1 | % |
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2 | % \documentclass[11pt]{amsart} |
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3 | % \usepackage{helvet} |
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4 | % \usepackage{geometry} |
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5 | % \geometry{a4paper} |
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6 | % \usepackage[parfill]{parskip} \usepackage{graphicx} |
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7 | % \usepackage{amssymb} |
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8 | % \usepackage{epstopdf} |
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9 | % |
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10 | % |
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11 | % |
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12 | % \begin{document} |
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13 | |
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14 | \renewcommand{\arraystretch}{1.5} |
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15 | |
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16 | \begin{tabular}{|c|l|r|} |
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17 | \hline |
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18 | \bf {symbol} & \bf {variable name} & \bf {description} \\ |
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19 | \hline |
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20 | $ps^{old}$ & psold & surface static energy at old timestep (J/kg) \\ |
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21 | $ps^{new}$ & psnew & surface static energy at new timestep (J/kg)\\ |
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22 | $q_s$ & qsurf & surface specific humidity (kg/kg) \\ |
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23 | $q_{s, sat}$ & qsol\_sat & saturated surface humidity (kg/kg) \\ |
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24 | $q_{air}$ & qair & lowest level specific humidity at 'old' timestep (kg/kg) \\ |
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25 | $q_{air}^{new}$ & qair\_new & lowest level specific humidity at 'new' timestep (kg/kg) \\ |
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26 | $\frac{\delta q_s^{old}}{\delta t}$ & pdqsold & derivative of saturated specific humidity at old temperature (kg/(kg s)) \\ |
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27 | $p_l$ & pb & lowest level air pressure (Pa) \\ |
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28 | \hline |
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29 | $C_p^{air}$ & cp\_air & lowest level atmospheric heat capacity (J/(K kg)) \\ |
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30 | \hline |
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31 | $\chi_{CO_2}^{canopy}$ & ccanopy & $CO_2$ concentration in the canopy (?? ppm) \\ |
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32 | $\bar{Ci}$ & cimean & mean intercellular ci (from STOMATE) $(\mu mole/m^2/s)$\\ |
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33 | \hline |
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34 | $R^{LW}_{\uparrow}$ & lwup & long-wave upwelling radiation $(W/m^2)$ \\ |
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35 | $ R^{LW}_{\downarrow}$ & lwdown & downwelling long-wave radiation flux $(W/m^2)$ \\ |
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36 | $R^{LW}_{abs}$ & lwabs & LW radiation absorbed by the surface $(W/m^2)$ \\ |
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37 | $R^{SW}_{net}$ & swnet & net shortwave radiation flux $(W/m^2)$ \\ |
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38 | $R^{net}_{sns}$ & netrad\_sns & sensitivity of net radiation $(W/m^2)$ \\ |
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39 | $R_{net}$ & netrad & net radiation at surface layer $(W/m^2)$ \\ |
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40 | \hline |
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41 | $\Delta \theta$ & dtradia & Time step (s) \\ |
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42 | $\epsilon$ & emis & emissivity (fraction) \\ |
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43 | $\sigma$ & c\_stefan & Stefan-Boltzmann constant $(W / (m^2 K^4))$\\ |
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44 | $q_{c}$ & q\_cdrag & surface drag coefficient (m/s) \\ |
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45 | $\rho_{air}$ & rau & density of air $(kg/m^3)$ \\ |
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46 | \hline |
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47 | \end{tabular} |
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48 | |
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49 | |
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50 | \begin{tabular}{|c|l|r|} |
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51 | |
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52 | \hline |
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53 | \bf {symbol} & \bf {variable name} & \bf {description} \\ |
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54 | |
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55 | \hline |
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56 | |
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57 | $\lambda E_{evap}^0$ & chalev0 & latent heat of evaporation (J/kg) \\ |
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58 | $\lambda E_{sub}^0$ & chalsu0 & latent heat of sublimination (J/kg) \\ |
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59 | $\lambda E_{fsn}^0$ & chalfu0 & latent heat of fusion (J/kg) \\ |
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60 | |
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61 | $H^{old}$ & sensfl\_old & sensible heat flux at 'old' timestep $(W/m^2)$ \\ |
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62 | $H^{sns}$ & sensfl\_sns & sensitivity of sensible heat flux $(W/m^2)$\\ |
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63 | $H^{new}$ & fluxsens & sensible heat flux at 'new' timestep $(W/m^2)$\\ |
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64 | |
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65 | ${\lambda E}_{evap}^{old}$ & lareva\_old & evaporation latent heat flux at old timestep $(W/m^2)$ \\ |
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66 | ${\lambda E}_{evap}^{sns}$ & lareva\_sns & sensitivity of latent heat flux $(W/m^2)$ \\ |
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67 | ${\lambda E}_{evap}^{new}$ & fluxsens & sensitivity of latent heat flux at 'new' time step $(W/m^2)$ \\ |
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68 | |
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69 | $\lambda E_{sub}^{old}$ & larsub\_old & sublimation latent heat flux at 'old' time step $(W/m^2)$ \\ |
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70 | $\lambda E^{sns}_{sub}$ & larsub\_sns & sensitivity of sublimination latent heat flux $(W/m^2)$ \\ |
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71 | $\lambda E_{new}^{sub}$ & fluxsubli & sens. of subn. latent heat flux at 'new' time step $(W/m^2)$ \\ |
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72 | |
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73 | $\Sigma (\lambda E^{old})$ & sum\_old & total latent heat flux at 'old' time step $(W/m^2)$\\ |
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74 | |
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75 | $\Sigma (\lambda E^{sns})$ & sum\_sns & total latent heat flux sensitivity at 'old' time step $(W/m^2)$\\ |
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76 | $E_{pot}^{air,new}$ & epot\_air & air potential energy (?? J) \\ |
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77 | |
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78 | $G$ & soilflx & sensible heat flux from soil $(W/m^2)$ \\ |
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79 | |
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80 | \hline |
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81 | |
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82 | $E^{snow}$ & vevapsno & snow evaporation (mm/day)\\ |
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83 | $E^{soil}$ & vevapnu & bare soil evaporation (mm/day)\\ |
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84 | |
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85 | $(melt)_{tot}$ & tot\_melt & total melt \\ |
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86 | $vev_{app}$ & vevapp & total of evaporation (mm/d) \\ |
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87 | |
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88 | |
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89 | |
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90 | \hline |
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91 | \end{tabular} |
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92 | |
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93 | |
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94 | |
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95 | \begin{tabular}{|c|l|r|} |
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96 | \hline |
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97 | \bf {symbol} & \bf {variable name} & \bf {description} \\ |
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98 | |
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99 | \hline |
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100 | |
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101 | $A_q^{orc}$ & peqAcoef & ORCHIDEE humidity coefficient 'A' \\ |
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102 | $B_q^{orc}$ & peqBcoef & ORCHIDEE humidity coefficient 'B'\\ |
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103 | $A_T^{orc}$ & petAcoef & ORCHIDEE temperature coefficient 'A' \\ |
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104 | $B_T^{orc} $ & petBcoef & ORCHIDEE temperature coefficient 'B' \\ |
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105 | $A_q^{lmdz}$ & ... & LMDZ humidity coefficient 'A' \\ |
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106 | $B_T^{lmdz}$ & ... & LMDZ temperature coefficient 'A' \\ |
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107 | $B_q^{lmdz}$ & ... & LMDZ humidity coefficient 'B' \\ |
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108 | $B_T^{lmdz}$ & ... & LMDZ temperature coefficient 'B' \\ |
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109 | \hline |
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110 | $T_{air}$ & tair & air temperature (K) \\ |
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111 | $T_{dgnc}^{2m}$ & t2mdiag & diagnostic temperature at 2m above ground (K) \\ |
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112 | $T_S$ & temp\_sol & surface temperature (K) \\ |
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113 | \hline |
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114 | |
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115 | $\alpha_v $ & valpha & total $\alpha$ resistance coefficient (fraction) \\ |
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116 | $\beta_v$ & vbeta & total resistance coefficient (fraction) \\ |
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117 | $\beta_{v1}$ & vbeta1 & snow resistance (fraction) \\ |
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118 | $\beta_{v2}$ & vbeta2 & interception resistance (fraction)\\ |
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119 | $\beta_{v3}$ & vbeta3 & vegetation resistance (fraction)\\ |
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120 | $\beta_{v4}$ & vbeta4 & bare soil resistance (fraction)\\ |
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121 | $\beta_{v,CO_2}$ & vbetaco2 & vegetation resistance to $CO_2$ \\ |
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122 | \hline |
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123 | $U$ & speed & lowest level wind speed (m/s) \\ |
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124 | $u$ & u & lowest level wind velocity, Eastward component (m/s) \\ |
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125 | $v$ & v & lowest level wind volocity, Northward component (m/s) \\ |
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126 | \hline |
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127 | $z_{ikt}$ & zikt & aerodynamic resistance / density of air (kg s $m^{-4}$) \\ |
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128 | $z_{ikq}$ & zikq & aerodynamic resistance / density of air (kg s $m^{-4}$) \\ |
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129 | \hline |
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130 | \end{tabular} |
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131 | |
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132 | % |
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133 | % |
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134 | % |
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135 | %\end{document} |
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