Civil Engineering Reference
In-Depth Information
Kanungo T, Mount DM, Netanyahu NS, Piatko CD, Silverman R, Wu AY (2002) An efficient k-means
clustering algorithm: Analysis and Implementation,
IEEE Transactions on Pattern Analysis and
Machine Intelligence
,
24
, Issue 7, 881-892.
Karamete BK, Beall MW, Shephard MS (2000) Triangulation of arbitrary polyhedra to support auto-
matic mesh generation,
International Journal for Numerical Methods in Engineering
,
49
, Issues
1-2, 167-191.
Karamete BK, Dey S, Mestreau EL, Aubry R, Bulat-Jara FA (2013) An algorithm for discrete Booleans
with applications to finite element modeling of complex systems,
Finite Elements in Analysis and
Design
,
68
, 10-27.
Kaveh A, Bondarabady HAR (2002) A multi-level finite element nodal ordering using algebraic graph
theory,
Finite Elements in Analysis and Design
,
38
, 245-261.
Kawamura Y, Islam MS, Sumi Y (2008) A strategy of automatic hexahedral mesh generation by using
an improved whisker-weaving method with a surface mesh modification procedure,
Engineering
with Computers
,
24
, Issue 3, 215-229.
Kelly DW, Gago LPSR, Zienkiewicz OC (1983) A-posteriori error analysis and adaptive processes
in the finite-element method,
International Journal for Numerical Methods in Engineering
,
19
,
1593-1619.
Kim HJ, Swan CC (2003a) Voxel-based meshing and unit-cell analysis of textile composites,
International Journal for Numerical Methods in Engineering
,
56
, Issue 7, 977-1006.
Kim HJ, Swan CC (2003b) Algorithm for automated meshing and unit cell analysis of periodic com-
posites with hierarchical tri-quadratic tetrahedral elements,
International Journal for Numerical
Methods in Engineering
,
58
, Issue 11, 1683-1711.
Kim JH, Kim HG, Lee BC, Im S (2003) Adaptive mesh generation by bubble packing method,
Structural
Engineering and Mechanics
,
15
, Issue 1, 135-149.
Klingner B, Shewchuk J (2008) Aggressive tetrahedral mesh improvement,
Proceedings of the 16th
International Meshing Roundtable
, 3-23.
Knupp PM (2000a) Achieving finite element mesh quality via optimization of the Jacobian matrix norm
and associated quantities. Part II - A framework for surface mesh optimization,
International
Journal for Numerical Methods in Engineering
,
48
, Issue 3, 401-420.
Knupp PM (2000b) Achieving finite element mesh quality via optimization of the Jacobian matrix norm and
associated quantities. Part II - A framework for volume mesh optimization and the condition number
of the Jacobian matrix,
International Journal for Numerical Methods in Engineering
,
48
, 1165-1185.
Knupp PM (2001) Algebraic mesh quality metric,
SIAM Journal on Scientific Computing
,
23
, Issue 1,
193-218.
Knupp PM (2003a) Algebraic mesh quality metrics for unstructured initial meshes,
Finite Elements and
Design
,
39
, 217-241.
Knupp PM (2003b) A method for hexahedral mesh shape optimization,
International Journal for
Numerical Methods in Engineering
,
58
, 319-332.
Knupp PM (2006) Mesh quality improvement for SciDAC applications,
Journal of Physics, Conference
Series
,
46
, 458-462.
Knupp PM (2012) Introducing the target-matrix paradigm for mesh optimization via node-movement,
Engineering with Computers
,
28
, 419-429.
Knuth DE (1975)
The Art of Computing
, 2nd Edition, Addison-Wesley, Reading, MA.
Kobbelt L, Hesse T, Prautzsch H, Schweizerhof K (1997) Iterative mesh generation for FE computations
on free form surfaces,
Engineering Computations
,
14
, Issues 6-7, 806-820.
Kohout J, Kolingerova I (2003) Parallel Delaunay triangulation in E
3
: Make it simple,
Visual Computer
,
19
, 532-548.
Kohout J, Kolingerova I, Zara J (2005) Parallel Delaunay triangulation in E
2
and E
3
for computers with
shared memory,
Parallel Computing
,
31
, 491-522.
Kolingerova I, Kohout J (2002) Optimistic parallel Delaunay triangulation,
Visual Computer
,
18
,
511-529.
Kraft P (1999) Automatic remeshing with hexahedral elements: Problems, solutions and applications,
Proceedings of the 8th International Meshing Roundtable
, South Lake Tahoe, CA, 357-367,
October 1999.