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Open AccessJournal ArticleDOI

A Method for Analyzing the Vertical Flow of Liquid-Solid Systems

Kunihiko Takeda
- 01 Jan 1959 - 
- Vol. 23, Iss: 9, pp 574-583
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TLDR
In this article, a graphical method for analyzing liquid-solid systems and an experimental process for obtaining basic data for said analysis to be applicable to one dimensional vertical flow are presented, taking into account the influence which the liquid flow rate and the mean space velocity of solid particles have on each other.
Abstract
A graphical method for analyzing liquid-solid systems and an experimental process for obtaining basic data for said analysis to be applicable to one dimensional vertical flow are presented.1) The graphical method proposed by Kynch (1952) and Lighthill Whitham (1955) for kinematic waves have been modified, taking into account the influence which the liquid flow rate and the mean space-velocity of solid particles have on each other. There are given also several examples as are of use in the practical solution of this kind of problems.2) As a new experimental process for obtaining a flow-concentration curve on which the graphical analysis is based, the liquid-fluidized-bed method is investigated. Experimental examinations in batch and continuous settling have proved that the method holds good.

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Journal ArticleDOI

On the dispersed two-phase flow in the laminar flow regime.

TL;DR: In this article, a steady-state solution of the governing set of equations is applied to an analysis of sedimentation and of fluidization (batch, cocurrent and countercurrent) for the laminar flow regime.
Journal ArticleDOI

The propagation and the wave form of the vapor volumetric concentration in boiling, forced convection system under oscillatory conditions

TL;DR: In this paper, the authors derived solutions of the void propagation equation for the following operating conditions: (1) constant power and inlet flow, (2) oscillatory power input, (3), oscillatory inlet flows, (4) oscillated power and oscillatory flow, and (5) compressibilities of the vapor and liquid.
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