An integrated multiphase flow sensor for microchannels |
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Authors: | Tobias?Kraus Axel?Günther Nuria?de?Mas Martin?A?Schmidt Email author" target="_blank">Klavs?F?JensenEmail author |
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Institution: | (1) Department of Chemical Engineering, Massachusetts Institute of Technology, Cambridge, MA, USA;(2) Microsystems Technology Laboratories, Massachusetts Institute of Technology, Cambridge, MA, USA |
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Abstract: | The flow regimes of microscale multiphase flows affect the yield and selectivity of microchemical systems, and the heat transfer properties of micro heat exchangers. We describe an integrated optical sensor that uses total internal reflection to detect the structure of multiphase flows in microchannels. The non-intrusive sensor enables detection of individual slugs, bubbles, or drops, and can be used to continuously determine their number and velocity. The sensor performance is modeled using ray-tracing techniques, and tested for several channel geometries. Both gas-liquid and liquid-liquid flows are investigated in microchannels with rectangular and triangular cross-sections. Statistical properties of the flow, derived from the sensor signal, compare favorably to commonly-used dynamic pressure measurements. We demonstrate the integration of the sensor into a planar multichannel microreactor. An existing glass layer used as a waveguide allows us to monitor flows in optically inaccessible channels. This sensor configuration can be integrated into layers of vertically-stacked multichannel microreactors. List of symbols Roman symbols a
Radius of largest sphere inscribed in channel m]
- Ach
Channel cross-sectional area m2]
- Ca
Capillary number
-]
-
Critical capillary number -]
- dh
Hydraulic diameter
m]
- dsensor
Distance prism surface-sensor origin m]
- E0
Incident light energy J]
- Er
Emerging light energy J]
- f(tpass)
Probability density function (PDF) of slug dwell times 1/s]
- f
Focal length
m]
- fslug
Slug frequency
Hz]
- F(tpass)
Probability distribution of slug dwell times -]
- g(t)
Arbitrary function of time -]
- h
Liquid film thickness m]
- jG
Superficial gas velocity m/s]
- jL
Superficial liquid velocity m/s]
- l
Slug length
m]
- N
Number of samples
-]
- n
Refractive index
-]
- Nc
Number of channel corners -]
- ni
Refractive index of incident medium -]
- nr
Number of reflections -]
- nt
Refractive index of transmitting medium -]
- nslug
Number of slugs
-]
- p
Gas inlet pressure
Pa]
- r
Reflectance
-]
- RXX(x, )
Autocorrelation function -]
- RXp(x, )
Cross correlation function -]
- r
Slug radius at infinite distance from leading slug tip m]
- s
Standard deviation of measured slug dwell times s]
- t
Time s]
- t
Measurement time interval s]
- tpass
Slug dwell time
s]
- Ub
Slug (bubble) velocity m/s]
- W
Bin size of slug dwell time histogram -]
- x
Streamwise coordinate m]
- X(x,t)
Phase density function -]
- Y
Surface tension of the gas-liquid interface N/m]
-
Volumetric gas flow rate
m3/s] -
Volumetric liquid flow rate
m3/s] -
Volumetric oil flow rate
m3/s] -
Volumetric water flow rate
m3/s] - z Normal coordinate
m]Greek symbols Void fraction
-] - c Critical angle for total internal reflection
°] - i
Incident angle
°] - Laser wavelength
m] - µ Liquid viscosity
Pa s] - Normalization factor
-] - h Dimensionless liquid film thickness -] - r
Dimensionless radius
-] - x Dimensionless streamwise position -] - r
Dimensionless slug radius at infinite distance from leading slug end -] - Standard deviation of the slug dwell time distribution s] - Time shift
s] - Contact angle
°] |
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Keywords: | |
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