Oscillation of a tilted circular pad on a droplet for the self-alignment process

Precision Engineering

Volumn 31, Issue 2, 2007, Pages 177-184

  Kaneda, Masayuki ^a   Yamamoto, Michinori ^a   Nakaso, Koichi ^a   Yamamoto, Tsuyoshi ^a   Fukai, Jun ^a  

^a KYUSHU UNIVERSITY   (Japan)

Author keywords

Droplet; Inclined pad; Oscillation; Self alignment; Surface tension force; Viscous force

Indexed keywords

ALIGNMENT; DROP FORMATION; GLYCEROL; POSITION MEASUREMENT; SURFACE TENSION; VISCOSITY;

INCLINED PADS; OSCILLATING FREQUENCY; SURFACE TENSION FORCES; VISCOUS FORCES;

MACHINE COMPONENTS;

EID: 33847077260     PISSN: 01416359     EISSN: None     Source Type: Journal    
DOI: 10.1016/j.precisioneng.2006.03.005     Document Type: Article

References (9)

1. Chan Y.C., Tu P.L., and Hung K.C. Study of the self-alignment of no-flow underfill for micro-BGA assembly. Microelectron Reliab 41 (2001) 1867-1875
2. Fujimoto K., Kim J.M., and Nakata S. Self-alignment process using liquid resin for assembly of electronic or optoelectronic devices. IEICE Trans Electron E84-C (2001) 1967-1974
3. Kim J.M., and Fujimoto K. Parametric design for resin self-alignment capability. IEICE Trans Electron E86-C (2003) 2129-2136
4. Kim J.M., Shin Y.E., and Fujimoto K. Dynamic modeling for resin self-alignment mechanism. Microelectron Reliab 44 (2004) 983-992
5. Sato K., Hata S., and Shimokohbe A. Self-alignment for microparts assembly using water surface tension. Proceedings of the SPIE, International Symposium on Microelectronics and Micro-Electro-Mechanical Systems MICRO/MEMS'99. Queensland, Australia (1999) 321-329
6. Sato K., Ito K., Hata S., and Shimokohbe A. Self-alignment of microparts using liquid surface tension-behavior of micropart and alignment characteristics. Precision Eng 27 (2003) 42-50
7. Reznik S.N., Zussaman E., and Yarin A.L. Motion of an inclined plate supported by a sessile two-dimensional drop. Phys Fluids 14 1 (2002) 107-117
8. Lee S.J., Denn M.M., Crochet M.J., and Metzner A.B. Compressive flow between parallel disks: I. Newtonian fluid with a transverse viscosity gradient. J Non-Newtonian Fluid Mech 10 (1982) 3-30
9. Fukai J., Shiiba Y., Yamamoto T., Miyatake O., Poulikakos D., Megaridis C.M., and Zhao Z. Wetting effects on the spreading of a liquid colliding with a flat surface: experiment and modeling. Phys Fluids 7 2 (1995) 236-247