Motion Characteristics of Vibrated Droplets on Micropillared Surface with Gradient Energy

Expand
  • School of Energy and Power Engineering, University of Shanghai for Science and Technology, Shanghai 200093, China

Received date: 2020-03-24

  Online published: 2021-04-30

Abstract

A gradient energy surface with micropillared structures is prepared by photolithography using polydimethylsiloxane (PDMS) as the substrate. The dynamic characteristics of vibrated droplets on the gradient energy surface with micropillared structures are studied by a high-speed camera. The influence of geometric parameters of the gradient energy surface with micropillared structures on the motion characteristics of vibrated droplets is analyzed. It is found that the droplets begin to wriggle when a certain vibration frequency is exerted on the gradient energy surface with micropillared structures and the vibration amplitude reaches a certain threshold. With the increase of the amplitude, the droplets move from the larger area fraction to the smaller area fraction. At the same vibration frequency, the acceleration of droplets gradually decreases as the amplitude increases. At the same time, compared to the region with a smaller area fraction, the acceleration of droplets motion is smaller in the region with a larger area fraction. In the region with a large area fraction, the range of wet contact diameter has a greater variation than the region with a small area fraction. A model is established using the mechanics and surface physical chemistry theory, and the influence of the surface microstructure on droplet motion characteristics is analyzed.

Cite this article

XIONG Xuejiao, JIA Zhihai, DENG Yong, FEI Yuanyuan . Motion Characteristics of Vibrated Droplets on Micropillared Surface with Gradient Energy[J]. Journal of Shanghai Jiaotong University, 2021 , 55(4) : 455 -461 . DOI: 10.16183/j.cnki.jsjtu.2020.079

References

[1] GRAS S L, MAHMUD T, ROSENGARTEN G, et al. Intelligent control of surface hydrophobicity[J]. Chem Phys Chem, 2007, 8(14):2036-2050.
[2] 张凯, 陆勇俊, 王峰会. 表面能梯度驱动下纳米水滴在不同微结构表面上的运动[J]. 物理学报, 2015, 64(6):064703.
[2] ZHANG Kai, LU Yongjun, WANG Fenghui. Motion of the nano droplets driven by energy gradient on surfaces with different microstructures[J]. Acta Physica Sinica, 2015, 64(6):064703.
[3] LIU Q C, XU B X. Actuating water droplets on graphene via surface wettability gradients[J]. Langmuir, 2015, 31(33):9070-9075.
[4] WANG X S, XU B, CHEN Y F, et al. Fabrication of micro/nano-hierarchical structures for droplet manipulation via velocity-controlled picosecond laser surface texturing[J]. Optics and Lasers in Engineering, 2019, 122:319-327.
[5] LIU C R, SUN J, LI J, et al. Long-range spontaneous droplet self-propulsion on wettability gradient surfaces[J]. Scientific Reports, 2017, 7(1):7552.
[6] SOMMERS A D, BREST T J, EID K F. Topography-based surface tension gradients to facilitate water droplet movement on laser-etched copper substrates[J]. Langmuir, 2013, 29(38):12043-12050.
[7] KRUMPFER J W, MCCARTHY T J. Contact angle hysteresis: A different view and a trivial recipe for low hysteresis hydrophobic surfaces[J]. Faraday Discussions, 2010, 146:103-111.
[8] QIAO S Z, HU X J. Effect of micropore size distribution induced heterogeneity on binary adsorption kinetics of hydrocarbons in activated carbon[J]. Chemical Engineering Science, 2000, 55(9):1533-1544.
[9] DUBOV A L, MOURRAN A, MÖLLER M, et al. Contact angle hysteresis on superhydrophobic stripes[J]. The Journal of Chemical Physics, 2014, 141(7):074710.
[10] ZHENG Y F, CHENG J, ZHOU C L, et al. Droplet motion on a shape gradient surface[J]. Langmuir, 2017, 33(17):4172-4177.
[11] 朱海涛, 贾志海. 高温锯齿表面自推进液滴的动态特性[J]. 科学通报, 2017, 62(13):1422-1429.
[11] ZHU Haitao, JIA Zhihai. Dynamic properties of self-propelled droplets on hot ratchet surfaces[J]. Chinese Science Bulletin, 2017, 62(13):1422-1429.
[12] CHEN M Y, JIA Z H, ZHANG T, et al. Self-propulsion of Leidenfrost droplets on micropillared hot surfaces with gradient wettability[J]. Applied Surface Science, 2018, 433:336-340.
[13] JIA Z H, CHEN M Y, ZHU H T. Reversible self-propelled Leidenfrost droplets on ratchet surfaces[J]. Applied Physics Letters, 2017, 110(9):091603.
[14] DASH S, KUMARI N, GARIMELLA S V. Frequency-dependent transient response of an oscillating electrically actuated droplet[J]. Journal of Micromechanics and Microengineering, 2012, 22(7):075004.
[15] BAHADUR V, GARIMELLA S V. Electrowetting-based control of droplet transition and morphology on artificially microstructured surfaces[J]. Langmuir, 2008, 24(15):8338-8345.
[16] ROSSEGGER E, HENNEN D, GRIESSER T, et al. Directed motion of water droplets on multi-gradient photopolymer surfaces[J]. Polymer Chemistry, 2019, 10(15):1882-1893.
[17] BORCIA R, BORCIA I D, BESTEHORN M. Can vibrations control drop motion?[J]. Langmuir, 2014, 30(47):14113-14117.
[18] DONG Y, HOLMES H R, BÖHRINGER K F, Converting vertical vibration of anisotropic ratchet conveyors into horizontal droplet motion[J]. Langmuir, 2017, 33(40):10745-10752.
[19] XU J, LIU G D, LIAN J D, et al. Droplet transient migration and dynamic force balance mechanism on vibration-controlled micro-texture surfaces[J]. Current Applied Physics, 2018, 18(11):1368-1374.
[20] JUNG Y C, BHUSHAN B. Dynamic effects induced transition of droplets on biomimetic superhydrophobic surfaces[J]. Langmuir, 2009, 25(16):9208-9218.
[21] NOBLIN X, BUGUIN A, BROCHARD-WYART F. Vibrated sessile drops: Transition between pinned and mobile contact line oscillations[J]. The European Physical Journal E, 2004, 14(4):395-404.
[22] FURMIDGE C G L. Studies at phase interfaces. I. The sliding of liquid drops on solid surfaces and a theory for spray retention[J]. Journal of Colloid Science, 1962, 17(4):309-324.
Outlines

/