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We first review the general class of accelerating, rotating and chargedPlebanski-Demianski (PD) black holes in presence of cosmological constant,which includes the Kerr-Newman rotating black hole and the Taub-NUT spacetime.We assume that the thermodynamical pressure may be described by the negativecosmological constant and so the black hole represents anti-de Sitter (AdS) PDblack hole. The thermodynamic quantities like surface area, entropy, volume,temperature, Gibb's and Helmholtz's free energies of the AdS PD black hole areobtained due to the thermodynamic system. Next we find the critical point andcorresponding critical pressure, critical temperature and critical volume forAdS PD black hole. Due to the study of specific heat capacity, we obtain ${\calC}_{V}=0$ and ${\cal C}_{P}\ge 0$. From this result, we conclude that the AdSPD black hole may be stable. We examine the Joule-Thomson expansion of PD blackhole and by evaluating the sign of Joule-Thomson coefficient $\mu$, wedetermine the heating and cooling nature of PD black hole. Putting $\mu=0$, wefind the inversion temperature. Next we study the heat engine for AdS PD blackhole. In Carnot cycle, we obtain the work done and its maximum efficiency. Alsowe describe the work done and its efficiency for a new engine. Finally, weanalyze the efficiency for the Rankine cycle in PD black hole heat engine.

The General Class of Accelerating, Rotating and Charged Plebanski-Demianski Black Holes as Heat Engine