1974
DOI: 10.1252/jcej.7.255
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Mass Transfer Coefficients for Suspended Particles in Agitated Vessels and Bubble Columns

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Cited by 222 publications
(102 citation statements)
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“…That value agrees well with the classical Fr€ ossling equation 12,43,44 in which the exponent of particle Reynolds number is 1/2. Gholap et al 10 and Teshima and Ohashi 39 have reported a lower exponent of particle Reynolds number equal to 0.41 while Sano et al 45 reported an exponent of particle Reynolds number equal to 0.25 for agitated vessels and bubble columns. In our system the constant term A equals 1.86.…”
Section: =3mentioning
confidence: 99%
“…That value agrees well with the classical Fr€ ossling equation 12,43,44 in which the exponent of particle Reynolds number is 1/2. Gholap et al 10 and Teshima and Ohashi 39 have reported a lower exponent of particle Reynolds number equal to 0.41 while Sano et al 45 reported an exponent of particle Reynolds number equal to 0.25 for agitated vessels and bubble columns. In our system the constant term A equals 1.86.…”
Section: =3mentioning
confidence: 99%
“…Using the same value of E an almost identical result can be found with the equation derived by Sano et al [21]. The latter relation has been used by Van Streun et al [4] The influence of intraparticle mass transport on the observed rates has been estimated using the Weisz-Prater criterion [22] for the reaction rates related to the CoPcTS containing mass fraction of catalyst particles.…”
Section: Performance Of the Catalyst Towards The Oxidative Coupling Omentioning
confidence: 58%
“…The gas flow rate was measured with a Brooks Mass controller 5851E while O 2 and CO 2 were monitored at the in and outlet with a paramagnetic O 2 analyser (Sybron 540A) and infrared CO 2 analyser (Sybron, Anatek PSA 402). The volumetric mass transfer coefficient obtained at maximum pellet concentration (k L a) (h -1 ) was derived from the O 2 mass balance in the bioreactor (Sano et al 1974). O 2 uptake rate.…”
Section: Mathematical Modellingmentioning
confidence: 99%
“…The liquid to pellet mass-transfer coefficient (k p a p ) was calculated using the Sano, Yamaguchi and Adachi correlation (Sano et al 1974). This correlation is based on Kolmoghorov's theory of local isotropic turbulence and is independent of the geometry of the equipment or the method energy input used.…”
Section: Mathematical Modellingmentioning
confidence: 99%