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Table 1 - The heat conductivity λ of various materials
                                 Material        λ  W/(m K)  Material                λ  W/(m K)


                                 Diamond             2300        Brick                   0.72

                                 Silver              429         Water                   0.613

                                 Copper              401         Human skin              0.37

                                 Gold                317         Wood (oak)              0.17

                                 Aluminum            237         Helium (gas)            0.152

                                 Iron                80.2        Soft rubber             0.13

                                 Mercury             8.54        Glass fiber             0.043

                                 Glas                0.78        Air                     0.026



                  As  you  can  see  air  does  not  conduct  heat  very  well.  This  is  the  idea  behind

            styrofoam  thermal  insulation,  the  air  pockets  between  the  styrofoam  beads  do  not

            conduct heat very well. On the other hand, metals do conduct heat very well. This is

            why metal seems cold when you touch it. The metal atoms are conducting your body

            heat away from your hand quickly.



            1.1.1 Steady-state conduction

                  Purely  thermal  conduction:  in  solid  opaque  bodies (opaque:  not  permeable  for

            radiation)    the    thermal  conduction    is    the    significant    heat    transfer    mechanism

            because the material doesn’t flow and there is no radiation.

                  Steady-state conditions:    t = F(t) = constant

            For steady-state heat conduction, in one dimension, the Fourier-law is

                                                                  dt
                                                  I
                                                                       Q   q  F       F,  W                                                  ( 1.1)
                                                                  dx
                                                                       2
                 where    q   – heat transfer rate per unit area, W/m ;
                               λ   – thermal conductivity or heat conduction coefficient, W/m·K;

                                                                         2
                              F   – cross sectional area normal to flow, m ;
                              dt/dx   – temperature gradient, K/m.







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