Publication result detail

Approximation of the Partial Pressure of Saturated Water Vapour in the Glaser Model

FUCIMAN, O.; MANYCHOVÁ, M.

Original Title

Approximation of the Partial Pressure of Saturated Water Vapour in the Glaser Model

English Title

Approximation of the Partial Pressure of Saturated Water Vapour in the Glaser Model

Type

Paper in proceedings (conference paper)

Original Abstract

The question of the influence on the Glaser model of the choice of a suitable approximation of the dependence of the partial pressure of saturated water vapour on temperature turns out to be important. The central idea of the Glaser model is the construction of tangents to the exponential curve of the partial pressure of saturated water vapor, which tends to be very flat. The positions of the points of contact that define the condensation region are very sensitive to the choice of this curve.

English abstract

The question of the influence on the Glaser model of the choice of a suitable approximation of the dependence of the partial pressure of saturated water vapour on temperature turns out to be important. The central idea of the Glaser model is the construction of tangents to the exponential curve of the partial pressure of saturated water vapor, which tends to be very flat. The positions of the points of contact that define the condensation region are very sensitive to the choice of this curve.

Keywords

Approximation, Partial Pressure of Saturated Water, Glaser Model

Key words in English

Approximation, Partial Pressure of Saturated Water, Glaser Model

Authors

FUCIMAN, O.; MANYCHOVÁ, M.

RIV year

2025

Released

29.02.2024

Publisher

AIP Publishing

ISBN

9780735443655

Book

AIP Conference Proceedings

ISBN

0094-243X

Periodical

AIP conference proceedings

Volume

3126

Number

29.2.2024

State

United States of America

Pages from

020003-1

Pages to

020003-6

Pages count

6

URL