Darboux Cycliden: Die Formeln 2

[size=85][color=#ff0000][i][b][size=50][size=85][b][i][size=50][right]Diese Aktivität ist eine Seite des[i][b] [color=#980000]geogebra-books[/color][/b][/i] [url=https://www.geogebra.org/m/gz4cyje5][color=#0000ff][u][i][b]conics bicircular-quartics Darboux-cyclides[/b][/i][/u][/color][/url] [color=#ff7700][i][b](April 2021)[br]verbessert 25.04.[br][color=#ff0000][i][b][size=50][size=85][b][i][size=50][color=#ff7700][i][b][size=85][b][size=50][color=#000000]Diese Aktivität ist auch eine Seite[/color][/size][/b][i][b][size=50][color=#000000] des[/color] [color=#980000][url=https://www.geogebra.org/m/kCxvMbHb]geogebra-books Moebiusebene[/url][/color][/size][/b][/i][/size][/b][/i][/color][/size][/i][/b][/size][/size][/b][/i][/color][/b][/i][/color][/right][/size][/i][/b][/size][/size][/b][/i][/color]1-teilige [color=#134F5C][i][b]Darboux Cycliden[/b][/i][/color] besitzen in [i][b]Normalform[/b][/i] eine implizite Gleichung des Typs:[/size][br][list][*][size=85] [math]\left(x^2+y^2+z^2\right)^2-2\cdot A_x\cdot x^2-2\cdot B_y\cdot y^2-2\cdot C_z\cdot z^2-1=0[/math][/size][/*][/list][size=85]mit reellen [math]A_x,B_y,C_z[/math]. Die [/size][size=85][size=85][color=#134F5C][i][b]Cycliden[/b][/i][/color][/size] sind [color=#f1c232][i][b]symmetrisch[/b][/i][/color] zu den 3 Koordinatenebenen, die für die Berechnungen[br]wieder als komplexe Zahlenebenen [math]\mathbb{C}[/math] betrachtet werden. [br]Man vergleiche dazu die Seite [math]\hookrightarrow[/math] [url=https://www.geogebra.org/m/gz4cyje5#material/dg7zyfnc][color=#0000ff][u][i][b]Darboux Cycliden: die Formeln[/b][/i][/u][/color][/url] über 2-teilige [/size][size=85][size=85][color=#134F5C][i][b]Cycliden[/b][/i][/color][/size].[br]Auch [color=#134F5C][color=#000000]1-teilige[/color][i][b] Cycliden[/b][/i][/color] treten immer zusammen mit einer Schar [color=#38761D][i][b]konfokaler[/b][/i][/color] [/size][size=85][size=85][size=85][color=#134F5C][i][b]Cycliden[/b][/i][/color][/size][/size] auf.[br]Die Schnitte mit den [color=#f1c232][i][b]Koordinatenebenen[/b][/i][/color] sind 1-teilige [color=#ff7700][i][b]bizirkulare Quartiken[/b][/i][/color], deren [color=#00ff00][i][b]Brennpunkte[/b][/i][/color] auf den Achsen[br][b] (*)[/b] Quadrupel des Typs [math]f,-f,\frac{i}{f},-\frac{i}{f}[/math] bilden mit [math]f\in\mathbb{R}[/math].[br][br][color=#cc0000][i][b]Die Schneitelpunkte auf den Achsen:[/b][/i][/color][br][br]Aus [math]A_x=\frac{1}{2}\cdot\left(s_x\,^2-\frac{1}{s_x\,^2}\right)[/math] berechnet man die [color=#ff7700][i][b]Scheitelpunkte[/b][/i][/color] [math]s_x:=\pm\sqrt{A_x+\sqrt{A_x\,^2+1}}[/math], [math]\pm s_y:=\pm i\cdot\sqrt{B_y+\sqrt{B_y\,^2+1}}[/math],[br]und mit [math]s_z:=\sqrt{C_z+\sqrt{C_z\,^2+1}}[/math] die [color=#ff7700][i][b]Scheitelpunkte[/b][/i][/color] [math]\left(0,0,\pm s_z\right)[/math] auf der [math]z[/math]-Achse. [br][br][color=#cc0000][i][b]Die Brennpunkte:[br][/b][/i][/color][br]Mit [math]Q_{xy}:=\frac{A_x\cdot B_y+1}{B_y-A_x}=\frac{1}{2}\cdot\left(f_{xy}\,^2-\frac{1}{f_{xy}\,^2}\right)[/math] berechnet man beispielsweise: [math]f_{xy}:=\pm\sqrt{Q_{xy}\pm\sqrt{Q_{xy}\,^2+1}}[/math], siehe [b](*)[/b].[br]Auf jeder der 3 Achsen liegen je 2 der [color=#00ff00][i][b]Brennpunkte[/b][/i][/color] der zugehörigen [color=#f1c232][i][b]Koordinatenebenen[/b][/i][/color]; [br]insgesamt sind es wieder [b]3*4[/b] [color=#00ff00][i][b]Brennpunkte[/b][/i][/color].[br]Umgekehrt berechnet man aus dem [color=#ff7700][i][b]Scheitel[/b][/i][/color] [math]s_x[/math] und dem [color=#00ff00][i][b]Brennpunkt[/b][/i][/color] [math]f_{xy}[/math] die Koeffizienten [math]A_x[/math], [math]Q_{xy}[/math] und damit[br] [math]B_y:=\frac{1+Q_{xy}\cdot A_x}{Q_{xy}-A_x}[/math].[br][br][color=#cc0000][i][b]Konfokale Cycliden:[/b][/i][/color][br][br]Sind zu einer [color=#134F5C][i][b]Darboux Cyclide[/b][/i][/color] die Koeffizienten [math]Q_{xy},Q_{xz},Q_{yz}[/math] und damit die [color=#00ff00][i][b]Brennpunkte[/b][/i][/color] berechnet, so erhält man durch [br]Vorgabe eines [color=#ff7700][i][b]Scheitelpunktes[/b][/i][/color], beispielsweise [math]sC_x[/math] auf der [math]x[/math]-Achse, die Koeffizienten der [color=#38761D][i][b]konfokalen[/b][/i][/color] [color=#134F5C][i][b]Cycliden[/b][/i][/color]: [br][/size][list][*][size=85][math]AC_x:=\frac{1}{2}\cdot\left(sC_x\,^2-\frac{1}{sC_x\,^2}\right)[/math][/size][br][/*][*][size=85][math]BC_y:=\frac{AC_x\cdot Q_{xy}+1}{Q_{xy}-AC_x}[/math] und [math]CC_z:=\frac{AC_x\cdot Q_{xz}+1}{Q_{xz}-AC_x}[/math].[/size][br][/*][/list][size=85]Die [color=#5B0F00][i][b]Fokal-Kurven[/b][/i][/color] berechnet man, indem einer der [i][b]anderen[/b][/i] [color=#00ff00][i][b]Brennpunkte[/b][/i][/color] auf einer Achse als [color=#ff7700][i][b]Scheitelpunkt[/b][/i][/color] gewählt wird:[br]beispielsweise wähle man in der [math]xy[/math]-Ebene zu den [color=#00ff00][i][b]Brennpunkten[/b][/i][/color] [math]f_{xy}[/math] (s.o) den [color=#00ff00][i][b]Scheitelpunkt[/b][/i][/color] [math]f_{xz}[/math] auf der [math]x[/math]-Achse.[br]Nähert sich ein [color=#ff7700][i][b]Scheitelpunkt[/b][/i][/color] einem solchen [color=#00ff00][i][b]Brennpunkt[/b][/i][/color], so verflacht die zugehörige [color=#134F5C][i][b]Cyclide[/b][/i][/color] zu einem [br]Flächenstück mit der zugehörigen [/size][size=85][size=85][color=#5B0F00][i][b]Fokal-Kurve[/b][/i][/color][/size] als Randkurve.[br]Die [/size][size=85][size=85][size=85][color=#5B0F00][i][b]Fokal-Kurven[/b][/i][/color][/size][/size] schneiden die Achsen in [color=#00ff00][i][b]Brennpunkten[/b][/i][/color].[br]Die einzelnen [/size][size=85][size=85][size=85][color=#134F5C][i][b]Cycliden[/b][/i][/color][/size][/size] einer [color=#38761D][i][b]konfokalen Schar[/b][/i][/color] werden stets nur von einer der 3 [/size][size=85][size=85][size=85][size=85][color=#5B0F00][i][b]Fokal-Kurven[/b][/i][/color][/size][/size][/size] geschnitten.[br]Die Schnittpunkte sind die "[/size][size=85][size=85][color=#00ff00][i][b]Brennpunkte[/b][/i][/color][/size]" auf den [/size][size=85][size=85][size=85][size=85][color=#134F5C][i][b]Cycliden[/b][/i][/color][/size][/size][/size]: in diesen Punkten entstehen oder verschwinden [br]die [color=#ff0000][i][b]Kreise[/b][/i][/color] auf den [/size][size=85][size=85][size=85][size=85][color=#134F5C][i][b]Cycliden[/b][/i][/color][/size][/size][/size]! Siehe die Aktivität [math]\hookrightarrow[/math] [url=https://www.geogebra.org/m/gz4cyje5#material/k6myavdw][u][color=#0000ff][i][b]circles on darboux cyclides 1-sheet[/b][/i][/color][/u][/url].[/size]
[size=85][color=#900000][i][b][color=#cc0000]Bemerkung(en):[/color][br][br][/b][/i][/color]Sofern keine [color=#0000ff][i][b]Rotationssymmetrie[/b][/i][/color] vorliegt, existieren 3 verschiedene [color=#38761D][i][b]Fokal-Kurven[/b][/i][/color], in jeder [color=#BF9000][i][b]Koordinatenebene[/b][/i][/color] je eine.[br]Jede [color=#134F5C][i][b]Cyclide[/b][/i][/color] einer solchen Schar von [color=#38761D][i][b]konfokalen[/b][/i][/color] [color=#134F5C][i][b]Darboux Cycliden[/b][/i][/color] wird von einer der [color=#5B0F00][i][b]Fokal-Kurven[/b][/i][/color] in 4 Punkten geschnitten.[br]Diese Punkte sind die "[color=#00ff00][i][b]Brennpunkte[/b][/i][/color]" auf der Fläche. Auf [color=#134F5C][i][b]Cycliden[/b][/i][/color] diesen Typs existieren 2 [color=#ff0000][i][b]Kreisscharen[/b][/i][/color].[br]Die [i][b]Kreise[/b][/i] einer dieser [color=#ff0000][i][b]Kreisscharen[/b][/i][/color] beginnen in einem der [/size][size=85][size=85][color=#5B0F00][i][b]Fokal-Kurven[/b][/i][/color][/size]-Schnittpunkte und [br]verschwinden in einem "gegenüberliegenden [color=#00ff00][i][b]Brennpunkt[/b][/i][/color]" vergleiche [math]\hookrightarrow[/math] [url=https://www.geogebra.org/m/gz4cyje5#material/k6myavdw]circles on darboux cyclides 1-sheet[/url].[br]Auf 1-teiligen [color=#134F5C][i][b]Darboux Cycliden[/b][/i][/color] gibt es nicht mehr als 2 verschiedene [color=#ff0000][i][b]Kreisscharen[/b][/i][/color], und daher existieren [br]auf diesen Flächen[i][b] keine[/b][/i] [color=#ff7700][i][b]6-Eck-Netze[/b][/i][/color] aus [color=#ff0000][i][b]Kreisen[/b][/i][/color]![/size]
[table][tr][td][size=85][color=#38761D][i][b]konfokale[/b][/i][/color][br]1-teilige[br][color=#134F5C][i][b]Darboux Cycliden[/b][/i][/color][/size] 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[/img][/td][td][size=85][i]erstellt mit [br]obigem[br]Applet[/i][/size][i][/i][/td][/tr][/table]
Formeln_2_verb1teilig

Information: Darboux Cycliden: Die Formeln 2