A packaged optical slot-waveguide ring resonator sensor array for multiplex label-free assays in labs-on-chips
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Citations
Integrated optical devices for lab-on-a-chip biosensing applications
Label-free detection with high-Q microcavities: a review of biosensing mechanisms for integrated devices.
Label-free biological and chemical sensors
Optical ring resonators for biochemical and chemical sensing
Beyond pdms: : off-stochiometry thiol-ene based soft lithography for rapid prototyping of microfluidic devices
References
Solvent compatibility of poly(dimethylsiloxane)-based microfluidic devices.
Guiding and confining light in void nanostructure.
Ellipsometry as a tool to study the adsorption behavior of synthetic and biopolymers at the air–water interface
Universal relations for coupling of optical power between microresonators and dielectric waveguides
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Frequently Asked Questions (21)
Q2. What have the authors contributed in "A packaged optical slot-waveguide ring resonator sensor array for multiplex label-free assays in labs-on-chips†" ?
In this paper, the authors present the design, fabrication, and characterisation of a packaged array of optical refractive index sensors, integrated with microfluidic sample handling in a compact cartridge, for real-time label-free biosensing.
Q3. What is the refractive index of a sample?
The evanescent field extends a few hundred nanometres into the surrounding media, and thus the refractive index of a sample close to the core surface influences the propagation of light in the ring.
Q4. What is the P eclet number for the microfluidic distribution layer?
Assuming a typical diffusion constant for proteins of D ¼ 10 10 m2 s 1, a flow rate of 10 ml min 1, and using a channel height of 20 mm, the P eclet number is 8340, which indicates that advection dominates over diffusion.
Q5. Why is the ring resonator more difficult to couple light into the chip?
Because of the sub-micrometre cross-sectional dimensions of the single-mode waveguides used in ring resonators, coupling light into the chip is more challenging than coupling it out, and providing enough light to each of the integrated resonators becomes ever more challenging as their numbers grow.
Q6. What are the advantages of scaling an analytical instrument down to a single chip?
The advantages include: automation of the analysis, increased mobility of the instrument, shorter response times, reduced manual sample handling, and a low cost per test.
Q7. What is the effect of the etching on the alignment tolerances?
More importantly, since the area of overlap has been scaled up quadratically, the alignment tolerances have been greatly relaxed.
Q8. What is the important reason for the ring resonator?
Due to its small footprint and ease of integration with other on-chip optical and fluidic functions, the ring resonator is a particularly interesting optical sensor for labs-on-chips.
Q9. What is the way to improve the coupling efficiency of a PDMS?
There are two ways to improve the coupling efficiency: reduce the mode diameter of the incoming beam at the edge to match that of the waveguide on-chip, or expand the mode diameter of the waveguide at the edge to match that of the fibre.
Q10. How can the ring resonators be mass manufactured?
Young waveguide interferometers,31 the output edge of the optical chips needs no polishing and thus the chips can be mass manufactured at low cost.
Q11. How did the authors measure the diffusion of the solvent?
By running a reference channel with DI water sufficiently far away from the solvent filled channels, unaffected by the solvent, the authors could distinguish and quantify the solvent diffusion from other external influences such as temperature.
Q12. What did the transducers do to detect a small shift of the baseline?
The high sensitivity of the transducers also made it possible to detect a small shift of the baseline when changing the salt concentration of the running buffer.
Q13. How do the authors solve the adhesion problem to the packaging material?
In this work the authors solve the adhesion problem to the packaging material by introducing a dual surface-energy adhesive film, where one side of the film adheres directly to the PDMS and the other to a hard plastic shell used to package the chip.
Q14. What is the relation between diffusion and binding kinetics?
The relation between diffusion and binding kinetics is defined by the Damk€ohler number, Da ¼ konCs0h/D, where kon is the association rate of the binding reaction, Cs0 is the surface concentration of binding sites, h is the height of the reaction chamber and D is the diffusion constant of the analyte.
Q15. Why did the authors use ethanol and methanol?
For calibration purposes the authors decided to use concentrations of ethanol and methanol because they are absorbed little compared to other solvents.
Q16. What is the obtainable detection limit for different resonant sensor systems?
The most relevant figure for quantitative comparison of different resonant sensor systems is the obtainable detection limit:L ¼ R S(1)where S is the sensitivity, expressed as resonance wavelength shift per refractive index or mass unit, and R is the sensor resolution that is the smallest spectral shift that can be measured.
Q17. What is the way to combine light into a planar waveguide?
Optical fibres are well suited to transport light from an off-chip source to the packaged chip, and light can be coupled into a planar waveguide by aligning a cut single-mode fibre to it at the chip edge, as illustrated in Fig. S2(A).†
Q18. What is the value for integrated ring resonators?
This improvement, combined with the high sensitivity of the slot-waveguide ring resonators, yields a volume refractive index detection limit of 5 10 6 RIU and surface mass detection limit of 0.9 pg mm 2, to their knowledge the best reported values for integrated ring resonator sensors.
Q19. How does the resonance shift function for anti-BSA?
The resonance shift as a function of anti-BSA concentration, shown in Fig. 7(B), fits well to a typical sigmoid curve for binding site limited reactions, and the authors can estimate the shift in resonance wavelength at saturation, Dl ¼ 2.55 nm, from the curve.
Q20. How is the surface density of a monolayer of anti-BSA measured?
The surface density of a monolayer of anti-BSA measured using dual polarisation interferometry with the Farfield AnaLight 4D system was sp ¼ 2.0 ng mm 2.
Q21. What is the relation between advection and diffusion of the analyte?
The relation between advection and diffusion of the analyte is defined by the P eclet number, Pe ¼ Uh/D, where U is the average flow speed, h is the height of the channel and D is the diffusion constant.