Excel
spreadsheet models for thermal/fluid problems
Paul D. Ronney
Department of Aerospace and Mechanical
Engineering
University of Southern California, Los
Angeles, CA 90089-1453
http://ronney.usc.edu;
ronney@usc.edu
I've created a
number of Excel spreadsheets in recent years for various engineering problems
in the classes I teach or for my research, so I just thought I'd make these
available to anyone who finds them useful. Just a few conditions on their use:
OK, on with the
show:
Chemical
reactions:
Radiation
heat transfer:
Gas radiation: transmissivities, emissivities, spectral absorption
coefficients, total emission and Planck mean absorption coefficients for CO2,
H2O and CO based on the Malkmus Statistical Narrow Band model (preferred
gas radiation spreadsheet)
Gas radiation: emissivities, absorptivities,
Planck mean absorption coefficients and net emission from H2O and CO2 radiation
according to the Planck mean model (for optically thin radiation) and the
Hottel/Leckner model (for non-optically thin radiation)-(also usable, but
not recommended; the SNB model is much more physical)
Surface
radiation: radiation between 4 (or
fewer) gray diffusely or specularly reflecting surfaces surfaces with any
combination of specified temperature, specified radiative flux, or specified
convection heat transfer coefficient and fluid temperature on each surface. Note: this program has a macro needed for solving iteratively when
there is a convection surface condition - don't worry, it's not a macro
virus. To be extra safe, you could
open the sheet with macros disabled unless you need the convection boundary
condition feature.
Conduction heat transfer:
Ideal and non-ideal performance of Otto-cycle
engines, including P-V and T-s diagrams (Note: this program has a macro needed for
solving iteratively when exhaust gas residual is present - don't worry, it's
not a macro virus. To be extra
safe, you could open the sheet with macros disabled unless you need the exhaust
gas residual feature.)
1D compressible flows: Rayleigh and other diabatic
processes, isentropic, Fanno, and normal shocks
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