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Original Articles

The finite difference scheme for mathematical modeling of wood drying process

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Pages 48-57 | Received 09 Nov 2000, Published online: 14 Oct 2010

References

  • Aboltinš , A. , Buikis , A. , Cepitis , J. , Kalis , H. and Reinfelds , A. 1999 . “ Diffusion and chemical attachment of substances with simple molecular structure in wood ” . In Progress in Industrial mathematics at ECMI98 , 188 – 195 . Leipzig : B.G.Teubner .
  • Bui , X. , Choong , E. and Rudd , W. 1991 . Numerical methods for solving the equation for diffusion through wood during drying . Wood Science , 13 (2)
  • Droin‐Josserand , A. , Taverdet , J. and Vergrand , J. 1988 . Modeling the absorption and desorption of moisture by wood in an atmosphere of constant and programmed relative humidity . Wood Sci. Technol. , 22 : 299 – 310 .
  • Hilden , M. and Steinebach , G. 1998 . ENO‐discretization in MOL‐applications: some examples in river hydraulics . Applied Numerical Mathematics , 28 : 293 – 308 .
  • Samarskij , A. 1988 . Theory of Difference Schemes , Moscow : Nauka . In Russian
  • Thomas , J. 1995 . Numerical Partial Differential Equations: finite difference methods , New York, Berlin, Heidelberg, Tokyo : Springer .

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