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Study on Pb-Bi-water direct contact boiling two-phase flow and heat transfer

✍ Scribed by M. Takahashi; H. Sofue; T. Iguchi; Y. Pramono; F. Huang; Novitrian; M. Matsumoto; T. Matsuzawa; S. Uchida


Book ID
104087640
Publisher
Elsevier Science
Year
2005
Tongue
English
Weight
438 KB
Volume
47
Category
Article
ISSN
0149-1970

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✦ Synopsis


For the development of 45w%Pb-55w%Bi cooled direct contact boiling water small fast reactor (PBWFR), Pb-Bi-water direct contact boiling two-phase flow loop has been fabricated and operated. The loop consists of a Pb-Bi flow loop (four heater pin bundle, a chimney, an upper plenum, a level meter tank, an air-water cooler, and an electromagnetic flow meter) and a water-steam flow loop (a pump, a preheated, an injection nozzle, the chimney, the upper plenum with mist separators and dryers, a condenser, a buffer tank, and an air-water cooler). At the rated operating condition system pressure is 7

MPa. The sub-cooled water was injected into a Pb-Bi flow in the chimney. A power of the heater pin bundle was controlled to obtain the inlet and outlet temperatures of the heater bundle. The Pb-Bi and steam flows were simulated analytically using one-dimensional models of frictional and form losses and a drag force. The Pb-Bi-steam two-phase frictional pressure loss was calculated by means of the two-phase flow multiplication factor of Lockhart-Martinelli model, it was found that Pb-Bi temperature decreased quickly in the chimney due to high heat transfer rate of Pb-Bi-water direct contact boiling. The 3 volumetric overall heat transfer coefficient was 60-310 kW/m K, and decreased with the superheat.


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Boiling heat transfer behavior of lead–b
✍ Novitrian; Vaclav Dostal; Minoru Takahashi πŸ“‚ Article πŸ“… 2008 πŸ› Elsevier Science 🌐 English βš– 367 KB

The boiling heat transfer behavior of leadebismuth (PbeBi)esteamewater direct contact two-phase flow was experimentally investigated. Experimental study was performed using PbeBiesteamewater direct contact boiling two-phase flow loop. The heat transfer rate was estimated from data of one-dimensional