Pure Organic Liquids / Edition 1 available in Other Format
- Pub. Date:
- Springer Berlin Heidelberg
The calculation, interpretation and prediction of the physical quantities of moving particles and liquids need precise values of the viscosities. The most famous equations are Stoke's law for the velocity of a moving particle in a liquid, other translational and rotational frictional coefficients for different particle shapes, and Hagen-Poiseuille's law for the viscosity of a pure liquid. Furthermore viscosities are needed for many technical applications where liquids and liquid mixtures are forced to move from one place to another.
|Publisher:||Springer Berlin Heidelberg|
|Series:||Landolt-Bï¿½rnstein: Numerical Data and Functional Relationships in Science and Technology - New Series|
|Product dimensions:||7.60(w) x 10.63(h) x (d)|
Table of ContentsVolume IV/18 is divided into two subvolumes. Subvolume IV/18A contains the viscosities of pure organometallic and organononmetallic liquids and binary liquid mixtures. The present subvolume IV/18B contains the viscosities of pure organic liquids. The author and the editor have decided to establish selected data by avoiding long lists of viscosities for one system with respect to the printed version of this volume. The electronic version provided on the CD-ROM contains the complete data.