Immediately after the solid shell leaves the mold, it passes into the secondary cooling zone. The heat flux density, q in this region can be calculated using the formula below and it is directly proportional to the heat transfer coefficient, α.

q = α (TS - TC)

Where:

TS = temperature of strand

TC = temperature of cooling media

For efficient cooling to take place, α must high, but also controllable to maintain steel quality; one method of raising α is to utilize water jets as the cooling media. In this case the heat transfer coefficient is dependent on the shape/design of the nozzle, the velocity of the cooling water and the mass of the cooling water.

The use of water jets generates two distinct regimes of cooling:

  1. Cooling predominately by the water itself
  2. Cooling predominately by radiation

References

  • AISE,  The Making, Shaping and Treating of Steel - Casting Volume CD, The AISE Steel Foundation,  CD-ROM icon
  • Bernhard, C & Sjökvist, T, Die interaktive Stranggießsimulation auf www.steeluniversity.org Berg- und Hüttenmännische Monatshefte, SpringerWienNewYork, 0005-8912 Journal Article icon