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Lateral Boundary Forcing

Closed lateral boundaries, i.e., the modeled ocean bordered by land, were defined using a free slip condition for velocity and a zero gradient condition for temperature and salinity. No advective or diffusive heat, salt or velocity fluxes occur through these boundaries.

At open boundaries, the numerical grid ends but the fluid motion is unrestricted. Uncertainty at open boundaries makes marginal sea modeling difficult. Three approaches, local-type, inverse-type, and nested basin/coastal modeling, are available for determining the open boundary condition (Chu et al., 1997). Here, we take the local-type approach, i.e., to use the radiative boundary condition with specified volume transport. When the water flows into the model domain, temperature and salinity at the open boundary are likewise prescribed from the Navy's climatological data. When water flows out of the domain, the radiation condition was applied,
equation146
where the subscript is the direction normal to the boundary.

Warm water enters the JES through the Tsushima/Korean Strait with the TWC from the East China Sea, and cold water enters the JES through the Tatar Strait with the Liman Current from the Sea of Okhotsk (Uda, 1934). The water exits the JES through the Tsugaru and Soya straits. We use a more recent estimation of the monthly mean volume transport, reported by Chu et al. (1999b), through the Tsushima/Korean Strait with the annual average of 1.3 Sv, a maximum of 2.2 Sv in October, and a minimum of 0.3 Sv in February. The total inflow transport through the Tatar and Tsushima/Korean straits should be the same as the total outflow transport through the Tsugaru and Soya straits. We assume that 75% of the total inflow transport should flow out of the JES through the Tsugaru Strait, and 25% through the Soya Strait. The monthly volume transports at open boundaries are listed in Table 1.

  table151
Table: Monthly variation of volume transport (Sv) at the lateral open boundaries. The positive/negative values mean inflow/outflow.


next up previous
Next: Initial Conditions and Initialization Up: The Numerical Ocean Model Previous: Surface Forcing Functions

Peter Chu
Fri Aug 25 14:26:47 PDT 2000