ansys.mapdl.core.Mapdl.pmlopt#
- Mapdl.pmlopt(psys='', lab='', xminus='', xplus='', yminus='', yplus='', zminus='', zplus='', woptxm='', woptxp='', woptym='', woptyp='', woptzm='', woptzp='', **kwargs)#
Defines perfectly matched layers (PMLs) or irregular perfectly matched layers (IPML).
Mechanical APDL Command: PMLOPT
- Parameters:
- psys
str PML element coordinate system number.
PSYSmay be 0 (global Cartesian) or any previously defined local Cartesian coordinate system number (>10). Defaults to 0. (Not used for IPML.)- lab
str Label defining the number of dimensions (not used for IPML) :
ONE- A one-dimensional PML region.THREE- A three-dimensional PML region (default).
- xminus
str For PML, normal reflection coefficient (harmonic analysis) or attenuation factor (static structural analysis) in negative X direction of
PSYS. Defaults to 1.E-3 (equivalent to -60 dB) forWOptXm= PROP or HYBR, 30 forWOptXm= EVAN, and 40 forWOptXm= MAXP.- xplus
str Normal reflection coefficient (harmonic analysis) or attenuation factor (static structural analysis) in positive X direction of
PSYS. Defaults to 1.E-3 (equivalent to -60 dB) forWOptXp= PROP or HYBR, 30 forWOptXp= EVAN, and 40 forWOptXp= MAXP. (Not used for IPML.)- yminus
str Normal reflection coefficient (harmonic analysis) or attenuation factor (static structural analysis) in negative Y direction of
PSYS. Defaults to 1.E-3 (equivalent to -60 dB) forWOptYm= PROP or HYBR, 30 forWOptYm= EVAN, and 40 forWOptYm= MAXP. (Not used for IPML.)- yplus
str Normal reflection coefficient (harmonic analysis) or attenuation factor (static structural analysis) in positive Y direction of
PSYS. Defaults to 1.E-3 (equivalent to -60 dB) forWOptYp= PROP or HYBR, 30 forWOptYp= EVAN, and 40 forWOptYp= MAXP. (Not used for IPML.)- zminus
str Normal reflection coefficient (harmonic analysis) or attenuation factor (static structural analysis) in negative Z direction of
PSYS. Defaults to 1.E-3 (equivalent to -60 dB) forWOptZm= PROP or HYBR, 30 forWOptZm= EVAN, and 40 forWOptZm= MAXP. (Not used for IPML.)- zplus
str Normal reflection coefficient (harmonic analysis) or attenuation factor (static structural analysis) in positive Z direction of
PSYS. Defaults to 1.E-3 (equivalent to -60 dB) forWOptZp= PROP or HYBR, 30 forWOptZp= EVAN, and 40 forWOptZp= MAXP. (Not used for IPML.)- woptxm
str Type of attenuated wave in the PML region in each direction:
PROP- Only the propagating wave is attenuated. The PML parameter is set to s = 1-jβ in harmonic analyses and acoustic transient analyses.EVAN- Only the evanescent field is attenuated. The PML parameter is set to s = α ( α > 1) in static analyses.HYBR- Both the propagating wave and the evanescent wave are attenuated (default). The PML parameter is set to s = α -jβ ( α > 1). The program sets the coefficient α values in terms of the normal reflection coefficients in harmonic analyses.MAXP- The maximum attenuation coefficient for frequency-independent PML parameter in harmonic analyses, acoustic modal analyses, and acoustic transient analyses.
- woptxp
str Type of attenuated wave in the PML region in each direction:
PROP- Only the propagating wave is attenuated. The PML parameter is set to s = 1-jβ in harmonic analyses and acoustic transient analyses.EVAN- Only the evanescent field is attenuated. The PML parameter is set to s = α ( α > 1) in static analyses.HYBR- Both the propagating wave and the evanescent wave are attenuated (default). The PML parameter is set to s = α -jβ ( α > 1). The program sets the coefficient α values in terms of the normal reflection coefficients in harmonic analyses.MAXP- The maximum attenuation coefficient for frequency-independent PML parameter in harmonic analyses, acoustic modal analyses, and acoustic transient analyses.
- woptym
str Type of attenuated wave in the PML region in each direction:
PROP- Only the propagating wave is attenuated. The PML parameter is set to s = 1-jβ in harmonic analyses and acoustic transient analyses.EVAN- Only the evanescent field is attenuated. The PML parameter is set to s = α ( α > 1) in static analyses.HYBR- Both the propagating wave and the evanescent wave are attenuated (default). The PML parameter is set to s = α -jβ ( α > 1). The program sets the coefficient α values in terms of the normal reflection coefficients in harmonic analyses.MAXP- The maximum attenuation coefficient for frequency-independent PML parameter in harmonic analyses, acoustic modal analyses, and acoustic transient analyses.
- woptyp
str Type of attenuated wave in the PML region in each direction:
PROP- Only the propagating wave is attenuated. The PML parameter is set to s = 1-jβ in harmonic analyses and acoustic transient analyses.EVAN- Only the evanescent field is attenuated. The PML parameter is set to s = α ( α > 1) in static analyses.HYBR- Both the propagating wave and the evanescent wave are attenuated (default). The PML parameter is set to s = α -jβ ( α > 1). The program sets the coefficient α values in terms of the normal reflection coefficients in harmonic analyses.MAXP- The maximum attenuation coefficient for frequency-independent PML parameter in harmonic analyses, acoustic modal analyses, and acoustic transient analyses.
- woptzm
str Type of attenuated wave in the PML region in each direction:
PROP- Only the propagating wave is attenuated. The PML parameter is set to s = 1-jβ in harmonic analyses and acoustic transient analyses.EVAN- Only the evanescent field is attenuated. The PML parameter is set to s = α ( α > 1) in static analyses.HYBR- Both the propagating wave and the evanescent wave are attenuated (default). The PML parameter is set to s = α -jβ ( α > 1). The program sets the coefficient α values in terms of the normal reflection coefficients in harmonic analyses.MAXP- The maximum attenuation coefficient for frequency-independent PML parameter in harmonic analyses, acoustic modal analyses, and acoustic transient analyses.
- woptzp
str Type of attenuated wave in the PML region in each direction:
PROP- Only the propagating wave is attenuated. The PML parameter is set to s = 1-jβ in harmonic analyses and acoustic transient analyses.EVAN- Only the evanescent field is attenuated. The PML parameter is set to s = α ( α > 1) in static analyses.HYBR- Both the propagating wave and the evanescent wave are attenuated (default). The PML parameter is set to s = α -jβ ( α > 1). The program sets the coefficient α values in terms of the normal reflection coefficients in harmonic analyses.MAXP- The maximum attenuation coefficient for frequency-independent PML parameter in harmonic analyses, acoustic modal analyses, and acoustic transient analyses.
- psys
Notes
The pmlopt command can be used to define perfectly matched layers (PML). The following element types support perfectly matched layers:
Acoustic elements:
FLUID30,FLUID220, andFLUID221(KEYOPT(4) > 0) in a modal, harmonic, or transient acoustic analysis.Piezoelectric coupled-field elements:
PLANE222,PLANE223,SOLID225,SOLID226, andSOLID227(KEYOPT(15) = 1) in a harmonic piezoelectric analysis. For the lower order elements (PLANE222andSOLID225), PML is only supported with the B-bar method.Structural elements:
PLANE182,PLANE183,SOLID185,SOLID186, andSOLID187(KEYOPT(15) = 1) in a linear static or harmonic structural analysis. For the lower order elements (PLANE182andSOLID185), PML is only supported with the B-bar method.
Each PML region must have a uniquely defined PML element coordinate system ( psys ). Normal reflection coefficient values for a harmonic analysis must be less than 1.
The pmlopt command can also be used to define irregular perfectly matched layers (IPML) for acoustic analyses. Normal reflection coefficient values for a harmonic analysis must be less than 1.
Issue pmlopt,STAT to list the current normal reflection coefficient or attenuation factor settings for a PML or IPML region. Issue pmlopt,CLEAR to clear all normal reflection coefficient settings and restore them to the defaults.
Issue pmlopt,PSYS,CLEAR to clear all normal reflection coefficient settings for the specified PML element coordinate system and restore them to the defaults.
For modal analysis, use one buffer element between the PML and the resonant structure to avoid the spurious modes. The mode patterns should be evaluated graphically.