WikiDer > Spirallar ro'yxati
List of spirals
Bu spirallar ro'yxati nomlanganlarni o'z ichiga oladi spirallar matematik jihatdan tavsiflangan.
| Rasm | Ism | Birinchi marta tasvirlangan | Tenglama | Izoh | |
|---|---|---|---|---|---|
| doira | Arzimas spiral | ||||
| Arximed spirali | v. Miloddan avvalgi 320 yil | ||||
| Eyler spirali | ham chaqirdi Cornu spirali yoki polinom spirali | ||||
| Fermaning spirali (shuningdek, parabolik spiral) | 1636[1] | ||||
| giperbolik spiral | 1704 | shuningdek o'zaro spiral | |||
| lituus | 1722 | ||||
| logaritmik spiral | 1638[2] | bu taxminlar tabiatda uchraydi | |||
| Fibonachchi spirali | dumaloq yoylar kvadratlarning qarama-qarshi burchaklarini Fibonachchi plitkasida birlashtirish | oltin spiralning yaqinlashishi | |||
| oltin spiral | logaritmik spiralning maxsus holati | ||||
| Teodorning spirali (shuningdek Pifagor spirali) | Arximed spiraliga yaqinlashadigan tutashgan to'rtburchaklar uchburchakdan tashkil topgan ko'pburchak spiral | ||||
| jalb qilish | 1673 | ||||
| spiral | 3 o'lchovli spiral | ||||
| Rumb chizig'i (shuningdek, loxodrom) | sharga chizilgan spiral turi | ||||
| Kotesning spirali | 1722 | ||||
| Poinsotning spirallari | |||||
| Nilsen spirali | 1993[3] | Eyler spiralining o'zgarishi sinus integral va kosinus integrallari | |||
| Ko'pburchak spiral | logaritmik spiralning maxsus holatini yaqinlashtirish | ||||
| Fraserning spirali | 1908 | Spirallarga asoslangan optik xayol | |||
| Kontshospiral | konus yuzasida uch o'lchovli spiral. | ||||
| Kalkin-Uilf spirali | |||||
| Ulam spirali (shuningdek, asosiy spiral) | 1963 | ||||
| Qoplarning spirali | 1994 | Ulam spirali va Arximed spiralining varianti. | |||
| Seiffert spirali | shar yuzasida spiral egri chiziq | ||||
| Traktrix spiral | 1704[4] | ||||
| Pappus spirali | 1779 | Tomonidan o'rganilgan 3D konusning spirali Pappus va Paskal[5] | |||
| doppler spirali | Pappus spiralining 2 o'lchovli proektsiyasi[6] | ||||
| Atzema spirali | A bo'lgan egri chiziq katakustik doira tashkil etish. Arximed spiraliga yaqinlashadi.[7] | ||||
| Atom spirali | 2002 | Ushbu spiral ikkitadan iborat asimptotlar; biri radius 1 doirasi, ikkinchisi chiziq [8] |
Shuningdek qarang
Adabiyotlar
- ^ "Fermat spirali - Matematika entsiklopediyasi". www.encyclopediaofmath.org. Olingan 18 fevral 2019.
- ^ Vayshteyn, Erik V. "Logaritmik spiral". mathworld.wolfram.com. Wolfram Research, Inc. Olingan 18 fevral 2019.
- ^ Vayshteyn, Erik V. "Nilsen spirali". mathworld.wolfram.com. Wolfram Research, Inc. Olingan 18 fevral 2019.
- ^ "Traktrix spirali". www.mathcurve.com. Olingan 2019-02-23.
- ^ "Pappusning konusning spirali". www.mathcurve.com. Olingan 28 fevral 2019.
- ^ "Dopler spirali". www.mathcurve.com. Olingan 28 fevral 2019.
- ^ "Atzema spirali". www.2dcurves.com. Olingan 11 mart 2019.
- ^ "atom-spiral". www.2dcurves.com. Olingan 11 mart 2019.