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Code Manual for CONTAIN 2.0 - Federation of American Scientists

Code Manual for CONTAIN 2.0 - Federation of American Scientists

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The heat transfer coefficient between the debris and vessel wall can be written as<br />

where<br />

h,,w=hd,w[fi]<br />

Pwcp,wb’h,r<br />

P = ~h,<br />

d,w<br />

h, d,w = 0.0292 + N~~~08NP,033<br />

D’hr =<br />

[Ah;hAg]<br />

2h’d ~AT,<br />

Pw [Cp,w~mp,w - ‘w) + ‘f,w]<br />

(6-30)<br />

(6-3 1)<br />

(6-32)<br />

(6-33)<br />

The thermal conductivity <strong>of</strong> the debris, ~, is calculated by the code from the user-supplied<br />

conductivity tables, L is the thickness <strong>of</strong> the RPV wall specified by THKWAL, and NR.&and NR me<br />

the Reynolds number and Prandtl number, defined as (pdvdL)/ p~ and (~,~%) / ~, respectively. The<br />

debris viscosity p~ is calculated by the code from the user-supplied viscosity tables. A factor <strong>of</strong> the<br />

ratio <strong>of</strong> the debris area to hole area has been included in Equation (6-30) to simulate reduced contact<br />

between the debris and vessel walls as the gas exit quality increases.<br />

If the user has decided to specify an entrained fraction <strong>of</strong> debris or to invoke an entrained fraction<br />

model, the time-dependent RPV hole size is not determined using Equations (6-29) through (6-33)<br />

after the onset <strong>of</strong> gas blowthrough and two-phase discharge from the RPV. Instead, the hole size<br />

following gas blowthrough is determined using the method described in Section 6.2.10.2.5.<br />

6.2.10 Cavity Models<br />

6.2.10.1 Entrainment Rate Correlations. If the user specifies only an entrainment rate correlation,<br />

without speci~ng a correlation or a value <strong>for</strong> the entrained fractions, the amount <strong>of</strong> debris dispersed<br />

will simply equal the integral <strong>of</strong> the entrainment rate. When this option is selected, the dynamic<br />

feedback between debris entrainment and cavity conditions (e.g., gas densities and flow velocities)<br />

that control entrainment rates is included in the modeling.<br />

Five different correlations are provided as options <strong>for</strong> calculating the entrainment rate <strong>of</strong> debris in<br />

the cavity. These include three <strong>for</strong>ms <strong>of</strong> the Whalley-Hewitt model, the Levy correlation, and the<br />

Tutu correlation. Each <strong>of</strong> the five entrainment rate correlations includes a cavity constant ~ as a<br />

multiplier to the entrainment rate. This factor, which is CCENR in the <strong>CONTAIN</strong> input, is specific<br />

to both the cavity being modeled and the correlation being used. It is the user’s responsibility to<br />

select reasonable values <strong>for</strong> this constant, based on the guidance provided in the references cited <strong>for</strong><br />

Rev O 621 6/30/97

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