Detail publikace

A method for the accurate and smooth approximation of standard thermodynamic functions (new version)

Coufal Oldřich

Originální název

A method for the accurate and smooth approximation of standard thermodynamic functions (new version)

Anglický název

A method for the accurate and smooth approximation of standard thermodynamic functions (new version)

Jazyk

en

Originální abstrakt

There are two small mistakes in the original program, which show up for only some input data and do not have any effect on the sample input and output data for the test run. One mistake appeared in the case when the partial interval was defined by two neighbouring tabular temperatures in the given Table of standard thrmodynamic functions. The other mistake occured when the calculated value of some coefficient of the approximation function was lower than the prescribed error caused by rounding the approximation coefficients.

Anglický abstrakt

There are two small mistakes in the original program, which show up for only some input data and do not have any effect on the sample input and output data for the test run. One mistake appeared in the case when the partial interval was defined by two neighbouring tabular temperatures in the given Table of standard thrmodynamic functions. The other mistake occured when the calculated value of some coefficient of the approximation function was lower than the prescribed error caused by rounding the approximation coefficients.

Dokumenty

BibTex


@article{BUT103704,
  author="Oldřich {Coufal}",
  title="A method for the accurate and smooth approximation of standard thermodynamic
functions (new version)",
  annote="There are two small mistakes in the original program, which show up for only
some input data and do not have any effect on the sample input and output
data for the test run. 
One mistake appeared in the case when the partial interval was defined
by two neighbouring tabular temperatures in the given Table of standard
thrmodynamic functions. The other mistake occured when the calculated
value of some coefficient of the approximation function was lower than
the prescribed error caused by rounding the approximation
coefficients.",
  address="Elsevier Science",
  chapter="103704",
  doi="10.1016/j.cpc.2013.02.022",
  howpublished="print",
  institution="Elsevier Science",
  number="7",
  volume="184",
  year="2013",
  month="july",
  pages="1810--1811",
  publisher="Elsevier Science",
  type="journal article in Web of Science"
}