Lead–lithium eutectic material database for nuclear fusion technology

Valls, E. Mas de les; Sedano, L.; Batet, L.; Ricapito, I.; Aiello, A.; Gastaldi, O.; Gabriel, Franck

doi:10.1016/j.jnucmat.2008.02.016

Cited by 184 publications

(63 citation statements)

References 23 publications

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“…For the DRM blanket, Gr b = 2.8 × 10 9 is obtained, which is in accordance with the dual-coolant concept [2]. All dimensionless numbers have been calculated using the PbLi database [7].…”

Section: Flow Characterisation and Modelmentioning

confidence: 61%

Qualification of MHD effects in dual-coolant DEMO blanket and approaches to their modelling

Valls

Batet

Medina

et al. 2011

Fusion Engineering and Design

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“…For the DRM blanket, Gr b = 2.8 × 10 9 is obtained, which is in accordance with the dual-coolant concept [2]. All dimensionless numbers have been calculated using the PbLi database [7].…”

Section: Flow Characterisation and Modelmentioning

confidence: 61%

Qualification of MHD effects in dual-coolant DEMO blanket and approaches to their modelling

Valls

Batet

Medina

et al. 2011

Fusion Engineering and Design

Self Cite

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“…(1) allow to conclude the insignificance of the Joule heating effect for all three kinds of working fluids [16][17][18] in the parameter range considered. In a channel of width d = 5 cm, the ratio of the Joule heating (j 2 /σ) to the internal heating source Q, is of order 10 −7 − 10 −8 · Ha 2 /Gr.…”

Section: Basic Flowmentioning

confidence: 99%

Linear stability of buoyant convective flow in a vertical channel with internal heat sources and a transverse magnetic field

Hudoba

Molokov

2016

Physics of Fluids

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Linear stability of buoyant convective flow of an electrically conducting fluid in a vertical channel owing to internal heat sources has been studied. The flow takes place in a transverse, horizontal magnetic field. The results show that up to four different local minima may be present in the neural stability curve. Up to two of these modes may be the most unstable depending, critically, on the value of the Hartmann number. Over a wide range of moderate to high Hartmann numbers, thermal waves dominate the instability. As the Hartmann number increases, however, this mode is strongly damped. Then the so-called Hartmann mode takes over, which involves the characteristic Hartmann layers at the walls appearing due to modification of the basic velocity profile by the magnetic field. Overall, for liquid metals at high magnetic fields, the basic flow is very stable. Variation of the Prandtl number in a wide range has also been performed as, depending on the type of an electrically conducting fluid (liquid metal or various kinds of electrolytes), the Prandtl number varies over several orders of magnitude. As may be expected, the increase of the Prandtl number lowers the instability threshold for the thermal waves.

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“…[3]. Experimental sampling techniques for both DSC and ICP-MS for LME are described in Section 2 and results discussed in Section 3.…”

Section: Introductionmentioning

confidence: 99%

Quality assurance of Li-Pb eutectic alloy as nuclear material qualification of commercial and R&D material ingots

Palomo

Serrano

Duran

et al. 2011

Fusion Engineering and Design

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Lead–lithium eutectic material database for nuclear fusion technology

Cited by 184 publications

References 23 publications

Qualification of MHD effects in dual-coolant DEMO blanket and approaches to their modelling

Qualification of MHD effects in dual-coolant DEMO blanket and approaches to their modelling

Linear stability of buoyant convective flow in a vertical channel with internal heat sources and a transverse magnetic field

Quality assurance of Li-Pb eutectic alloy as nuclear material qualification of commercial and R&D material ingots

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