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H3H+HHHHv$DHMcM;MOM;MOE;EOH;rynynyn}X}X}XoHe=e=e=H;r}9}9}9Bi=Bq=AypAypB1= =Ayp9yp9!=y~Mcy=pq=Y=y~p9I=y~McH;s#HHcI;LOI;LOA;DOH;r30EHHHHIcLLHILIDPID0OcDMIM+IwIA;DOIM;~D0LHLLDP Dž0D0A A HEMH HA3AHA HHADQw 3oHH= rLc3MɿIOHHE3LH8wH HH3L0HA@HFHAHA HAHG@HGHHHGP H@HBHHG` HPHBH8HH`HHBFE3ҋLE3tXIHcI+HcINHIN0AV‰8 ~vt^H HLA35HA 8HH333EPH(IIH@M+LcI+MMMIH@LHIDPIAH@AD5tc@ Akima4@5@5@5@5@5@5@5AD5t/~@ HC@@p @p @p @p AD5t/~@ HC@@p @p @p @p ]AD5 tB@ HH@S@I@M@T@p@p@p@p@p @p @p @p AD5tK@A@ HM@P@D@T@p@pH5@>@~@~@~@~@~@~AD5t?@ HS@p@l@i@n@e@s@p@p@p @p @p @p yAD5t?@ HS@p@l@i@t@_@U@3@p@p @p @p @p 2AD5t*~@ HU@@p @p @p @p HHAD5tc@ Akima4@5@5@5@5@5@5@5AD5t/~@ HC@@p @p @p @p AD5t/~@ HC@@p @p @p @p ]AD5 tB@ HH@S@I@M@T@p@p@p@p@p @p @p @p AD5tK@A@ HM@P@D@T@p@pH5@>@~@~@~@~@~@~AD5t?@ HS@p@l@i@n@e@s@p@p@p @p @p @p yAD5t?@ HS@p@l@i@t@_@U@3@p@p @p @p @p 2AD5t*~@ HU@@p @p @p @p AD;Pu ML+ HLHOcTMIM+IIHcHHEH Hp3LEHALHFHALMIHEHHE HUHEHHE HUHEHHEHUHEFDXE3ۺE3E$McIcHcMQI+IINHINHI IDXD;PHs HIHHH+HIHLH Aƾ HHMcHcLMHIHLcA$LHLA%tA$HeA_A^A]A\]H[3H<H3HtSHHUUHkHl$HATAUAVAWH IMIHLH HpLHIHhHc5L HLHHLHHHH HHHELZI;aHE3H+HHHHv(OcLIIEHH ALE3AxHE H}LHHHcHUHHMHM H}LHHHcHUHHMHMIMLL;:LHL@II L;PLXLLHpD8A8 HpD8AHcAHHI HLHh HHhHNc AMMHDWAA@u EEu nDWAA@u EEu=GA A@II H M;ufIMHL;HAHc=ALLHH M+HL)hHLH LLhJcAA H_ FD6F D6 AuhH0M 6A MC|C |CD|CD( II L; MC| C | t HxwHHeA_A^A]A\]H[LHH E3AA230HwH HLA30HII@HHDžHHBH HLA30HI I@HHDž(+H(HBH HL8A30HI I@HHDžH+HHHBH HLXA30HII@H8PH`H+HHǾPH@H@HHhHBHPH8HH HLxA30HII@H8HH`H+HHǾHH@H@HHHBHHH8HH HLA30HII@H8XH`H+HHǾXH@H@HHHBHXH8HH HLA30HII@HHDž$HHBH HLA30HI I@H87H@H+HHǾ7H@H@HHHBH7H8HH HE3A30HE3HI3I^ MLL+HLHNc MIM+IwILHHcH H0AL03A2HM`HDHLKML`N4pMM+Ⱦ LLHKTHHcH@HLbHHDžP*HPHBsMLL+HLHNc MIM+IwILHHcH HAL3A2HM`HDHLKMLN4pMM+Ⱦ LLHKTHHcHHLbHHDž *H HB9,MLL+HLHNc MIM+IwILHHcH H AL 3A2HM`HDHLKMLN4pMM+Ⱦ LLHKTHHcH0HLbHHDž@)H@HBML0L+HLHNc MIM+IwILHHcH HhALh3A2HM`HDHLKML`N4pMM+Ⱦ LLHKTHHcHxHLbHHDž'HHBMLPL+HLHNc MIM+IwILHHcH H`AL`3A2HM`HDHLKMLN4pMM+Ⱦ LLHKTHHcHpHLbHHDž*HHBqLLIؾMLHHwNc MIM+IILHHcH HAL3A2HM`HD(H(HODLL`OhL+L0 LHO\MLHHcHHLbHHDž,HHB0H0IHHL;nML0L+HLHNc MIM+IwILHHcH HpALp3A2HM`HD`H`LKDMLN,hMM+Ⱦ LLHKTHHcHHLbHHDž)HHBMLL+HLHNc MIM+IwILHHcH HAL3A2HM`HDHLKDML`N,hMM+Ⱦ LLHKTHHcHHLbHHDž'HHBzmMLpL+HLHNc MIM+IwILHHcH HAL3A2HM`HDHLKDMLN,hMM+Ⱦ LLHKTHHcHHLbHHDž,HHB2MLL+HLHNc MIM+IwILHHcH HAL3A2HM`HDHLKML`N4pMM+Ⱦ LPLHKTHHcHHLbHHDž*HHB3H3H8 88888  88888Third-order Upstream-biased Advection (only horizontal)8 88 8888888888888888888 888 888 888 888 888 888 888 888 888 88 entered2entered4pstream3entered2entered4pstream3entered2entered4pstream3entered2entered4pstream3ADVECTIONHORIZONTAL VERTICAL ROMS/Utility/tadv.F, tadv_putatt_nf90Akima4Fourth-order Akima advectionCentered2Second-order centered differences advectionCentered4Fourth-order centered differences advectionHSIMTMPDATASplinesSplit_U3Split third-order Upstream AdvectionUpstream3must be specified for both advective termsmust be specified for both advective termsis only available for the horizontal termis only available for the vertical termmust be specified for both advective termsis not supported in adjoint-based algorithmsis only available for the horizontal termis only available for the vertical termis not supported in adjoint-based algorithmsmust be specified for both advective termsThird High-order Spatial Inteporlation at Middle Time Advection with TVD limiterMultidimensional Positive Definite Advection Algorithm, recursive methodConservative Parabolic Splines Reconstruction Advection (only vertical; not recommended)x l4 AC RvO vx vpvhv`! 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