\begin{equation}\tag{3}P\left( {sad|S} \right) = {{exp\left( {2{\mu _S}\bar B} \right) - exp\left( { - 2{\mu _S}\Delta B} \right)} \over {exp\left( {2{\mu _S}\bar B} \right) - exp\left( { - 2{\mu _S}\bar B} \right)}}\end{equation}

\begin{equation}\tag{4}\bar T\left( S \right) = {{\bar B\left( {2P\left( {sad|S} \right) - 1} \right) - \Delta B} \over {\mu _S}} + \overline {T_0} \end{equation}

\(P\left( {sad|S} \right)\)

\(\bar T\left( S \right)\)

\(S\)

Display Formula

\(\bar B\)

\(\Delta B\)

\({\mu _S}\)

\(S\)

\(\overline {T_0} \)