GMS:SMS Package: Difference between revisions

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[[Image:SmsPackage.png|thumb|450 px|Example of the ''MODFLOW SMS Solver'' dialog.]]
[[Image:SmsPackage.png|thumb|450 px|Example of the ''MODFLOW SMS Solver'' dialog.]]
The Sparse Matrix Solver (SMS) Package is the solver used by [[GMS:MODFLOW-USG|MODFLOW-USG]]. The ''MODFLOW SMS Solver'' dialog has the following options:
The Sparse Matrix Solver (SMS) Package is the solver used by [[GMS:MODFLOW-USG|MODFLOW-USG]]. The ''MODFLOW SMS Solver'' dialog has the following options:
*''Comments (Text)'' – Allows up to 199 characters.
* Max head change between outer iterations (L)(HCLOSE)
* Max head change between outer iterations (L)(HCLOSE)
* Max head change between inner iterations (L)(HICLOSE)
* Max head change between inner iterations (L)(HICLOSE)

Revision as of 15:49, 26 July 2016

MODFLOW
Pre-processing
MODFLOW Commands
Building a MODFLOW Model
Map to MODFLOW
Calibration
Packages Supported in GMS
Saving a MODFLOW Simulation
Importing MODFLOW Files
Unsupported MODFLOW Features
Run MODFLOW
Post-processing
MODFLOW Display Options
MODFLOW Post-Processing Viewing Options
Reading a MODFLOW Simulation
Tutorials
Packages
Flow: BCF6, HUF, LPF, UPW
Solvers:

DE4, GMG, NWT, PCG,

PCGN, LMG, SIP, SOR,

SMS
Other:

BAS6, BFH, CHD1, CLN,

DRN1, DRT1, EVT1, ETS1,

GAGE, GHB1, GNC, HFB1,

HUF, LAK3, MNW1, MNW2,

OUT1, RCH1, RIV1, SFR2,

STR1, SUB1, SWI2, WEL1,

UZF1
v • e

Example of the MODFLOW SMS Solver dialog.

The Sparse Matrix Solver (SMS) Package is the solver used by MODFLOW-USG. The MODFLOW SMS Solver dialog has the following options:

  • Comments (Text) – Allows up to 199 characters.
  • Max head change between outer iterations (L)(HCLOSE)
  • Max head change between inner iterations (L)(HICLOSE)
  • Max number of outer nonlinear iterations for problem (MXITER)
  • Max number of inner linear iterations for problem (ITER1)
  • Print additional info to listing file (IPRSMS)
    • (0) print nothing
    • (1) print summary
    • (2) print detail
  • Nonlinear solution method (NONLINMETH)
    • (-2) Picard with Cooley
    • (-1) Picard with Delta-Bar-Delta
    • (0) Picard
    • (1) Newton with Delta-Bar-Delta
    • (2) Newton and Cooley
  • Linear matrix solver (LINMETH)
    • (1) χMD
    • (2) PCGU
    • (3) SAMG
  • Options (OPTIONS)
    • SPECIFIED
    • SIMPLE
    • MODERATE
    • COMPLEX

More information regarding inputs to the SMS package can be found in the MODFLOW-USG documentation at pubs.usgs.gov.

The SMS package, when used with GMS, also includes the option of using the SAMG or LMG within the SMS package. This option is selected under the Linear matrix solver (LINMETH) option in the MODFLOW SMS Solver dialog.

Nonlinear Solution Method Options

  • Delta-bar-delta learning rate reduction factor (THETA)
  • Delta-bar-delta learning rate increment (AKAPPA)
  • Delta-bar-delta memory term factor (GAMA)
  • Nonlinear fraction history added (AMOMENTUM)
  • Maximum residual backtracking iterations (NUMTRACK)
  • Residual change tolerance (BTOL)
  • Residual change reduction size (BREDUC)
  • Residual reduction limit (RESLIM)

χMD Options

  • Acceleration method (IACL)
    • (0) conjugate gradient
    • (1) ORTHOMIN
    • (2) Bi-CGSTAB
  • Ordering scheme (NORDER)
    • (0) original ordering
    • (1) RCM ordering
    • (2) minimum degree ordering
  • ILU decomposition level of fill (LEVEL)
  • Number of orthogonalizations for ORTHOMIN accel. (NORTH)
  • Reduced system (IREDSYS)
    • (0) do not apply
    • (1) apply
  • Residual tolerance criterion (RRCTOL)
  • Perform drop tolerance (IDROPTOL)
    • (0) do not perform
    • (1) perform
  • Drop tolerance value (EPSRN)

PCGU Options

  • Linear acceleration method (CLIN)
    • CG
    • BCGS
  • Preconditioner (IPC)
    • (0) None
    • (1) Jacobi
    • (2) ILU(0)
    • (3) MILU(0)
  • Matrix scaling approach (ISCL)
    • (0) None
    • (1) POLCG preconditioner
    • (2) l2 norm
  • Matrix reordering approach (IORD)
    • (0) Original
    • (1) reverse Cuthill Mckee
    • (2) minimum degree
  • Convergence flow residual tolerance (L^3)(RCLOSEPCGU)
  • MILU(0) relaxation factor (RELAXPCGU)


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