final presentation_shashwat
TRANSCRIPT
Prediction of Current Drop in High Power Electro-Osmotic Pumps
Mena Tawfik, Thomas Hansen, Shashwat Gupta, Anirudh Thuppul, F.J. DiezDecember 2015
INTRODUCTION• Problem: Observed current drop when
a DC voltage is applied across an EO pump.
• Goal: To predict the current drop using a theoretical model.
• Tools used: a) Advection diffusion equation to
predict ion transportation.b) Superposition of diffusion limited
current and ion migration limited current
EXPERIMENTAL SETUP
A 3D model of the EO pump housing Sketch showing the experimental setup used
Reservoir
Precision Scale
Reservoir
Function Generator
Amplifier
Flow meter
PCMicroscopeCamera
ADVECTION DIFFUSION THEORY
Advection-Diffusion Equation (Ogata & Banks Solution) Diffusion equation (Cottrell solution)
TRANSIENT CURRENT
Transient current (comparison between theoretical and experimental current) without membrane.
Experimental current drop without membrane
CHALLENGES• To predict the current drop with the membrane.
• To find theoretical resistance of the porous membrane.
• Match the theoretical resistance with the experimental values.
• A hypothesis has been introduced for the inclusion of membrane effects in the transient current.
HYPOTHESIS• With the membrane in consideration, the total
current will be:I (total) =
• Now, let V (total) = V eff/electrolyte + Vmembrane. (1)
• Also, V (total) = I (total) R(total) = ((V
eff/electrolyte / Relectrolyte) + (Vmembrane/ Rmembrane)) (2)
• From (1) and (2), we find V eff/electrolyte and Vmembrane.
lfhjR(electrolyte) R (membrane)
+
FUTURE WORK• Test the hypothesis experimentally.
• Determination of theoretical resistance of the porous membrane.
• Combine all the work into a holistic theory.