Koch's snowflake fractal 3D (Tetrahedron-Cube)

Das räumliche Analogon zur Koch-Kurve kann als ein Tetraederfraktal aufgefasst werden. [br]Die vier Seitenflächen eines regulären Tetraeders werden durch Halbieren der Kanten in vier gleichseitige Dreiecke geteilt über denen neue Tetraeder errichtet werden. Die Seitenhalbierung wird über alle Tetraeder weitergeführt. In der ersten Iterationsstufe entsteht der Kepplerstern. Die acht Ecken der Stella Octangula sind die Ecken eines Würfels. Das Tetraederfraktal (unendlich viele Halbierungen) füllt das Würfel-Volumen aus.[br][br]5 Iterationsschritte (4,5 nur teilweise dargestellt)[br]0 - Tetraeder Grün[br]1 - Tetaeder Rot[br]2 - Tetraeder (8) blau[br]3 - Tetraeder 8x8 gelb [br]4 - Tetraeder Violet 16 Blöcke a 8 (Rest ausgelassen)[br]5 - Tetraeder hellgrün[br][br]Auf der Unterseite sieht man das Aufbaumuster aller Iterationsschritte nebeneinander (gleichzeitig):[br][br]aus [url=http://www.math.tu-dresden.de/modellsammlung/karte.php?ID=558]Mathematische Modelle[/url][math]\nearrow[/math]
KochSnowflakeTetraederStern
Konstruktionsprinzip (Algorithmus)
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[/img][/td][td]Ich erzeuge aus dem [br]Ausgangstetraeder einen[br]Tetraeder dessen Kantenmitten[br]auf den halbierten Kanten [br]des Ausgangstetraeder[br]liegen.[br][br][br][br][br][br][br][/td][/tr][tr][td][img]data:image/png;base64,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[/img][/td][td]Der 2. Iterationsschritt geht über die [br]Kantenmitten des (Um)Kubus und [br]generiert 8 Tetraeder mit der[br]Grundfläche 3er benachbarter[br]Kantenmitten des Umkubus (unter [br]jeder Ecke des Umkubus)[br]Es entsteht ein Kuboktaeder.[br][br][br][br][br][/td][/tr][tr][td][img]data:image/png;base64,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[/img][/td][td]Jeder weitere Schritt beginnt [br]in einem Kubus mit halbierten[br]Kanten des Vorgänger-Kubus. [br]in dem die Konstruktion von[br]Schritt 2 wiederholt wird.[br][br][/td][/tr][tr][td][img]data:image/png;base64,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[/img][/td][td]Im Schritt 3 wird je ein[br]Koboktateder-Block (Würfel) in[br]den 4 Teilwürfeln des Grundcubus[br]erzeugt.[br]In der App durch Drehungen,[br]Verschiebungen kopiert.[/td][/tr][tr][td][img]data:image/png;base64,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[/img][/td][td]dito[br]Schritt 4[br]benötigt 4^3 [br]Koboktateder-Blöcke[/td][/tr][tr][td][img]data:image/png;base64,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[/img][/td][td]Zusammenstellung[br]mit je einem Block aus [br]Schritt 3 und Schritt 4[/td][/tr][/table]
Iteration Step 5

Information: Koch's snowflake fractal 3D (Tetrahedron-Cube)