> On 25 Mar 2019, at 16:17, Venkata Raghunath Rachabattuni <[email protected]> > wrote: > > 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.
Don't you create points and lines from a description of the surfaces you want to generate? Why not directly generate the curve loops then? > > 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. > This could indeed be useful - albeit probably for 2D (planar) models only. Don't hesitate to contribute the algorithm - we could add it as an alternative way to automatically create curve loops/surfaces in 2D cases. Christophe > 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 > */ > // ____/\\\\\\\\\_____________________/\\\\\_____/\\\________________........ > // .__/\\\///////\\\__________________\/\\\\\\___\/\\\________________....... > // .._\/\\\_____\/\\\__________________\/\\\/\\\__\/\\\________________...... > // ..._\/\\\\\\\\\\\/_____/\\\\\\\\\____\/\\\//\\\_\/\\\__/\\\\\\\\\____..... > // ...._\/\\\//////\\\____\////////\\\___\/\\\\//\\\\/\\\_\////////\\\___.... > // ....._\/\\\____\//\\\_____/\\\\\\\\\\__\/\\\_\//\\\/\\\___/\\\\\\\\\\__... > // ......_\/\\\_____\//\\\___/\\\/////\\\__\/\\\__\//\\\\\\__/\\\/////\\\__.. > // ......._\/\\\______\//\\\_\//\\\\\\\\/\\_\/\\\___\//\\\\\_\//\\\\\\\\/\\_. > // ........_\///________\///___\////////\//__\///_____\/////___\////////\//__ > > LC1=0.001; 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> Line(75)={480,67}; > Line(76)={481,70}; > Line(77)={482,73}; > Line(78)={483,76}; > Line(79)={484,79}; > Line(80)={485,82}; > Line(81)={486,85}; > Line(82)={487,88}; > Line(83)={488,91}; > Line(84)={489,94}; > Line(85)={490,97}; > Line(86)={491,100}; > Line(87)={492,103}; > Line(88)={493,106}; > Line(89)={494,109}; > Line(90)={495,112}; > Line(91)={114,460}; > Line(92)={117,461}; > Line(93)={120,462}; > Line(94)={123,463}; > Line(95)={126,464}; > Line(96)={129,465}; > Line(97)={132,466}; > Line(98)={135,467}; > Line(99)={138,468}; > Line(100)={141,469}; > Line(101)={144,470}; > Line(102)={147,471}; > Line(103)={150,472}; > Line(104)={153,473}; > Line(105)={156,474}; > Line(106)={159,475}; > Line(107)={162,476}; > Line(108)={165,477}; > Line(109)={168,478}; > Line(110)={171,479}; > Line(111)={174,480}; > Line(112)={177,481}; > Line(113)={180,482}; > Line(114)={183,483}; > Line(115)={186,484}; > Line(116)={189,485}; > Line(117)={192,486}; > Line(118)={195,487}; > Line(119)={198,488}; > Line(120)={201,489}; > Line(121)={204,490}; > Line(122)={207,491}; > Line(123)={210,492}; > Line(124)={213,493}; > Line(125)={216,494}; > Line(126)={219,495}; > Line(127)={425,115}; > Line(128)={427,118}; > Line(129)={429,121}; > Line(130)={431,124}; > Line(131)={433,127}; > Line(132)={435,130}; > Line(133)={437,133}; > Line(134)={439,136}; > Line(135)={441,139}; > Line(136)={443,142}; > Line(137)={445,145}; > Line(138)={447,148}; > Line(139)={449,151}; > Line(140)={451,154}; > Line(141)={453,157}; > Line(142)={455,160}; > Line(143)={457,163}; > Line(144)={459,166}; > Line(145)={425,169}; > Line(146)={427,172}; > Line(147)={429,175}; > Line(148)={431,178}; > Line(149)={433,181}; > Line(150)={435,184}; > Line(151)={437,187}; > Line(152)={439,190}; > Line(153)={441,193}; > Line(154)={443,196}; > Line(155)={445,199}; > Line(156)={447,202}; > Line(157)={449,205}; > Line(158)={451,208}; > Line(159)={453,211}; > Line(160)={455,214}; > Line(161)={457,217}; > Line(162)={459,220}; > Line(163)={496,222}; > Line(164)={497,223}; > Line(165)={498,224}; > Line(166)={499,225}; > Line(167)={500,226}; > Line(168)={501,227}; > Line(169)={502,228}; > Line(170)={503,229}; > Line(171)={504,230}; > Line(172)={505,231}; > Line(173)={506,232}; > Line(174)={507,233}; > Line(175)={508,234}; > Line(176)={509,235}; > Line(177)={510,236}; > Line(178)={511,237}; > Line(179)={512,238}; > Line(180)={513,239}; > Line(181)={514,240}; > Line(182)={515,241}; > Line(183)={516,242}; > Line(184)={517,243}; > Line(185)={518,244}; > Line(186)={519,245}; > Line(187)={520,246}; > Line(188)={521,247}; > Line(189)={522,248}; > Line(190)={523,249}; > Line(191)={524,250}; > Line(192)={525,251}; > Line(193)={526,252}; > Line(194)={527,253}; > Line(195)={528,254}; > Line(196)={529,255}; > Line(197)={530,256}; > Line(198)={531,257}; > Line(199)={496,259}; > Line(200)={497,262}; > Line(201)={498,265}; > Line(202)={499,268}; > Line(203)={500,271}; > Line(204)={501,274}; > Line(205)={502,277}; > Line(206)={503,280}; > Line(207)={504,283}; > Line(208)={505,286}; > Line(209)={506,289}; > Line(210)={507,292}; > Line(211)={508,295}; > Line(212)={509,298}; > Line(213)={510,301}; > Line(214)={511,304}; > Line(215)={512,307}; > Line(216)={513,310}; > Line(217)={514,313}; > Line(218)={515,316}; > Line(219)={516,319}; > Line(220)={517,322}; > Line(221)={518,325}; > Line(222)={519,328}; > Line(223)={520,331}; > Line(224)={521,334}; > Line(225)={522,337}; > Line(226)={523,340}; > Line(227)={524,343}; > Line(228)={525,346}; > Line(229)={526,349}; > Line(230)={527,352}; > Line(231)={528,355}; > Line(232)={529,358}; > Line(233)={530,361}; > Line(234)={531,364}; > Line(235)={405,393}; > Line(236)={406,394}; > Line(237)={407,395}; > Line(238)={408,396}; > Line(239)={409,397}; > Line(240)={410,398}; > Line(241)={411,399}; > Line(242)={412,400}; > Line(243)={413,401}; > Line(244)={414,402}; > Line(245)={415,403}; > Line(246)={404,392}; > Circle(247)={2,1,3}; > Circle(248)={3,1,4}; > Circle(249)={4,1,5}; > Circle(250)={5,1,2}; > Circle(251)={6,8,7}; > Circle(252)={9,11,10}; > Circle(253)={12,14,13}; > Circle(254)={15,17,16}; > Circle(255)={18,20,19}; > Circle(256)={21,23,22}; > Circle(257)={24,26,25}; > Circle(258)={27,29,28}; > Circle(259)={30,32,31}; > Circle(260)={33,35,34}; > Circle(261)={36,38,37}; > Circle(262)={39,41,40}; > Circle(263)={42,44,43}; > Circle(264)={45,47,46}; > Circle(265)={48,50,49}; > Circle(266)={51,53,52}; > Circle(267)={54,56,55}; > Circle(268)={57,59,58}; > Circle(269)={61,62,60}; > Circle(270)={64,65,63}; > Circle(271)={67,68,66}; > Circle(272)={70,71,69}; > Circle(273)={73,74,72}; > Circle(274)={76,77,75}; > Circle(275)={79,80,78}; > Circle(276)={82,83,81}; > Circle(277)={85,86,84}; > Circle(278)={88,89,87}; > Circle(279)={91,92,90}; > Circle(280)={94,95,93}; > Circle(281)={97,98,96}; > Circle(282)={100,101,99}; > Circle(283)={103,104,102}; > Circle(284)={106,107,105}; > Circle(285)={109,110,108}; > Circle(286)={112,113,111}; > Circle(287)={114,116,115}; > Circle(288)={117,119,118}; > Circle(289)={120,122,121}; > Circle(290)={123,125,124}; > Circle(291)={126,128,127}; > Circle(292)={129,131,130}; > Circle(293)={132,134,133}; > Circle(294)={135,137,136}; > Circle(295)={138,140,139}; > Circle(296)={141,143,142}; > Circle(297)={144,146,145}; > Circle(298)={147,149,148}; > Circle(299)={150,152,151}; > Circle(300)={153,155,154}; > Circle(301)={156,158,157}; > Circle(302)={159,161,160}; > Circle(303)={162,164,163}; > Circle(304)={165,167,166}; > Circle(305)={169,170,168}; > Circle(306)={172,173,171}; > Circle(307)={175,176,174}; > Circle(308)={178,179,177}; > Circle(309)={181,182,180}; > Circle(310)={184,185,183}; > Circle(311)={187,188,186}; > Circle(312)={190,191,189}; > Circle(313)={193,194,192}; > Circle(314)={196,197,195}; > Circle(315)={199,200,198}; > Circle(316)={202,203,201}; > Circle(317)={205,206,204}; > Circle(318)={208,209,207}; > Circle(319)={211,212,210}; > Circle(320)={214,215,213}; > Circle(321)={217,218,216}; > Circle(322)={220,221,219}; > Circle(323)={115,116,222}; > Circle(324)={118,119,223}; > Circle(325)={121,122,224}; > Circle(326)={124,125,225}; > Circle(327)={127,128,226}; > Circle(328)={130,131,227}; > Circle(329)={133,134,228}; > Circle(330)={136,137,229}; > 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}; > > > <20190325195934.geo>_______________________________________________ > gmsh mailing list > [email protected] > http://onelab.info/mailman/listinfo/gmsh — Prof. Christophe Geuzaine University of Liege, Electrical Engineering and Computer Science http://www.montefiore.ulg.ac.be/~geuzaine _______________________________________________ gmsh mailing list [email protected] http://onelab.info/mailman/listinfo/gmsh
