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In this paper, we investigate minimal length effects on the thermodynamicsand weak cosmic censorship conjecture in a RN-AdS black bole via chargedparticle absorption. We first use the generalized uncertainty principle (GUP)to investigate the minimal length effect on the Hamilton-Jacobi equation. Afterthe deformed Hamilton-Jacobi equation is derived, we use it to study thevariations of the thermodynamic quantities of a RN-Ads black hole via absorbinga charged practice. Furthermore, we check the second law of thermodynamics andthe weak cosmic censorship conjecture in two phase spaces. In the normal phasespace, the second law of thermodynamics and the weak cosmic censorshipconjecture are satisfied in the usual and GUP deformed cases, and the minimallength effect makes the increase of entropy faster than the usual case. Afterthe charge particle absorption, the extremal RN-AdS black hole becomesnon-extremal. In the extended phase space, the black hole entropy can eitherincrease or decrease. When $T>2Pr_{+}$, the second law is satisfied. When$T<2Pr_{+}$, the second law of thermodynamics is violated for the extremal ornear-extremal black hole. Finally, we find that the weak cosmic censorshipconjecture is legal for extremal and near-extremal RN-Ads black holes in theGUP deformed case.

Minimal Length Effect on Thermodynamics and Weak Cosmic Censorship Conjecture in anti-de Sitter Black Holes via Charged Particle Absorption