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\caption[The \ct{heat\_conduction} test cases]{Comparison of heat conduction calculations with analytical solutions.}
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\label{heat_conduction}
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\end{figure}
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\section{Heat Conduction Through a Solid Slab Part 2 (\texorpdfstring{\ct{back\_wall}}{back\_wall})}
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\label{back_wall}
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A slab of thickness $L=0.01$~m with a conductivity of 10~\si{W/(m.K)} is exposed to a backside temperature of $T_g=200$~\si{\degree C}.
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The backside heat transfer conditions are $h$=50~\si{W/(m^2.K)} and $e$=0.5. The frontside heat transfer conditions are $h$=10~\si{W/(m^2.K)} and $e$=1.
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This case test that both sets of conditions are applied.
s,ground_vegetation_ros,WUI/ground_vegetation_ros_10cm_git.txt,WUI/ground_vegetation_ros_10cm_devc.csv,2,3,Time,x1,Boundary Fuel Model 10 cm,k-.,0,100000,,50,100,2.00E+00,1.00E+01,0,WUI/ground_vegetation_ros_10cm_devc.csv,2,3,Time,x2,Particle Model 10 cm,r-.,0,100000,,50,100,2.00E+00,1.00E+01,0,Rate of Spread (ground\_vegetation\_ros),Time (s),Front Position (m),0,180,1,0,12,1,no,0.05 0.90,SouthEast,,1,linear,FDS_User_Guide/SCRIPT_FIGURES/ground_vegetation_ros,Relative Error,slope,0.1,Pyrolysis,kd,k,TeX
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d,hallways,Pressure_Solver/hallways_git.txt,Pressure_Solver/hallways_hrr.csv,2,3,Time,Q_ENTH,Q\_ENTH,k-,0,100000,,50,60,-1.00E+09,1.00E+09,0,Pressure_Solver/hallways_hrr.csv,2,3,Time,Q_TOTAL,Q\_TOTAL,r-,0,100000,,50,60,-1.00E+09,1.00E+09,0,Energy Budget (hallways),Time (s),Rate of Energy Change (kW),0,60,1,-20,180,1,no,0.05 0.90,East,,1,linear,FDS_User_Guide/SCRIPT_FIGURES/hallways,Absolute Error,mean,3,Flowfields,r^,r,TeX
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