style: minor symbol changes

contents/tech-solvers.tex

@@ -213,14 +213,14 @@ then given by:
 \end{equation}
 
 Furthermore, it can be showed that axial induced velocity at the disk is equal
-to half the slipstream velocity in the far wake: $\viAx = \frac{\vSlip}{2}$.
+to half the slipstream velocity in the far wake: $\viAx = \frac{\vSlipAx}{2}$.
 The thrust can then be expressed using the momentum balance in the axial
 direction as:
 \begin{equation}
   \label{eq:tech:solvers:mom:thrust}
   \begin{split}
     d\thrust & = \mFlow (\vAx[d] - \vAx[u]) \\
-             & = \mFlow \vSlip \\
+             & = \mFlow \vSlipAx \\
              & = \mFlow (2\viAx) \\
              & = 4\pi \dens (\vAx + \viAx) \viAx \radA \dy
   \end{split}

contents/user-input.tex

@@ -181,9 +181,12 @@ The structure \lstmat{Mod} contains the parameters for the solvers and the
 extension and corrections to apply. It also specifies the numerical limits
 (number of iterations, precision, etc.).
 
-\describeOption{Mod.solver}{}{\lst{'leishman', 'prop', 'turbine', 'stahlhut'}}{
+\describeOption{Mod.solvers}{}{\lst{'leishman', 'prop', 'turbine', 'stahlhut',
+'all'}}{
   Type of solver to use. The solvers are described in length in
   Chapter~\ref{chap:tech:solvers}.
+  \textit{It is possible to provide a cell array with multiple solvers. Rotare
+  will then loop for all solvers.}
 }
 
 

rotare-bib.bib

@@ -23,4 +23,3 @@
   location = {{Fort Worth, Texas, USA}},
   keywords = {\#nosource,helicopters,IMPORTANT,methods/BEMT,rotors}
 }
-

style/symbols.sty

@@ -46,11 +46,13 @@
 % Induced velocities
 \newcommand{\viAx}{\ensuremath{v_{i}}}
 \newcommand{\viTg}{\ensuremath{u_{i}}}
-\newcommand{\vSlip}{\ensuremath{w}}
+\newcommand{\vSlipAx}{\ensuremath{v_w}}
+\newcommand{\vSlipTg}{\ensuremath{u_w}}
 
 \nomenclature[A]{\viAx}{Induced axial velocity\nomunit{\m\per\s}}
 \nomenclature[A]{\viTg}{Induced tangential velocity\nomunit{\m\per\s}}
-\nomenclature[A]{\vSlip}{Slipsteam velocity in the far wake\nomunit{\m\per\s}}
+\nomenclature[A]{\vSlipAx}{Axial velocity in the far wake\nomunit{\m\per\s}}
+\nomenclature[A]{\vSlipTg}{Tangential velocity in the far wake\nomunit{\m\per\s}}
 
 % Induction factors
 \newcommand{\axFact}{\ensuremath{a}}