2013
DOI: 10.2352/j.imagingsci.technol.2013.57.1.010503
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Drop Speeds from Drop-on-Demand Ink-Jet Print Heads

Abstract: Recent results from a number of UK academic inkjet research studies advance the understanding of complex fluid jetting behaviour and may be of interest to the wider digital fabrication community for the enhancement of inkjet printing applications.

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Cited by 30 publications
(22 citation statements)
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“…It has been shown to behave particularly well in drop-on-demand (DoD) inkjet printing [4] in comparison with Newtonian fluids exposed to the same conditions. [5] Typical shear rates are >10 5 s À1 within the small nozzles (with diameter ca. 40 lm) employed in DoD printing, for jet velocities of the order of 5 m s À1 , well beyond the range of measurement of conventional rheometers.…”
Section: Introductionmentioning
confidence: 99%
“…It has been shown to behave particularly well in drop-on-demand (DoD) inkjet printing [4] in comparison with Newtonian fluids exposed to the same conditions. [5] Typical shear rates are >10 5 s À1 within the small nozzles (with diameter ca. 40 lm) employed in DoD printing, for jet velocities of the order of 5 m s À1 , well beyond the range of measurement of conventional rheometers.…”
Section: Introductionmentioning
confidence: 99%
“…The slope is 1.1 m s −1 V −1 and is independent of fluid properties, while the V o threshold increases linearly with Oh as discussed earlier. The linear dependence of droplet speed on V o appears to be general, as it has also been found for paraffin waxes jetted by a tubular transducer (Reis, Ainsley & Derby 2005) and for polymer solutions jetted by several microfabricated transducers and a tubular transducer (Hoath et al 2012). This arises simply from the linear dependence of the pressure and displacement amplitudes on V o .…”
Section: Resultsmentioning
confidence: 87%
“…Several examples are shown in figure 6 for different fluids for V o,min < V o < V o,max . At short times, the speed of the leading edge of the projected fluid column decreases sharply because of conversion of kinetic to surface and viscous energies (Wijshoff 2010;Hoath et al 2012). After a certain elapsed time, which here we call the final-state time t f , the tail has pinched off to give the final spherical droplet in free flight.…”
Section: Resultsmentioning
confidence: 99%
“…The speed-drive curve for the jetted solvent has a gradient that seems representative of weakly elastic polymer solutions, shear thinning fluids and colloidal suspensions, and which also appears to be relatively insensitive to the effective jetting viscosity of complex fluids. 7 Increased particle content can disproportionately increase the drive voltage required to jet the fluid. Suspension viscosity η( ) increases nonlinearly with increasing (or vol.…”
mentioning
confidence: 99%