  We study the Restricted Phase Space Thermodynamics (RPST) of magnetically
charged Anti de Sitter (AdS) black holes sourced by nonlinear
electrodynamics(NED). The first law and the corresponding Euler relation are
examined using the scaling properties. While the mass is homogeneous in the
first order, the intensive variables are observed to follow zeroth order
homogeneity. We use numerical and graphical techniques to find the critical
points of the various thermodynamic quantities. By utilizing the re-scaling
properties of the equation of states, we study the thermodynamic processes
using different pairs of variables. From our analysis, we infer that although
the RPS thermodynamics of NED-AdS black hole resembles those of RN-AdS,
Kerr-AdS, Kerr-Sen-Ads black holes in most of its aspects, hinting at a
possible universality, there exists one particular $\mu-C$ process that differs
in its behaviour from its counterparts in earlier reported works.
