CFX Launcher --> Tool --> Command
cfx5cmds -read -def mydef.def -text mydef.txt (transforms def file into text file)
Then Edit mydef.txt file
THERMAL CONDUCTIVITY:
Option = Orthotropic Cartesian Components
Thermal Conductivity X Component = 1200[W m^-1 K^-1]
Thermal Conductivity Y Component = 1200 [W m^-1 K^-1]
Thermal Conductivity Z Component = 10 [W m^-1 K^-1]
Now apply modified txt file to def file
cfx5cmds -write -def mydef.def -text mydef.txt
Windows 설치를 사용하여 UEFI 기반 PC에 Windows를 설치할 경우 하드 드라이브 파티션 스타일은 UEFI 모드 또는 레거시 BIOS 호환 모드를 지원하도록 설정해야 합니다.
예를 들어 "이 디스크에 Windows를 설치할 수 없습니다. 선택한 디스크가 GPT 파티션 스타일이 아닙니다”라는 오류 메시지가 표시되는 것은 PC가 UEFI 모드에서 부팅되었지만 하드 드라이브가 UEFI 모드를 지원하도록 구성되지 않았기 때문입니다. 몇 가지 옵션이 있습니다.
Windows 설치 내에서 Shift+F10을 눌러 명령 프롬프트 창을 엽니다.
드라이브를 다시 포맷합니다.
diskpart list disk select disk <disk number> clean convert gpt exit
diskpart list disk select disk <disk number> clean exit
이때 명령 프롬프트 창을 닫은 다음 Windows 설치 프로그램 설치를 계속할 수 있습니다.
출처 : https://msdn.microsoft.com/ko-kr/library/dn336946.aspx?f=255&MSPPError=-2147217396
http://www.ozeninc.com/apdl-arrays-tables-quickreference/
Arrays are a good way to hold vector or matrix data. As shown above, you can define arrays with the *DIM command. This defines the overall dimensions of the array (you can actually have up to 5 dimensions using special forms of the *DIM command, refer to the documentation for more). You can fill arrays yourself as below but I typically have ANSYS fill in arrays for me for postprocessing purposes, using commands like *VGET (to fill arrays prior to writing a file with *VWRITE) and VGET (sends time/frequency history curves from POST26 to arrays).
Below are examples of a vector and a matrix complete definition in APDL:
*dim,ntemp,array,3 ntemp(1) = -5.2, 25, 86.5
*dim,compstrs,array,4,2 compstrs(1,1) = 814, 1057, 1033, 786 compstrs(1,2) = -386, -704, -713, -348
Did you know you can apply a curve or contour instead of a constant in many places in ANSYS? These can vary based on position, time, temperature and more. Tables are how this is accomplished. Tables are like arrays but with labels on the rows and columns that are not just the row/column number.
As you can see, you can get some nice interpolation functionality very quickly. Just like arrays you can do this in up to 5 dimensions! Many times you will use a *DO loop to define arrays in terms of an expression as well.
The row/col/plane_var fields are for labeling your axis. If you intend to send a varying load or property later, this is where you tell it what it varies by. Check the *DIM command documentation for a list of what you can vary it by. For load or property commands like D and RMODIF, the documentation will need to say that you can pass a table and you do so by passing the table name enclosed in %’s as below. If you are using spatially varying loads, you probably will want to specify a custom coordinate system using the coord_sys_id field.
*dim,tab1d,table,5,,,time tab1d(1) = 0,3,3.5,3.75,3.875 tab1d(1,0) = 0,0.25,0.5,0.75,1 ! Apply time varying x displacement d,component1,ux,%tab1d%
*dim,tab2d,table,5,3,,y,x,,13 tab2d(1,1) = 0,0.125,0.25,0.375,0.5 tab2d(1,2) = 0.05,0.175,0.3,0.425,0.55 tab2d(1,3) = 0.1,0.225,0.35,0.475,0.6 *taxis,tab2d(1,1),1,0,0.25,0.5,0.75,1 *taxis,tab2d(1,1),2,0,0.5,1 !Apply spatially varying temperature !Aligned with coordinate system 13 d,component2,temp,%tab2d%
If you are like me, you may be slightly perturbed by the lack of units in the above plots. This is intentional. These commands are unitless, just like APDL. It is highly recommended that you set Analysis Settings -> Analysis Data Management -> Solver Units from Active System to the correct unit system for your APDL. Doing this will make sure that your unit system is consistent and will prevent several types of errors.
The list of available variables for tables is below:
| PRIMARY VARIABLE | LABEL FOR VAR1, VAR2, VAR3 |
|---|---|
| Time | TIME |
| Frequency | FREQ |
| X-coordinate location | X |
| Y-coordinate location | Y |
| Z-coordinate location | Z |
| Temperature | TEMP |
| Velocity | VELOCITY |
| Pressure | PRESSURE |
| Geometric gap/penetration | GAP |
| Cyclic sector number | SECTOR |
| Amplitude of the rotational velocity vector | OMEGS |
| Eccentricity | ECCENT |
| Phase shift | THETA |
