
以上提示语为根据原始绘图命令整理而来,仅供参考。