AlgLib 3.1x - AlgLib Plugin (based on ALGLIB 3.1x) - Сообщения
#21 Опубликовано: 17.07.2018 19:49:21
Updated. al_nleqsolve() refactored. Try now.
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You can also specify only names of the systems (f and j).
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You can also specify only names of the systems (f and j).
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Russia ☭ forever, Viacheslav N. Mezentsev
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frapuano 18.07.2018 10:53:00, Fridel Selitsky 18.07.2018 02:35:00, Radovan Omorjan 18.07.2018 05:41:00, Igor Skarine 18.07.2018 10:17:00
#23 Опубликовано: 18.07.2018 05:40:48
325 сообщений из 2 052 понравились и 1 не понравились пользователям.
Группа: Moderator
WroteOne example of V. Mezentsev (Uni)
Primer Uni.sm (13 КиБ) скачан 195 раз(а).
Fortunately, I was wrong. We could use it with different number of equations and unknowns.
I just use the Ber7 example and change it with n as a global variable. No need for zeros as non-existing functions.
Primer%20Uni-mod.sm (13 КиБ) скачан 185 раз(а).
When Sisyphus climbed to the top of a hill, they said: "Wrong boulder!"
#24 Опубликовано: 18.07.2018 10:15:46
Thanks a lot uni!
The issue listed in my post #18 has been resolved.
But for some reason simple Newton-Raphson with variable step usually
works better than al_nleqsolve.
The issue listed in my post #18 has been resolved.
But for some reason simple Newton-Raphson with variable step usually
works better than al_nleqsolve.
#25 Опубликовано: 18.07.2018 15:19:47
WroteBut for some reason simple Newton-Raphson with variable step usually
works better than al_nleqsolve.
Can you demonstrate for this application ?
Solve al_nleqsolve-Electron.sm (18 КиБ) скачан 170 раз(а).
#26 Опубликовано: 21.07.2018 12:45:03
We find several roots at once


Primer Uni3.sm (15 КиБ) скачан 183 раз(а).
Primer Jean1.sm (14 КиБ) скачан 173 раз(а).


Primer Uni3.sm (15 КиБ) скачан 183 раз(а).
Primer Jean1.sm (14 КиБ) скачан 173 раз(а).
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frapuano 21.07.2018 13:44:00
#28 Опубликовано: 22.07.2018 23:29:32
Thanks Ber7 for the 3D, nice.
Jean
Jean
#29 Опубликовано: 24.07.2018 13:03:26
Solution of an overdetermined system of equations. The problem is taken from here
https://en.smath.info/forum/yaf_postst12745_How-to-solve-it.aspx

Overdetermined.sm (15 КиБ) скачан 163 раз(а).
https://en.smath.info/forum/yaf_postst12745_How-to-solve-it.aspx

Overdetermined.sm (15 КиБ) скачан 163 раз(а).
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Andrey Ivashov 26.07.2018 18:06:00
#30 Опубликовано: 30.07.2018 13:09:38
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frapuano 30.07.2018 14:08:00
#31 Опубликовано: 22.08.2018 04:32:16
The intersection points of two curves

Primer1b.sm (33 КиБ) скачан 164 раз(а).
Primer1b.pdf (212 КиБ) скачан 166 раз(а).

Primer1b.sm (33 КиБ) скачан 164 раз(а).
Primer1b.pdf (212 КиБ) скачан 166 раз(а).
#32 Опубликовано: 22.08.2018 11:39:31
Fixed. Now you can find all the intersection points.

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Primer2.pdf (215 КиБ) скачан 167 раз(а).

Primer2.sm (36 КиБ) скачан 170 раз(а).
Primer2.pdf (215 КиБ) скачан 167 раз(а).
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#33 Опубликовано: 23.08.2018 05:11:57
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frapuano 23.08.2018 09:07:00
#34 Опубликовано: 23.08.2018 10:57:07
#35 Опубликовано: 25.08.2018 06:22:47
#36 Опубликовано: 06.10.2018 14:56:58
Simple solutions to two problems
1.The construction of a sphere with respect to four given points
2.The construction of a circle with respect to three given points
To calculate the coordinates of the center and radius using the solver AlgLib
In the first problem, a system of four sphere equations for four given points is solved.
In the second - a system of three equations of a circle and the equation of a plane for three given points.

SphereAlglib.sm (64 КиБ) скачан 170 раз(а).
1.The construction of a sphere with respect to four given points
2.The construction of a circle with respect to three given points
To calculate the coordinates of the center and radius using the solver AlgLib
In the first problem, a system of four sphere equations for four given points is solved.
In the second - a system of three equations of a circle and the equation of a plane for three given points.

SphereAlglib.sm (64 КиБ) скачан 170 раз(а).
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NDTM Amarasekera 06.10.2018 22:52:00
#37 Опубликовано: 08.10.2018 03:23:09
Hi. The same, but without plugins.
SphereSMath.sm (75 КиБ) скачан 168 раз(а).
Best regards.
Alvaro.
PD: Do you know the angles for your rotation matrix gamma? I get this, but can't put the matrix elements in the correct order nor sign:

Actually, as I know, the minus in the last atan is a mistake, but at least give the same absolute values.
SphereSMath.sm (75 КиБ) скачан 168 раз(а).
Best regards.
Alvaro.
PD: Do you know the angles for your rotation matrix gamma? I get this, but can't put the matrix elements in the correct order nor sign:

Actually, as I know, the minus in the last atan is a mistake, but at least give the same absolute values.
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#38 Опубликовано: 09.10.2018 11:42:42
WroteHi. The same, but without plugins.
PD: Do you know the angles for your rotation matrix gamma? I get this, but can't put the matrix elements in the correct order nor sign:
Actually, as I know, the minus in the last atan is a mistake, but at least give the same absolute values.
Hi, Alvaro.
Unfortunately, I have never done reverse transformations (gamma-omega).
Your error may be caused by the use of the left coordinate system in Smath- graphs.
I selected the angles for the axial matrices empirically in order to get a good perspective ,using the gamma matrix.perspective.

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Alvaro Diaz Falconi 09.10.2018 21:14:00
#39 Опубликовано: 10.10.2018 00:40:38
WroteUnfortunately, I have never done reverse transformations (gamma-omega).
Mathcad solves the Euler angles from a given γ [gamma matrix].
Smath does not immediately, it complains: Try to use a more specific algorithm.
There are 24 [4!] possible ways to define a 3D system [Mathematica].
The most common is Euler though Mathcad Mathcad ≠ Mathematica.
For common use to define some pleasant views, especially in Smath:
1. Euler [ 3 trig angles]
2. Parametric [X,Y,Z,t] very easy to manage.
3. Quaternion only two coefficients that Quaternion solves for the 3D γ matrix
Rotate Horn.sm (15 КиБ) скачан 179 раз(а).
Solve Euler Fails.sm (22 КиБ) скачан 166 раз(а).
Rotate Breather [Euler].sm (37 КиБ) скачан 164 раз(а).
Rotate_0 Euler, xyz(t), Quaternion.sm (275 КиБ) скачан 156 раз(а).
#40 Опубликовано: 12.12.2018 12:57:19
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