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- W2984809402 abstract "The quantitative relationship of generalized fluidization for steady-state motion developed in the pre-vious paper is extended to the more general case in which both the particles and the fluid are underacceleration.The continuity and momentum equations for the particles(treated as a group)and the fluidare given in dimensionless forms by Eqs.(1b),(2b),(3b),and(4b).Two types of solutions to the aboveset of equations are distinguished:in the first,only convective acceleration is considered,the result beinga series of steady profiles for voidage,velocity,and pressure drop;in the second,both local and con-vective accelerations are taken into account to describe various types of transient motion.The presentpaper is concerned only with convective acceleration,for which three dimensionless groups are proposedto desecribe the distance and time of particle travel and the pressure gradient of particle-fluid systems,given respectively by Eqs.(7),(8),and(9).These equations are illustrated by computational exampleson four modes of operations,the results of which are shown graphically in Figs.3,4,and 5." @default.
- W2984809402 created "2019-11-22" @default.
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- W2984809402 date "1964-01-01" @default.
- W2984809402 modified "2023-09-27" @default.
- W2984809402 title "GENERALIZED FLUIDIZATION II.ACCELERATIVE MOTION WITH STEADY PROFILES" @default.
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