Changeset 1205 for palm/trunk/TUTORIAL/SOURCE/canopy_model.tex
- Timestamp:
- Jul 15, 2013 10:55:47 AM (11 years ago)
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palm/trunk/TUTORIAL/SOURCE/canopy_model.tex
r1080 r1205 66 66 \frametitle{Overview} 67 67 \begin{itemize} 68 \item<1->{The canopy model embedded in PALM can be used to study the effect of a plant canopy on :}68 \item<1->{The canopy model embedded in PALM can be used to study the effect of a plant canopy on e.g.:} 69 69 \begin{itemize} 70 70 \item<2->{mean flow field,} … … 72 72 \item<4->{scalar exchange processes between canopy and atmosphere.} 73 73 \end{itemize} 74 \item<5->{Within the canopy model, the plant canopy acts as a sink for momentum and as a source/sink for active ( temperature) and passive (e.g. tracer) scalars.}74 \item<5->{Within the canopy model, the plant canopy acts as a sink for momentum and as a source/sink for active (e.g. temperature) and passive (e.g. tracer) scalars.} 75 75 \item<6->{The canopy model does not account for each plant element, but rather accounts for a volume averaged effect on the flow and scalar concentration, depending on:} 76 76 \begin{itemize} 77 \item<7->{leaf area d istribution,}77 \item<7->{leaf area density,} 78 78 \item<8->{drag coefficient.} 79 79 \end{itemize} … … 90 90 \item<1->{A plant canopy affects the flow by acting as a momentum sink due to form and viscous drag forces.} 91 91 \item<2->{The effectiveness of momentum absorption depends on the amount of leaf area per unit volume and the aerodynamic drag.} 92 \item<3->{Due to the aerodynamic drag the flow is decelerated within the canopy, leading to an inflection point in the vertical profile of the horizontal velocity at the canopy top.92 \item<3->{Due to the aerodynamic drag, the flow is decelerated within the canopy, leading to an inflection point in the vertical profile of the horizontal velocity at the canopy top. 93 93 \begin{center} 94 94 \includegraphics[width=0.5\textwidth]{canopy_model_figures/abb1.png} … … 106 106 \begin{footnotesize} 107 107 \begin{itemize} 108 \item<1->{The inflection point in the velocity profile introduces instabilities to the flow, leading to the formation of Kelvin-Helmholtz waves near the canopy top (\textcircled{{\tiny 1}}) }109 \item<2->{Wave breaking induces further instabilities, whereby a longitudinal component is added to the developing turbulence structures (\textcircled{{\tiny 2}} \& \textcircled{{\tiny 3}}) }110 \item<3->{Due to the persistent instabilities the turbulence structures develop a distinct three-dimensionality (\textcircled{{\tiny 4}}) }108 \item<1->{The inflection point in the velocity profile introduces instabilities to the flow, leading to the formation of Kelvin-Helmholtz waves near the canopy top (\textcircled{{\tiny 1}}).} 109 \item<2->{Wave breaking induces further instabilities, whereby a longitudinal component is added to the developing turbulence structures (\textcircled{{\tiny 2}} \& \textcircled{{\tiny 3}}).} 110 \item<3->{Due to the persistent instabilities the turbulence structures develop a distinct three-dimensionality (\textcircled{{\tiny 4}}).} 111 111 \item<4->{The large turbulence structures developing due to the inflection point instability significantly contribute to the vertical mixing of in-canopy and above-canopy air. 112 112 \begin{center} … … 172 172 } 173 173 \item<2->{It is assumed that the foliage is warmed by the penetrating solar radiation and, in turn, warms the surrounding air.} 174 \item<3->{The source strength $S_{\theta}$ is defined as the vertical derivative of the upward kinematic vertical heat flux given by (Shaw and Schumann, 1992):\\174 \item<3->{The source strength $S_{\theta}$ is defined as the vertical derivative of the upward kinematic vertical heat flux $Q_{\theta}$, given by (Shaw and Schumann, 1992):\\ 175 175 \begin{align*} 176 176 Q_{\theta}(z) = Q_{\theta}(h) exp(-\alpha F) \text{ , } Q_{\theta}(h) \text{ : Heat flux at canopy top} … … 216 216 (http://palm.muk.uni-hannover.de) 217 217 } 218 \item<3->{The following slides will describe how to set up a simulation with a simple horizontally homogeneous canopy block covering the entire model domain surface. In this case, {\small \texttt{ plant\_canopy= 'block'}} must be set in \&inipar {\small \texttt{NAMELIST}}.}218 \item<3->{The following slides will describe how to set up a simulation with a simple horizontally homogeneous canopy block covering the entire model domain surface. In this case, {\small \texttt{canopy\_mode = 'block'}} must be set in \&inipar {\small \texttt{NAMELIST}}.} 219 219 \end{itemize} 220 220 \end{frame} … … 616 616 Do you want to simulate a more customized canopy, which e.g. covers only half the model surface?\\ 617 617 \begin{itemize} 618 \item<2->{Step I: Copy the file \texttt{user\_init\_plant\_canopy.f90} from {\small \texttt{trunk/SOURCE}} to the directory {\small \texttt{ USER\_CODE (\$Home/palm/current\_version)}} of the specific joband make the desired changes for {\small \texttt{CASE ('user\_defined\_canopy\_1')}}.}618 \item<2->{Step I: Copy the file \texttt{user\_init\_plant\_canopy.f90} from {\small \texttt{trunk/SOURCE}} to the directory {\small \texttt{\$Home/palm/current\_version/USER\_CODE/<enter job name>}} and make the desired changes for {\small \texttt{CASE ('user\_defined\_canopy\_1')}}.} 619 619 \item<3->{Step II: In your parameter file set: {\scriptsize \texttt{canopy\_mode = 'user\_defined\_canopy\_1'}}} 620 620 \end{itemize} 621 621 \end{footnotesize} 622 622 \vspace{7pt} 623 623 624 624 \tikzstyle{background} = [rectangle, fill=gray!10, text width=1\textwidth, text centered, rounded corners, minimum height=10em] 625 625 \tikzstyle{Key1} = [rectangle, draw, fill=gray!70, text width=0.05, minimum size=0.05, font=\tiny]
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