Abstract

Field and laboratory measurements indicate that atmospheric organic aerosol particles can be present in a highly viscous state. In contrast to liquid state particles, the gas phase equilibration to ambient relative humidity (RH) can be kinetically limited and governed by condensed phase diffusion. In water diffusion experiments on highly viscous single aerosol particles levitated in an electrodynamic balance, we observed a characteristic shift behavior of the Mie scattering resonances indicative of the changing radial structure of the particle, thus providing an experimental method to track the diffusion process inside the particle. Due to the plasticizing effect of water, theory predicts extremely steep, front-like water concentration gradients inside highly viscous particles exposed to a rapid increase in RH. The resulting quasi step-like concentration profile motivates the use of a simple core-shell model describing the morphology of the non-equilibrium particle during humidification. The particle growth and reduction of the shell refractive index can be observed experimentally as redshift and blueshift behavior of the Mie resonances, respectively. We can deduce the particle radius as well as a core-shell radius ratio from the measured shift pattern and Mie scattering calculations. Using both the growth information obtained from the Mie resonance redshift and thermodynamic equilibrium data, we can infer a comprehensive picture of the time evolution of the diffusion fronts in the framework of our core-shell model. The observed shift behavior of the Mie resonances provides direct evidence of very steep diffusion fronts caused by the plasticizing effect of water and a method to validate previous diffusivity measurements.

Highlights

  • The capability of water to drastically reduce organic aerosol (OA) viscosity hints at a strong sensitivity of the kinetics of OA processes to aerosol water concentration

  • We can deduce the particle radius as well as a core-shell radius ratio from the measured shift pattern and Mie scattering calculations. Using both the growth information obtained from the Mie resonance redshift and thermodynamic equilibrium data, we can infer a comprehensive picture of the time evolution of the diffusion fronts in the framework of our core-shell model

  • As the diffusivity is a function of water concentration, the diffusion model has to solve the nonlinear form of the diffusion equation

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Summary

INTRODUCTION

The capability of water to drastically reduce organic aerosol (OA) viscosity hints at a strong sensitivity of the kinetics of OA processes to aerosol water concentration. Preston, Davies, and Wilson developed a method that retrieves condensed phase diffusivities based on the frequency dependent radius response of a single aerosol particle to oscillation in the gas phase concentration of the diffusing molecule. They demonstrated the validity of their approach using aqueous sucrose and citric acid particles and found that their measurements were in good agreement with previous studies. The diffusion model predicts steep, step-like diffusion fronts that advance towards the center of the particle as illustrated, cf with Fig. 1 of O’Meara, Topping, and McFiggans.3 This time-evolution is in stark contrast to the smooth concentration profiles observed in the “conventional” case when diffusivity is independent of concentration. The experimental data will be compared to the predictions of the Zobrist diffusion model; details of the numerical model are given in Ref. 2

METHODOLOGY
Experiment
Optical and diffusion modeling
Findings
CONCLUSION

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