About Dragilev f(x,y,z)

About Dragilev f(x,y,z) - About Dragilev f(x,y,z) - Сообщения

#1 Опубликовано: 22.06.2017 12:28:24
Jean Giraud

Jean Giraud

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As you can see, I have attempted Goursat [Gobstopper]... not to avail.
Will try again from the Mathcad program, via Spline Matrix => f(u,v).

Jean

Rotate Goursat.sm (384 КиБ) скачан 65 раз(а).


#2 Опубликовано: 26.06.2017 12:47:32
Fridel Selitsky

Fridel Selitsky

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Hello, Jean. The algorithm is only suitable for constructing simply-connected
Surfaces without singular points. Therefore, for the first surface it
not approached, and the second turned out to be of poor quality.
The second surface and its upper half, constructed with the help of the
new algorithm.


GoursatJean.sm (28 КиБ) скачан 59 раз(а).
#3 Опубликовано: 27.06.2017 09:25:21
Jean Giraud

Jean Giraud

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Thanks Ber7 for the explanation.
Will come back, because very slow on my Win 7 ...

Jean
#4 Опубликовано: 27.06.2017 14:35:10
алексей

алексей

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Wrote

Hello, Jean. The algorithm is only suitable for constructing simply-connected
Surfaces without singular points. Therefore, for the first surface it
not approached, and the second turned out to be of poor quality.
The second surface and its upper half, constructed with the help of the
new algorithm.


GoursatJean.sm (28 КиБ) скачан 59 раз(а).



Such a graph is possible only for a>0
(x1*x2)^2+(x2*x3)^2+(x1*x3)^2 - a=0;

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