adj1
所属分类:数学计算
开发工具:Fortran
文件大小:941KB
下载次数:39
上传日期:2011-08-28 21:44:22
上 传 者:
happypx1987
说明: 基于伴随算子的优化算法,伴随算子作为一个当今优化领域中一个比较有前途的算法,欧美各国都对此作了比较深入的研究,他大大缩短了多参数优化中所需要的时间,可以一次求出所以的下降梯度,求解时间和求解一次流场的时间相当。
(Adjoint operator-based optimization algorithm, with the operator as an optimization of today' s one of the more promising algorithms, European and American countries have made this more in-depth research, he greatly reducing the multi-parameter optimization in the time required can be So find a decline in a gradient, solution time and solution time for quite a flow.)
文件列表:
adj\docs\changes.txt (2012, 2011-07-20)
adj\docs\isaac-license.txt (8148, 2011-07-20)
adj\docs\nuwtun.pdf (98116, 2011-07-20)
adj\makefile.in (15718, 2011-01-09)
adj\makefile.in.txt (1337, 2011-07-21)
adj\makefile.txt (975, 2011-07-21)
adj\src-adj\bc\bcext_q.F (5600, 2011-07-20)
adj\src-adj\bc\bcfar_q.F (4328, 2011-07-20)
adj\src-adj\bc\bcsym_q.F (6585, 2011-07-20)
adj\src-adj\bc\bctan_q.F (4247, 2011-07-20)
adj\src-adj\bc\bc_q.F (9507, 2011-07-20)
adj\src-adj\bc\cut_q.F (5554, 2011-07-20)
adj\src-adj\bc\makefile.txt (1080, 2011-07-20)
adj\src-adj\bc\[nuwtun] Index of -trunk-src-adj-bc.mht (76724, 2011-01-09)
adj\src-adj\header\makefile.txt (267, 2011-07-20)
adj\src-adj\header\refval.h (66, 2011-07-20)
adj\src-adj\io\makefile.txt (267, 2011-07-20)
adj\src-adj\io\rdadj.F (1289, 2011-07-20)
adj\src-adj\io\sicftyp.F (1179, 2011-07-20)
adj\src-adj\io\wrtrb.F (641, 2011-07-20)
adj\src-adj\io\wrtvtk2.F (2416, 2011-07-20)
adj\src-adj\io\wrtvtk3.F (3868, 2011-07-20)
adj\src-adj\libs.mk (6540, 2011-01-09)
adj\src-adj\libs.mk.txt (412, 2011-07-21)
adj\src-adj\main\adddpt.F (626, 2011-07-20)
adj\src-adj\main\chk2dgrad.F (654, 2011-07-20)
adj\src-adj\main\cpavar.F (426, 2011-07-20)
adj\src-adj\main\Debug\DF60.PDB (25600, 2011-07-22)
adj\src-adj\main\Debug\main.obj (237084, 2011-07-22)
adj\src-adj\main\fvres.F (12955, 2011-07-20)
adj\src-adj\main\intqa1.F (365, 2011-07-20)
adj\src-adj\main\main.dsp (3221, 2011-07-22)
adj\src-adj\main\main.dsw (533, 2011-07-22)
adj\src-adj\main\main.F (86070, 2011-07-20)
adj\src-adj\main\main.opt (43520, 2011-07-22)
adj\src-adj\main\main.plg (1881, 2011-07-22)
adj\src-adj\main\sumgrad.F (436, 2011-07-20)
mht (76935, 2011-01-09)
adj\src-adj\makefile.in (10538, 2011-01-09)
... ...
README file for NuWTun
-------------------------------------------------------------------------------
Contents
src-flo : Flow solver files
src-adj : Adjoint solver files, NOT FINISHED YET
examples: Example test cases
docs : Manual, license, etc.
-------------------------------------------------------------------------------
Compiling
You will need a fortran 90 compiler since dynamic memory allocation is used.
Compilation has been tested with gfortran. Set your compiler and flags in
makefile.in and define a shell variable called NUWTUN_HOME which contains the
absolute path to the root directory. You also need the archive tool "ar"; this
should be available on most systems. To compile the flow solver execute the
following commands at the shell prompt:
$ cd $NUWTUN_HOME/src-flo
$ make
-------------------------------------------------------------------------------
Call-tree
If you have ftnchek, then you can generate a call-tree inside the
docs/tree/src-flo directory. Inside the directory src-flo type "make tree" to
generate the tree. This has been tested to work only on GNU/Linux. You can
change the location where the call-tree is stored by changing the CTDIR
variable in makefile.in to appropriate value.
-------------------------------------------------------------------------------
Visualization
Nuwtun can output the solution in plot3d format. Plot3d files can be read by
the following visualization softwares:
Tecplot: Commercial software, but probably the best one.
Paraview: Free software, based on VTK, can read only grid and solution files,
not the function file.
Mayavi: Free software, similar to Paraview and is based on VTK. Only 3-D files
can be read.
Calculix: Free software, can read both 2-d and 3-d files, only formatted, can
read grid, solution and function files. It is quite good for 2-D.
近期下载者:
相关文件:
收藏者: