CMS-Wave Options File - Format 1
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In this format, the first line must have the card 'CMS_WAVE_STD' as the first thing on line 1. The value for the card must be the integer value 1. Remaining cards can come in any order, but must follow some rules depending on the card (which is shown beginning with a '!' and is the last item on most lines). Column One shows example values.
| Column 1 | Column 2 | Description | Other Information |
|---|---|---|---|
| CMS_WAVE_STD | 1 | Only row with Card first and value second. | |
| -1 | !iprpp | Wave propagation type | |
| 0 | !cur | Current Interaction | |
| 1 | !ibreak | Wave Breaking output option | |
| 0 | !irs | Radiation stress and runup options | |
| 0 If n > 0, next line consists of 'n' pairs of values for 'i' and 'j'. |
!kout | Number of special wave output locations | Output spectrum in *.obs and parameters in 'selhts.out' |
| 0 | !ibnd | Nesting option | |
| 0 | !iwet | Wetting and drying options | |
| 4 | !ibf | Bottom friction option | Constant or variable bottom friction using Darcy Weisbach (c_f) or Mannings (n) |
| 0 | !iark | Forward reflection option | |
| 0 | !iarkr | Backward reflection option | |
| 2 | !iwvbk | Option for the primary wave breaking formula | |
| 0 | !nonln | Nonlinear wave-wave interaction | |
| 0 | !igrav | Infragravity waves option | |
| 0 | !irunup | Runup option | |
| 0 | !imud | Mud dissipation option | The kinematic viscosity is specified in mud.dat in units of |
| 0 | !iwnd | Spatially variable wind field option | Winds are specified in 'wind.dat' in units of m/s. |
| 3.000 | !akap | Diffraction intensity coefficient | |
| 0.000 | !bf | Constant bottom friction coefficient | Typical value is 0.005 for c_f and 0.025 for Mannings n |
| 0.500 | !ark | Constant forward reflection coefficient | 0.0 <= [value] <= 1.0 |
| 0.300 | !arkr | Constant backward reflection coefficient | 0.0 <= [value] <= 1.0 |
| 0 | !isolv | Matrix solver for CMS-Wave | |
| 1 | !ixmdf | XMDF output options | |
| 4 | !iproc | Number of threads for parallel computing | Optimum number is approximately = # rows / 300 (only for isolv == 0) |
| 0 | !iview | Half- or Full-plane options | |
| 0 If n > 0, next line consists of 'n' pairs of values for 'i' and 'j'. |
!inest | Nesting cell identification |
