A practical method for numerical evaluation of solutions of partial differential equations of the heat-conduction type
KeywordsDifferential Equation Partial Differential Equation Numerical Evaluation Practical Method
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- A.M.P. Memo. No. 131. IM: Title “On the solution of certain boundary problems”.Google Scholar
- C. H. Bamford, J. Crank and D. H. Malan, Proc. Cambridge Phil. Soc. 42 (1946) 166.Google Scholar
- N. R. Eyres, D. R. Hartree et al., Philos. Trans. A 240 (1946) 1.Google Scholar
- D. R. Hartree and J. R. Womersley, Proc. Roy. Soc. A 161 (1937) 353.Google Scholar
- R. Jackson, R. J. Sarjant, J. B. Wagstaff, N. R. Eyres, D. R. Hartree and J. Ingham, The Iron and Steel Institute, Paper No. 15/1944 of the Alloy Steels Research Committee (1944).Google Scholar
- Levy and Baggott,Numerical Studies in Differential Equations, Chapter IV.Google Scholar
- L. F. Richardson, Philos. Trans. A 210 (1910) 307.Google Scholar
- L. F. Richardson, Philos. Trans. A 226 (1927) 299.Google Scholar
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