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func<mark>t</mark>ion [sm,lm,<mark>t</mark>con]=<mark>t</mark>_syn<mark>t</mark>h(varargin) % <mark>T</mark>_SYN<mark>T</mark>H Mon<mark>t</mark>e-Carlo <mark>t</mark>es<mark>t</mark> of <mark>t</mark>he error es<mark>t</mark>ima<mark>t</mark>ion using syn<mark>t</mark>he<mark>t</mark>ic da<mark>t</mark>a % A single <mark>t</mark>es<mark>t</mark> of <mark>t</mark>he harmonic analysis involves: % % ...

func<mark>t</mark>ion [v,u,f]=<mark>t</mark>_vuf(l<mark>t</mark>ype,c<mark>t</mark>ime,ju,la<mark>t</mark>); % <mark>T</mark>_VUF Compu<mark>t</mark>es nodal modula<mark>t</mark>ion correc<mark>t</mark>ions. % [V,U,F]=<mark>T</mark>_VUF(<mark>T</mark>YPE,DA<mark>T</mark>E,JU,LA<mark>T</mark>) re<mark>t</mark>urns <mark>t</mark>he as<mark>t</mark>ronomical phase V, <mark>t</mark>he % nodal phase m ...

func<mark>t</mark>ion [nameu,fu,<mark>t</mark>idecon,xou<mark>t</mark>]=<mark>t</mark>_<mark>t</mark>ide(xin,varargin); % <mark>T</mark>_<mark>T</mark>IDE Harmonic analysis of a <mark>t</mark>ime series % [NAME,FREQ,<mark>T</mark>IDECON,XOU<mark>T</mark>]=<mark>T</mark>_<mark>T</mark>IDE(XIN) compu<mark>t</mark>es <mark>t</mark>he <mark>t</mark>idal analysis % of <mark>t</mark>he (possibly comple ...

func<mark>t</mark>ion you<mark>t</mark>=<mark>t</mark>_predic(<mark>t</mark>im,varargin); % <mark>T</mark>_PREDIC <mark>T</mark>idal predic<mark>t</mark>ion % YOU<mark>T</mark>=<mark>T</mark>_PREDIC(<mark>T</mark>IM,NAMES,FREQ,<mark>T</mark>IDECON) makes a <mark>t</mark>idal predic<mark>t</mark>ion % using <mark>t</mark>he ou<mark>t</mark>pu<mark>t</mark> of <mark>T</mark>_<mark>T</mark>IDE a<mark ...

func<mark>t</mark>ion pred=<mark>t</mark>_x<mark>t</mark>ide(varargin); % <mark>T</mark>_X<mark>T</mark>IDE <mark>T</mark>idal predic<mark>t</mark>ion % YOU<mark>T</mark>=<mark>T</mark>_X<mark>T</mark>IDE(S<mark>T</mark>A<mark>T</mark>ION) makes a <mark>t</mark>idal predic<mark>t</mark>ion % for <mark>t</mark>he curren<mark>t</mark> day using <mark>t</mark>he harmonics file from X<mark>T</mark>IDE ...

func<mark>t</mark>ion [name,freq,amp]=<mark>t</mark>_equilib(la<mark>t</mark>); % <mark>T</mark>_EQUILIB Equilibrium ampli<mark>t</mark>ude of <mark>t</mark>he <mark>t</mark>idal po<mark>t</mark>en<mark>t</mark>ial % [NAME,FREQ,AMPLI<mark>T</mark>UDE]=<mark>T</mark>_EQUILIB(LA<mark>T</mark>) re<mark>t</mark>urns vec<mark>t</mark>ors wi<mark>t</mark>h <mark>t</mark>he % NAME of <mark>t</mark>idal ...

% t_readme.m % % Tidal Analysis Toolbox % by % R. Pawlowicz, R. Beardsley, S. Lentz % % Version 1.2b Decem