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Droplet impingement and wetting behavior on a chemically heterogeneous surface in the Beyond–Cassie–Baxter regime
Author(s) -
Yi Guina,
Cai Ziqi,
Gao Zhengming,
Jiang Zhichao,
Huang Xiongbin,
Derksen Jos J.
Publication year - 2020
Publication title -
aiche journal
Language(s) - English
Resource type - Journals
SCImago Journal Rank - 0.958
H-Index - 167
eISSN - 1547-5905
pISSN - 0001-1541
DOI - 10.1002/aic.16263
Subject(s) - wetting , dissipative particle dynamics , contact angle , surface energy , aspect ratio (aeronautics) , anisotropy , weber number , materials science , perpendicular , particle (ecology) , dissipative system , inertia , mechanics , surface (topology) , wetting transition , nanotechnology , chemical physics , composite material , chemistry , optics , reynolds number , classical mechanics , thermodynamics , geometry , physics , polymer , turbulence , oceanography , mathematics , geology
Abstract Droplet impingement and anisotropic wetting on chemically heterogeneous stripe‐patterned surfaces is simulated by means of many‐body dissipative particle dynamics. The ratio of the stripe width and initial droplet diameter, defined as β , ranges from 0.5 to 1.0 so that the wetting process is in the Beyond–Cassie–Baxter regime and is highly anisotropic. At zero Weber number (that is, without considering droplet inertia) and with superhydrophobic stripes, β is the only factor affecting the droplet perpendicular contact angle and aspect ratio. For inertial droplets, β and the Weber number are found to have an effect on the eventual droplet morphology on multi‐striped surfaces. These morphologies include elongated shape, split‐off, and “butterfly” shape. A correlation for critical split‐off conditions has been determined. An energy analysis of droplet impingement shows that the normalized surface energy of the droplet is independent of the Weber number if the droplet is elongated or butterfly‐shaped.