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HANSER Hanser Publishers, Munich • Hanser Gardner Publications ...

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Shape factor Se from Equation 5.91:<br />

Reynolds number of water:<br />

Using Equation 5.92 for the heat transfer coefficient a<br />

From Equation 5.90 we get for the heat received by the cooling water Qw<br />

Cooling time tK from Equation 3.41:<br />

From the heat balance<br />

we obtain by iteration<br />

Tw = 37.83 0 C<br />

Finally, the cooling time tK with Tw = 37.83 is from Equation 3.41<br />

tK = 8.03 s<br />

The influence of the cooling channel lay out on cooling time can be simulated on the<br />

basis of the equations given by changing the distances x and y (Figure 5.45) as shown<br />

in Figure 5.46 and Figure 5.47. The effects of the temperature of cooling water and of<br />

its velocity are presented in Figure 5.48 and Figure 5.49, respectively. From these results<br />

it follows that the cooling time is significantly determined by the cooling channel lay<br />

out.

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