1999
DOI: 10.1088/0960-1317/9/1/004
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A numerical design study of the valveless diffuser pump using a lumped-mass model

Abstract: This paper presents a lumped-mass model especially developed for valveless diffuser pumps. It is implemented using MATLAB. The model is tested for different previously reported valveless diffuser pumps and shows good agreement with the experimental results. The model predicts the flow-pressure characteristics for different excitation levels. The model makes it possible to study flows and pressures inside the pump. The simulations show that the maximum excitation level for the valveless diffuser pump is probabl… Show more

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Cited by 103 publications
(89 citation statements)
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“…The combination of the nozzle/diffuser elements with an electromagnetically actuated PDMS membrane, characterized by a large deflection amplitude, resulted in a self-priming micropump with which we successfully pumped both water and air. Its flow rate-backpressure performance has been characterized and the micropump resonance frequency showed good agreement with the theoretical models of Olsson et al (1999) and Pan et al (2003). The frequency-dependent flow rate can be well understood by a fluidic damped oscillator model.…”
Section: Discussionmentioning
confidence: 57%
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“…The combination of the nozzle/diffuser elements with an electromagnetically actuated PDMS membrane, characterized by a large deflection amplitude, resulted in a self-priming micropump with which we successfully pumped both water and air. Its flow rate-backpressure performance has been characterized and the micropump resonance frequency showed good agreement with the theoretical models of Olsson et al (1999) and Pan et al (2003). The frequency-dependent flow rate can be well understood by a fluidic damped oscillator model.…”
Section: Discussionmentioning
confidence: 57%
“…Our experiments are the first ones that directly demonstrate the damped resonance behavior of a nozzle/diffuser micropump. Although resonance frequencies are correctly predicted by the models of Olsson et al (1999) and Pan et al (2003), the damping behavior is strongly underestimated in the theory of Pan. Indeed, to correctly fit our experimental data, the losses in the theory of Pan need to be overestimated by a factor 100.…”
Section: Frequency-dependent Flow Ratementioning
confidence: 86%
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