Abstract

Abstract. Heterogeneous ice formation by immersion freezing in mixed-phase clouds can be parameterized in general circulation models (GCMs) by classical nucleation theory (CNT). CNT parameterization schemes describe immersion freezing as a stochastic process, including the properties of insoluble aerosol particles in the droplets. There are different ways to parameterize the properties of aerosol particles (i.e., contact angle schemes), which are compiled and tested in this paper. The goal of this study is to find a parameterization scheme for GCMs to describe immersion freezing with the ability to shift and adjust the slope of the freezing curve compared to homogeneous freezing to match experimental data. We showed in a previous publication that the resulting freezing curves from CNT are very sensitive to unconstrained kinetic and thermodynamic parameters in the case of homogeneous freezing. Here we investigate how sensitive the outcome of a parameter estimation for contact angle schemes from experimental data is to unconstrained kinetic and thermodynamic parameters. We demonstrate that the parameters describing the contact angle schemes can mask the uncertainty in thermodynamic and kinetic parameters. Different CNT formulations are fitted to an extensive immersion freezing dataset consisting of size-selected measurements as a function of temperature and time for different mineral dust types, namely kaolinite, illite, montmorillonite, microcline (K-feldspar), and Arizona test dust. We investigated how accurate different CNT formulations (with estimated fit parameters for different contact angle schemes) reproduce the measured freezing data, especially the time and particle size dependence of the freezing process. The results are compared to a simplified deterministic freezing scheme. In this context, we evaluated which CNT-based parameterization scheme able to represent particle properties is the best choice to describe immersion freezing in a GCM.

Highlights

  • In mixed-phase clouds freezing of cloud droplets occurs by different pathways of heterogeneous freezing/nucleation

  • We evaluated which classical nucleation theory (CNT)-based parameterization scheme able to represent particle properties is the best choice to describe immersion freezing in a general circulation models (GCMs)

  • The nucleation process is initiated on the surface of an aerosol particle, called ice nucleus (IN), which either collides with a supercooled droplet, acts as cloud condensation nucleus (CCN) and causes freezing when the droplet is increasingly supercooled, freezes immediately after CCN activation at supercooled conditions, or provides a site where water vapor deposits as ice (Vali, 1985)

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Summary

Introduction

In mixed-phase clouds freezing of cloud droplets occurs by different pathways of heterogeneous freezing/nucleation. Results of climate simulations in regional and global models are sensitive to the parameterization scheme used for heterogeneous ice formation and in particular immersion freezing as it is the most abundant freezing pathway 3 the sensitivity of the immersion freezing nucleation rate Jimm (s−1 m−2) and the fit of the geometric term f to thermodynamic and kinetic parameters is investigated by fitting and comparing the results to an ice nucleation measurement dataset of kaolinite (Welti et al, 2012). Throughout this paper we refer to “CNT formulations”, indicating a specific CNT framework for immersion freezing based on Eq (4), including parameterization schemes for σiw, g#, and the geometric term f (contact angle scheme). We refer to “schemes” to discuss the different parameterization schemes for the geometric term f or the contact angle α to express the ice nucleating surface properties of aerosol particles

Classical nucleation theory for immersion freezing
Parameterization schemes for the geometric term f
Single-α scheme
Computational costs
Fitting immersion freezing measurements
Uncertainty of fitting α and α-pdf
Comparison to other studies
Findings
Conclusions
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