HANSER Hanser Publishers, Munich • Hanser Gardner Publications ...
HANSER Hanser Publishers, Munich • Hanser Gardner Publications ...
HANSER Hanser Publishers, Munich • Hanser Gardner Publications ...
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Example for calculating NH with symbols and units<br />
as = 315.5 W/(m 2 <strong>•</strong> K); DFLT = 59 mm; AL = 600 mm; Th = 150 0 C; cpm = 2 kj/(kg <strong>•</strong> K)<br />
Stock temperature at the inlet of the screw increment considered:<br />
T1n = 200 0 C<br />
Nn from Equation 5.50:<br />
315.5 -n -59.8 -600 -50 , ft^1TAT,i<br />
NH = = -1.86 kW (heat loss from the melt)<br />
10 6 -cosl7.66°<br />
AT with the values Zc = 3.84 kW, ZFLT = 1.56 kW and th = 41.8 kg/h from the earlier<br />
example from Equation 5.50<br />
Stock temperature at the outlet of the screw increment considered Tout:<br />
Tout=rM+ 152.4 0 C<br />
Melting point of the polymer TM = 110 0 C<br />
Hence, Tout =110 + 152.4 = 262.4 0 C<br />
Average stock temperature T :<br />
As already mentioned, this result can only be an estimate because the effect of the change<br />
of temperature on the viscosity can be calculated only through an iterative procedure as<br />
shown in [9].<br />
5.2.2.5 Melt Pressure<br />
For a screw zone of constant depth the melt or stock pressure can generally be obtained<br />
from the pressure flow by means of Equation 5.29. However, the following empirical<br />
equation [10] has been found to give good results in practice:<br />
where<br />
The sign of Ap corresponds to that of the pressure flow Qp.<br />
(5.51)<br />
(5.52)