  In this paper, we present the analytic solution for Anti-de Sitter-Nonlinear
electrodynamics (AdS-NED) black hole in four dimensions. We study tunneling of
vector particles from the AdS-NED black hole to find Hawking temperature as
well as its thermodynamical properties in usual and extended phase space. Then
we explore the properties of pressure-volume criticality by analyzing the phase
diagram and its free energy. Finally, we investigate the Joule-Thomson
coefficient, in which the inversion curve of warming and cooling are studied,
and the ratio between the inverse temperature and critical temperature are
computed in the black hole solution.
