TERMIUM Plus®

From: Translation Bureau

On social media

Consult the Government of Canada’s terminology data bank.

ANTOINE VAPOUR PRESSURE EQUATION [1 record]

Filter results by subject field Alphabetical list of terms

Filter results by subject field

Alphabetical list of terms

Record 1 1989-02-28

English

Subject field(s)
  • Fluid Mechanics and Hydraulics (Physics)
  • Scientific Measurements and Analyses
DEF

"Antoine equation": The empirical relationship between temperature and vapor pressure of liquids; log P = B-A/(c+T), where A,B,C are experimental constants, T is absolute temperature, and P is vapor pressure.

French

Domaine(s)
  • Mécanique des fluides et hydraulique (Physique)
  • Mesures et analyse (Sciences)
DEF

Expression se présentant sous la forme: Pv=A+B/T+C/T2 dans laquelle A, B et C sont des constantes qui varient d'une substance à l'autre; T est la température et Pv est la pression de vapeur. Dans le cas de certaines substances, l'équation décrivant la pression de vapeur est bien établie et figure dans les volumes de la collection [Enviroguide].

Spanish

Save record 1

Copyright notice for the TERMIUM Plus® data bank

© Public Services and Procurement Canada, 2026
TERMIUM Plus®, the Government of Canada's terminology and linguistic data bank
A product of the Translation Bureau

Display options

Change the order of display of the official languages of Canada
Option to display the non-official languages (Spanish or Portuguese)
Display definitions, contexts, etc., on records

Features

GCtranslate (available on the Government of Canada network only)

Use this artificial intelligence prototype to translate Government of Canada content up to and including Protected B. Available to employees of selected departments and agencies only.

Writing tools

The Language Portal’s writing tools have a new look! Easy to consult, they give you access to a wealth of information that will help you write better in English and French.

Glossaries and vocabularies

Access Translation Bureau glossaries and vocabularies.

Date Modified: