“…In recent years, a large number of studies have been carried out on the kinetics of ammonia decomposition using different catalysts to determine the expression of the reaction rate and to understand the decomposition mechanism. The first kinetic expressions proposed considered that the decomposition of ammonia followed a first order kinetics, , which in some cases is still used today. ,,,,, However, other authors proposed that the reaction rate is a combination of zero order and first order as a function of temperature, , while more recent studies have shown that the reaction is inhibited by the presence of H 2 . , The inhibition is manifested particularly at low temperatures, and it has been proposed that it is due to the hydrogen that accumulates on the surface of the catalyst . Different methods have been used to determine the expression of the reaction rate; on the one hand, the Langmuir–Hinshelwood–Hougen–Watson (LHHW) approach, which considers coverage-independent parameters. ,,− On the other hand, the Temkin–Pyzhev model considers that the associative desorption of nitrogen is the rate-limiting step, and that if the influence of the inverse reaction can be neglected the reaction rate is expressed as a power law. ,− Finally, the Tamaru model considers that a different model is applied depending on the pressure and temperature conditions. ,, The model proposed by Tamaru et al was verified for a W catalyst − and confirmed to be valid for other types of catalysts as well, such as Pt, VN, Mo 2 N, and TiN x O y .…”