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- W2251665620 abstract "It is possible to solve analytically cubic equations of state when they are reduced to a polynomial form, but it is known that at certain conditions application of the Cardano-Vieta formulas can produce wrong liquid density results due to numerical errors. In this work the same behavior was found in the hybrid analytical-iterative Deiters solution method, the causes of the errors were revisited, and for each method a new criterion was proposed to stop the calculation when wrong results can be produced. But it was also found that the wrong results can be avoided either using the reduced density as variable in the polynomial associated to the equation of state; or calculating the complete set of polynomial roots with the Jenkins-Traub algorithm, which can be even more advisable than any of the two aforementioned methods." @default.
- W2251665620 created "2016-06-24" @default.
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- W2251665620 date "2012-01-01" @default.
- W2251665620 modified "2023-09-26" @default.
- W2251665620 title "Los problemas numéricos dentro de los métodos analíticos de solución para ecuaciones de estado cúbicas The numerical problems within analytical methods of solution for cubic equations of state" @default.
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