[Gmsh] Surface creation from Lines/Circles

Mon Mar 25 16:17:15 CET 2019

Hi all,

I am working on geometry creation from script for electric motor analysis.
I was able to create points, Lines/Circles and then define Line Loops and
then Surfaces for a known motor topology. To scale up, I was working on
other motor topologies and realized that it would be easier to generate the
geometry from script ( and a set of points and the material definition
tables - generic representation for all motor topologies).

I was able to create the points and lines/circles so far. But I am
struggling with creating the surfaces automatically from the points and
lines. I figured that this becomes a cycle detection (Graph theory) work,
but need few pointers on working in this direction. I see that gmsh
generates the unrolled geometry from a geofile with transformations. When
going through the source file, the like loops are generated from the source
files.

I have the material type defined for a region ( or surface) based on a
point( at the center of the region).  I was hoping that if i could create
line loops and then surfaces, I can then work on point-inside-polygon
problem to assign the materials to the surface.

Request the community to help me with figuring out the solution, and give
me direction.

Following is the geo file as generated. Attached file has the unrolled code
(they are same).

Thanks a lot.

Best Regards

RaNa
https://motorrlib.gitlab.io/

--------------------

/*
Copyright (C) 2008-2019, RaNa
This file 20190325195934.geo is useful for building the motor on a 2D/3D
region.
Script created automaticaly on 20190325195934 from Scilab 5.5.2, x64 version
Created for Gmsh, 64 bit version
*/
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Circle(331)={139,140,230};
Circle(332)={142,143,231};
Circle(333)={145,146,232};
Circle(334)={148,149,233};
Circle(335)={151,152,234};
Circle(336)={154,155,235};
Circle(337)={157,158,236};
Circle(338)={160,161,237};
Circle(339)={163,164,238};
Circle(340)={166,167,239};
Circle(341)={240,170,169};
Circle(342)={241,173,172};
Circle(343)={242,176,175};
Circle(344)={243,179,178};
Circle(345)={244,182,181};
Circle(346)={245,185,184};
Circle(347)={246,188,187};
Circle(348)={247,191,190};
Circle(349)={248,194,193};
Circle(350)={249,197,196};
Circle(351)={250,200,199};
Circle(352)={251,203,202};
Circle(353)={252,206,205};
Circle(354)={253,209,208};
Circle(355)={254,212,211};
Circle(356)={255,215,214};
Circle(357)={256,218,217};
Circle(358)={257,221,220};
Circle(359)={258,260,259};
Circle(360)={261,263,262};
Circle(361)={264,266,265};
Circle(362)={267,269,268};
Circle(363)={270,272,271};
Circle(364)={273,275,274};
Circle(365)={276,278,277};
Circle(366)={279,281,280};
Circle(367)={282,284,283};
Circle(368)={285,287,286};
Circle(369)={288,290,289};
Circle(370)={291,293,292};
Circle(371)={294,296,295};
Circle(372)={297,299,298};
Circle(373)={300,302,301};
Circle(374)={303,305,304};
Circle(375)={306,308,307};
Circle(376)={309,311,310};
Circle(377)={313,314,312};
Circle(378)={316,317,315};
Circle(379)={319,320,318};
Circle(380)={322,323,321};
Circle(381)={325,326,324};
Circle(382)={328,329,327};
Circle(383)={331,332,330};
Circle(384)={334,335,333};
Circle(385)={337,338,336};
Circle(386)={340,341,339};
Circle(387)={343,344,342};
Circle(388)={346,347,345};
Circle(389)={349,350,348};
Circle(390)={352,353,351};
Circle(391)={355,356,354};
Circle(392)={358,359,357};
Circle(393)={361,362,360};
Circle(394)={364,365,363};
Circle(395)={366,1,258};
Circle(396)={367,1,261};
Circle(397)={368,1,264};
Circle(398)={369,1,267};
Circle(399)={370,1,270};
Circle(400)={371,1,273};
Circle(401)={372,1,276};
Circle(402)={373,1,279};
Circle(403)={374,1,282};
Circle(404)={375,1,285};
Circle(405)={376,1,288};
Circle(406)={377,1,291};
Circle(407)={378,1,294};
Circle(408)={379,1,297};
Circle(409)={380,1,300};
Circle(410)={381,1,303};
Circle(411)={382,1,306};
Circle(412)={383,1,309};
Circle(413)={312,1,367};
Circle(414)={315,1,368};
Circle(415)={318,1,369};
Circle(416)={321,1,370};
Circle(417)={324,1,371};
Circle(418)={327,1,372};
Circle(419)={330,1,373};
Circle(420)={333,1,374};
Circle(421)={336,1,375};
Circle(422)={339,1,376};
Circle(423)={342,1,377};
Circle(424)={345,1,378};
Circle(425)={348,1,379};
Circle(426)={351,1,380};
Circle(427)={354,1,381};
Circle(428)={357,1,382};
Circle(429)={360,1,383};
Circle(430)={363,1,366};
Circle(431)={384,1,385};
Circle(432)={385,1,386};
Circle(433)={386,1,387};
Circle(434)={387,1,384};
Circle(435)={388,1,389};
Circle(436)={389,1,390};
Circle(437)={390,1,391};
Circle(438)={391,1,388};
Circle(439)={392,1,393};
Circle(440)={393,1,394};
Circle(441)={394,1,395};
Circle(442)={395,1,396};
Circle(443)={396,1,397};
Circle(444)={397,1,398};
Circle(445)={398,1,399};
Circle(446)={399,1,400};
Circle(447)={400,1,401};
Circle(448)={401,1,402};
Circle(449)={402,1,403};
Circle(450)={403,1,392};
Circle(451)={404,1,405};
Circle(452)={405,1,406};
Circle(453)={406,1,407};
Circle(454)={407,1,408};
Circle(455)={408,1,409};
Circle(456)={409,1,410};
Circle(457)={410,1,411};
Circle(458)={411,1,412};
Circle(459)={412,1,413};
Circle(460)={413,1,414};
Circle(461)={414,1,415};
Circle(462)={415,1,404};
Circle(463)={416,1,417};
Circle(464)={417,1,418};
Circle(465)={418,1,419};
Circle(466)={419,1,416};
Circle(467)={420,1,421};
Circle(468)={421,1,422};
Circle(469)={422,1,423};
Circle(470)={423,1,420};
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