This is concluded if we deal with an irreversible cyclic process where the external energy force the system to return to its initial equilibrium state. But what if we have a natural irreversible process like a pendulum or oscillator in presence of friction and air resistance? We want to know what will happen if an incomplete cycle repeats successively in an irreversible manner through time. The non-equilibrium state dissipates its energy to the system and surrounding over time in repeated cycles until it reaches an equilibrium state of zero driving entropic energy. In this regard, for the free energy of successive processes in n number of quasi-cycles, according to thermodynamics we write: