McLaury proposed a model for predicting the erosion rate of sand particles in water [423]. The model has primarily been used to simulate erosion rates in slurry erosion. The McLaury erosion rate is determined by:
(12–335) |
where | |
= empirical constant | |
= particle impact velocity | |
= Brinell’s hardness number of wall material | |
= -0.59 for carbon steel. For other materials the exponent is different. |
with
(12–336) |
(12–337) |
The model constants , , , , and must be determined by an experiment. must be chosen in such a way that the angle functions (Equation 12–336 and Equation 12–337) coincide at , where is the transition angle.
Notes on the McLaury Model
The model constants given above are only valid for a suspension of water and sand. Particle impact velocities are assumed to be in the range of 0 - 10 m/s.