Our initial efforts were directed towards fitting the n d values of the droplets against time t (in nanoseconds) at temperatures 298 K and 350 K. This was achieved using a linear regression model, and a first-order decay function in alignment with Equation 1 (Figure ). However, at an elevated temperature of 350 K, deviations from both linear and first-order decay mechanisms were observed after 10 ns. This suggests that the decay mechanism follows a more complex pathway. To comprehensively understand nanodroplet disintegration durations, we used a stretched exponential formulation, which typically describes complex relaxation processes,