Nitriding is a thermochemical diffusion process that introduces nitrogen atoms into the surface of steel, forming a hard compound layer known as the case. The depth of this case determines the componentβs wear resistance and fatigue life.
The case depth (x) can be estimated from Fickβs second law for a constant surface concentration, which simplifies to the squareβroot relationship x = 2β(Dt). Here, D is the effective diffusion coefficient at the nitriding temperature and t is the exposure time.
In addition to depth, the hardness profile across the case follows an errorβfunction shape, with surface hardness (Hvβ) decreasing toward the core hardness (Hv_c). Engineers often use the gradient (ΞHv / x) to assess how quickly hardness drops, influencing fatigue and stressβcorrosion performance.
What is nitriding in manufacturing?
How do I calculate the case depth of a nitrided part?
What factors affect the diffusion coefficient in nitriding?
How does increasing the exposure time affect case depth?
What is the significance of the case depth in nitriding?
Can the diffusion coefficient D vary during nitriding?
What is the unit of case depth in this calculation?
Results are for informational purposes only and do not constitute professional advice.
