Entry Haber:1978:GGP from siggraph.bib
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BibTeX entry
@Article{Haber:1978:GGP,
author = "Robert Haber and Mark Shephard and John Abel and
Richard Gallagher and Donald Greenberg",
title = "A generalized graphic preprocessor for two-dimensional
finite element analysis",
journal = j-COMP-GRAPHICS,
volume = "12",
number = "3",
pages = "323--329",
month = aug,
year = "1978",
CODEN = "CGRADI, CPGPBZ",
ISSN = "0097-8930",
bibdate = "Tue Feb 4 12:57:45 MST 1997",
bibsource = "Compendex database; Graphics/imager/imager.78.bib;
Graphics/siggraph/78.bib",
abstract = "Input preprocessors have come to be recognized as
important components of modern finite element programs.
A method is described which utilizes interactive
computer graphics digitizing techniques to create a
powerful input preprocessor for finite element
analysis. A limited number of general mesh generators
based on linear blending functions permit the program
to handle virtually all two-dimensional topologies. The
processes of geometric input and specification of
problem-specific ``attributes'' have been kept separate
so that the mesh generation routines may be used with a
variety of analysis programs. Graphical editors have
been implemented to specify attributes for structural
mechanics problems. Although this type of graphical
preprocessor shows considerable promise for
applications in three dimensions, there are still
unresolved problems in the areas of geometrical
description, perception, and interactive hardware.",
acknowledgement = ack-nhfb,
classification = "722; 723",
conference = "Proc of Annu Conf on Comput Graph and Interact Tech
(SIGGRAPH '78), 5th, held in Atlanta, Georgia; 23--25
August 1978",
journalabr = "Comput Graph (ACM)",
keywords = "computer graphics; computer peripheral equipment ---
Graphics; finite element analysis",
meetingaddress = "Atlanta, Ga",
meetingdate = "Aug 23--25 1978",
meetingdate2 = "08/23--25/78",
}
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32(3)29,
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10(2)229,
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12(3)286,
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24(4)177-1
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12(3)228,
12(3)245,
12(3)318,
20(4)143,
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21(4)45,
22(5)256,
23(3)253,
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28(z)185,
28(z)223,
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28(z)365,
28(z)443,
28(z)451,
30(4)74,
33(1)11,
33(1)67,
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10(1)54,
12(3)20,
12(3)105,
12(3)234,
15(3)99,
16(3)157,
16(3)181,
18(3)53,
21(2)109,
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31(1)57,
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23(3)315,
25(4)153,
28(z)197,
28(z)373,
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31(4)5,
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16(3)181,
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19(3)181,
19(3)215,
28(4)250,
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23(3)281,
24(2)39,
24(2)83,
24(2)175,
24(2)193,
24(4)417-1,
25(2)135,
26(2)105,
27(z)255,
28(z)75,
28(z)139,
28(z)197,
28(z)343,
28(z)451,
29(2)13,
32(1)82,
32(4)14,
32(4)14-1
- two-dimensional,
9(1)177,
12(3)60,
13(1)110,
14(2)127,
17(3)91,
25(2)197
- type,
9(1)160,
12(3)100,
12(3)140,
12(3)203,
12(3)228,
12(3)234,
12(3)308,
13(1)20,
13(3)158,
14(3)110,
16(3)181,
17(3)115,
17(3)372,
18(3)223,
19(3)45,
19(3)69,
20(4)269,
21(4)189,
22(4)41,
23(3)69-1,
25(4)19,
25(4)105,
26(2)43,
27(z)45,
27(z)165,
27(z)335,
27(z)343,
27(z)351,
27(z)361,
28(z)295,
28(z)365,
28(z)421
- utilize,
12(3)82,
12(3)117,
12(3)125,
12(3)196,
12(3)270,
18(3)119,
18(3)129,
20(4)279,
24(2)39
- variety,
12(3)43,
12(3)105,
12(3)140,
12(3)257,
17(3)115,
18(3)1,
20(4)143,
21(4)45,
24(4)67,
24(4)377,
28(z)15,
28(z)197,
28(z)261,
28(z)295,
28(z)365,
33(3)3
- virtually,
17(3)263,
24(4)263,
31(3)15