| | 15 | * Wire and wind material density PDF |
| | 16 | $$ \rho_{wind}=\frac{\rho(T-T_{wire}}{T_{wind}-T_wire}$$ |
| | 17 | $$ \rho_{wire}=\frac{\rho(T_{wind}-T)}{T_{wind}-T_{wire}} $$ |
| | 18 | with |
| | 19 | $$ T_{wind}=100 $$ and |
| | 20 | $$ T_{wire} = 0.00025 $$ |
| | 21 | |
| | 22 | || [[Image(http://www.pas.rochester.edu/~bliu/wireTurbulence/seperatePDF/Hist_2X2.png,width=250)]] || |
| | 23 | || [[Image(http://www.pas.rochester.edu/~bliu/wireTurbulence/seperatePDF/Hist_2X2_first.png,width=250)]]|| |
| | 24 | || [[Image(http://www.pas.rochester.edu/~bliu/wireTurbulence/seperatePDF/Hist_2X4.png,width=250)]] || |
| | 25 | |
| | 26 | ---- |
| | 27 | |
| | 28 | |