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An Experimental and Theoretical £ Investigation of Annular Steam ...

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- 26 -<br />

with the line m_ = 0 represents the flow rate <strong>of</strong> the film if no<br />

waves were present. This flow rate is denoted m- .<br />

The slope s is related to x , the steam quality in the<br />

C<br />

C f S<br />

core near the wall:<br />

When no slip is assumed between the gas (steam) <strong>and</strong> the droplets,<br />

the void fraction in the core near the wall is given by<br />

a c,s * T$*<br />

c<br />

where<br />

(3 ' 10)<br />

p' = ~ p l<br />

. (3.11)<br />

g<br />

Under the no-slip assumption, the mean void fraction in the core<br />

can be calculated from<br />

°c,m =<br />

m e ?m+p J x '<br />

(3 - 12)<br />

where m (kg/s) is the flow rate <strong>of</strong> the entrained liquid:<br />

m—m<br />

g<br />

—m-<br />

r<br />

m^<br />

e<br />

=<br />

= m(l-x-m,/m) . (3.13)<br />

In the case <strong>of</strong> an annular geometry, ro f denotes the total film<br />

flow rate:<br />

n f ~ m fl +m f2 (3.14)<br />

where m

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