| D | diameter of a single spherical particle (μm) |
| D 32 | Sauter average diameters of particles (μm) |
| E′ | effective elastic modulus, which is defined by Equation (3) (GPa) |
| EM | erosive weight-loss of the boronized coating (mg·h−1) |
| Ep | elastic modulus of particles (GPa) |
| Et | elastic modulus of coating (GPa) |
| Ee | elastic potential energy during impact, which is defined by Equation (4) (J) |
| Em | kinetic energy of the particle, which is defined by Equation (5) (J) |
| F | contact force during the normal impact, which is defined by Equation (2) (N) |
| H | micro hardness of the target (GPa) |
| P | impact stress generated during the particle impingement, which is defined by Equation (8) (GPa) |
| Rp | radius of the incident particle (μm) |
| KC | fracture toughness of coating (MPa·m1/2) |
| V | velocity of the incident particle (m·s−1) |
| d p | diameter of quartz sand particles (μm) |
| h | indentation depth in the impingement process (μm) |
| h max | maximum indentation depth during the impingement process (μm) |
| l | initial defect length, which is assumed between 0.1−1 μm (μm) |
| m | mass of the incident spherical particles (g) |
| mp | cumulative mass of erodent particles (g) |
| m 1 | mass of target before erosion test (mg) |
| m 2 | mass of target after erosion test (mg) |
| q | mass flow rate of the incoming particles per unit time (kg·h−1) |