Open Access Article
Laura
van Smeden
ac,
Arthur M.
de Jong
bc and
Menno W. J.
Prins
*abcd
aDepartment of Biomedical Engineering, Eindhoven University of Technology, 5600 MB Eindhoven, The Netherlands. E-mail: m.w.j.prins@tue.nl
bDepartment of Applied Physics, Eindhoven University of Technology, 5600 MB Eindhoven, The Netherlands
cInstitute for Complex Molecular Systems (ICMS), Eindhoven University of Technology, 5600 MB Eindhoven, The Netherlands
dHelia Biomonitoring, De Lismortel 31, 5612 AR Eindhoven, The Netherlands
First published on 10th October 2023
Microdialysis catheters are small probes that allow sampling from biological systems and human subjects with minimal perturbation. Traditionally, microdialysis samples are collected in vials, transported to a laboratory, and analysed with typical turnaround times of hours to days. To realize a continuous sampling-and-sensing methodology with minimal time delay, we studied the integration of microdialysis sampling with a sensor for continuous biomolecular monitoring based on Biosensing by Particle Motion (BPM). A microfluidic flow cell was designed with a volume of 12 μl in order to be compatible with flowrates of microdialysis sampling. The analyte recovery and the time characteristics of the sampling-and-sensing system were studied using a food colorant in buffer and using cortisol in buffer and in blood plasma. Concentration step functions were applied, and the system response was measured using optical absorption and a continuous BPM cortisol sensor. The cortisol recovery was around 80% for a 30 mm microdialysis membrane with a 20 kDa molecular weight cut-off and a flowrate of 2 μl min−1. The concentration-time data could be fitted with a transport delay time and single-exponential relaxation curves. The total delay time of the sampling-and-sensing methodology was about 15 minutes. Continuous sampling-and-sensing was demonstrated over a period of 5 hours. These results represent an important step toward integrated sampling-and-sensing for the continuous monitoring of a wide variety of low-concentration biomolecular substances for applications in biological and biomedical research.
The continuous nature of microdialysis makes it a highly interesting sampling methodology for integration with continuous sensing methodologies, in order to enable measurements of concentration-time profiles in biological systems. The measurement methods need to be compatible with the low flowrates of microdialysis and operate in a continuous manner so that analytical data can become available with a minimal time delay.10 The integration of microdialysis sampling with continuous sensing has already been demonstrated for the monitoring of metabolites and neurotransmitters at millimolar concentrations, using electrochemical11,12 and optical10,13 sensing techniques, including studies with patients.14 An important next step will be to enable the continuous monitoring of analytes with much lower concentrations, which requires the integration of microdialysis with sensors that have high sensitivities.
An interesting analyte for continuous monitoring is cortisol, a steroid stress hormone that affects almost all tissues and organs in the body and that has concentrations that fluctuate over time in the (sub)micromolar range. Microdialysis has previously been applied to sample cortisol from saliva and serum15–17 and from a variety of intravenous and subcutaneous sampling sites.18,19 We recently reported the development of a reversible continuous cortisol sensor for the monitoring of elevated cortisol levels, tested with samples taken from buffer and blood plasma by microdialysis.20 In this work, we report a study of the development of an integrated sampling-and-sensing system for the continuous monitoring of cortisol, where a microdialysis catheter was directly connected to a continuous cortisol sensor based on Biosensing by Particle Motion (BPM).21–23 The dynamic properties of the integrated system were studied using a dye that was optically imaged and using cortisol that was measured by the BPM sensor. The measured concentration-time data could be fitted with an initial transport time and subsequent single-exponential relaxation curves. Continuous sampling-and-sensing was demonstrated for several hours with multiple applied concentration steps. Finally, we discuss the implications of these results for the development of continuous sampling-and-sensing systems that target the continuous monitoring of low-concentration substances using microdialysis.
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| Fig. 1 Schematic of the experimental setup to study integrated continuous sampling-and-sensing using microdialysis and Biosensing by Particle Motion (BPM). The outlet of a microdialysis probe was connected to a flow cell with a chamber volume of 12 μl, wherein analyte concentrations [A] were measured by either optical absorption (left bottom) or by BPM (right bottom). The dialysate from the microdialysis probe was also collected for offline UV-vis spectroscopic analysis (not shown). Read-out via absorption was used for studies of fluid transport in the system, using the red food-colour dye azorubine. The azorubine concentration was measured using a microscope setup with 510 nm bandpass filter and 2.5× magnification, giving an overview of nearly the entire measurement chamber. Read-out via BPM was used for biosensing studies, including the dynamics of fluid transport and affinity reaction at the sensing surface. BPM is based on tracking the motion of biofunctionalized particles on a biofunctionalized sensing surface, using a microscope setup with 10× magnification, with the field-of-view in the middle of the measurement chamber. For continuous cortisol monitoring (cortisol depicted in blue), the particles were functionalized with anti-cortisol antibodies (pink) and the sensing surface with cortisol-analogue molecules (green).20 The microdialysis probe was exposed to concentration step-functions by transferring the probe between different sample containers. Measured concentration-time profiles were compared to the applied concentration step-functions. | ||
. Factors that influence the recovery are the flowrate (Q, with unit volume per time, typically μl min−1) and the total area of the semipermeable membrane (A, with unit area, typically mm2), which both appear in Jacobson's equation:26
with K0 the permeability coefficient or mass transfer coefficient (with unit velocity, typically μm s−1).3 Retro-dialysis is an alternative method to quantify recovery, where the perfusate contains the analyte and the medium does not, so a loss of analyte into the medium is studied; correspondingly the recovery is defined as:
.
Fig. 2 shows cortisol recovery data for a commercial microdialysis probe with a semipermeable membrane having 20 kD molecular-weight cut-off (MWCO), with a membrane length of 4 mm or 30 mm, using PBS as perfusate. The probe was inserted into PBS solutions with different cortisol concentrations, dialysate samples were collected at the outlet of the microdialysis tube, and the cortisol concentration in the dialysate samples was quantified using UV-vis spectroscopy. The UV-vis calibration curve is shown in Fig. S1,† demonstrating that the absorbance at 247 nm depends linearly on cortisol concentration in PBS, for concentrations between 7 and 600 μM. Water evaporation during sample collection resulted in increases of the cortisol concentration, especially for the lowest flowrate, which the data was corrected for (see ESI† section 2).
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Fig. 2 Cortisol recovery studied for different cortisol (CRT) concentrations (50 to 200 μM) and perfusion flowrates, quantified for a commercial microdialysis probe with a semipermeable membrane having 20 kD molecular-weight cut-off (MWCO), with a membrane length of 4 mm or 30 mm, using PBS as perfusate. A) Cortisol recovery is quantified by the slope of the linear fit, with on the x-axis the [CRT] in the container and on the y-axis the [CRT] in the dialysate, studied for three flowrates: 2 μl min−1 (black), 1 μl min−1 (blue), and 0.5 μl min−1 (pink). A membrane length of 30 mm was used. B) Dependency of recovery on flowrate and membrane length (4 mm in green, 30 mm in black and brown) for [CRT] of 50–200 μM. Green and black datapoints were obtained by sampling from PBS and brown datapoints were sampled from 4% BSA in PBS. The black datapoints correspond to the data as presented in panel A. Datapoints are fitted with the Jacobson26 equation ; the dashed lines indicate the 95% confidence interval. The obtained (K0·A)-values are 0.5 ± 0.1 μl min−1 for the 4 mm membrane and 3.1 ± 0.1 μl min−1 for the 30 mm membrane. Retro-dialysis with a medium of 4% BSA in PBS (brown) gives a (K0·A)-value of 3.2 ± 0.1 μl min−1. | ||
Fig. 2A shows the recovery for cortisol concentrations of 50–200 μM and three different flowrates. The recovery does not depend on the concentration and shows recovery values of ∼83 ± 1% for a flowrate of 2 μl min−1, 92 ± 1% for 1 μl min−1, and 96 ± 1% for 0.5 μl min−1. Fig. 2B shows recovery data as a function of flowrate, for dialysis and retro-dialysis experiments. The cortisol recovery for 4 and 30 mm membrane lengths could be fitted with Jacobson's equation, giving values of the K0·A product of 0.5 ± 0.1 and 3.1 ± 0.1 μl min−1, respectively. Based on the estimated membrane areas of 6.7 mm2 and 48 mm2 for the 4 and 30 mm membranes (using a probe radius of 0.25 mm), respectively, a permeability coefficient K0 of about 1.2 μm s−1 was determined.
The effect of plasma proteins on the recovery was investigated with dialysis and retro-dialysis, using PBS solution with 4% BSA. BSA is a bovine plasma protein with a molecular weight of 66 kDa that does not pass the semipermeable membrane with 20-kDa MWCO, as confirmed in Fig. S3.† Dialysis and retro-dialysis sampling from the 4% BSA solution resulted a ∼21 ± 4% decrease in the collected sample weight (see ESI† section 4 and Fig. S4), which can be attributed to the osmotic pressure due to the high protein concentration in the medium.
The recovery for sampling from 4% BSA as obtained with retro-dialysis (∼80, 91, and 96%) is comparable with dialysis recoveries from buffer (∼83, 92, and 96%) (Fig. 2B). However, dialysis from 4% BSA resulted in lower recoveries (Fig. S5C†). This may be attributed to binding of cortisol to BSA, which would decrease the free cortisol concentration in solution (see ESI† section 5).27 Based on the retro-dialysis data, it can be concluded that the transport through the membrane only depends on the K0, A and Q, and is not influenced by the presence of BSA proteins in the medium.
The left-bottom panel in Fig. 1 shows microscopy images of the entire measurement chamber in the flow cell, during the first 10 minutes after a concentration step from 0 to 0.96 mM azorubine at the sampling site, with a perfusion flowrate of 2 μl min−1. The image after 5 minutes shows concentration differences, with higher concentrations in the center and lower concentrations at the sides. Fig. 3A shows azorubine concentration-time profiles measured in different regions of interest (ROIs) in the flow cell. All measured curves show a behaviour that is close to a single-exponential relaxation function (with characteristic relaxation time τ) after a delay time t0. The delay time is interpreted as the advective transport time that depends on the outlet volume of the microdialysis probe (∼7 μl for the microdialysis probe plus its outlet tubing), the position in the flow cell relative to the flow cell inlet, and the flowrate. The delay times increase for the ROIs from left to right, caused by the longer travelling distance in the flow cell. The characteristic relaxation time τ is interpreted as the time required to homogenize the azorubine concentration in the system, by advection and diffusion in the microdialysis probe, the outlet tube and the flow cell. The brown curve shows the longest relaxation time, which we attribute to the higher hydrodynamic drag near the edges of the flow cell. Fig. 3B shows concentration-time profiles for different flowrates. The data show how the delay times and the relaxation times depend on the flowrate, with lower flowrates requiring longer times to replace and homogenize the fluid in the tubes and in the flow cell.
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| Fig. 3 Analyte transport in the integrated system, using azorubine as analyte, and sampling with a microdialysis probe with 30 mm membrane length and with PBS as perfusate. A) Optical absorption microscopy images were taken in various regions in the measurement chamber in the flow cell, see the inset (see Fig. S8† for more details). The perfusion flowrate was 2 μl min−1 and azorubine was sampled from 0.96 mM azorubine in PBS. The resulting concentration measurements are indicated as continuous lines and fits as dotted lines. The fits represent single-exponential relaxation curves, with a characteristic relaxation time τ, time-shifted with a delay time t0. The delay time t0 of the grey, black, and green fits differ by ∼1 minute and corresponds to the time it takes to transport the sample over a 2 mm distance in the flow cell. B) Concentration-time profiles in the center of the measurement chamber, for step increases and step decreases of azorubine concentration ([azo] in sample container ranged from 0 to 1.92 mM), as a function of the applied perfusion flowrate: 2 (black), 1 (blue) and 0.5 (pink) μl min−1. Continuous lines indicate measurements and dotted lines indicate single-exponential fits. The vertical lines indicate the t0-values and the fitted τ-values are provided next to the graphs. The values per fit are provided in Tables S1 and S2.† | ||
Fig. 4 shows concentration-time profiles for sequences of applied step functions, using solutions with azorubine and cortisol at a flowrate of 2 μl min−1. The azorubine recovery values are similar to the cortisol recovery measured in Fig. 2. Fig. 4B shows the response curves superimposed to compare the time scales. The fits give an average t0 value of 3.5 ± 0.4 min (n = 6) and τ = 2.3 ± 0.2 min. This gives Δt95% = t0 + τ95% = t0 + 3τ = 10.4 ± 1.0 min for the total delay time to reach 95% of the concentration change.
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| Fig. 4 Transport properties of the microdialysis system for series of applied concentration step functions, for azorubine and cortisol, using a microdialysis probe with 30 mm membrane length and a flowrate of 2 μl min−1 of PBS buffer. A) Azorubine concentration measured in the flow cell for a series of step functions. The highest concentration azorubine [azo] is 0.96 mM. The inset shows an azorubine recovery of 88 ± 4%; dashed lines indicate the 95% confidence interval. B) Superimposed representation of selected curves of panel A, showing that changes of signal are detectable after 3 minutes. Roughly 10 minutes are required to reach 95% of the signal change (t0 + τ95% = t0 + 3·τ). Dotted lines indicate the single-exponential fits; the t0- and τ-values are provided in Table S3.† C) Cortisol concentration ([CRT]) measured in dialysate using UV-vis spectroscopy. Samples with a volume of 10 μl were collected from the outlet of the microdialysis probe, each sample collected over a period of 5 min, as in the experiments of Fig. 2. D) Superimposed representation of selected curves of panel C, showing that changes of signal are detectable after 5 minutes. Roughly 10 minutes are required to reach 95% of the signal change. Dotted lines are guides to the eye, obtained via exponential fitting, see Table S4† for details. | ||
Fig. 4C shows the response to a series of cortisol step functions measured at the outlet tube of the microdialysis probe. Dialysis samples were collected every 5 min and the cortisol concentration was determined offline using UV-vis spectroscopy, as in the experiment of Fig. 2. The data in Fig. 4C show the reproducibility of repeated sampling from solutions with varying cortisol concentrations. Fig. 4D shows the initial time-dependent response. By fitting the response, we find that t0 is 3.4 ± 0.3 min and τ is 3.0 ± 0.3 min. However, due to the 5 min cortisol collection times, these numbers indicate upper boundaries rather than accurate estimations of the time values of the microdialysis probe.
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| Fig. 5 Real-time cortisol monitoring with an integrated microdialysis-BPM system using a microdialysis probe with a 30 mm membrane length and a flowrate of 2 μl min−1, with PBS plus 0.5 M NaCl as perfusate, and sampling from buffer (PBS with 0.5 M NaCl) and plasma (human blood plasma with 0.5 M NaCl). In all fluids, the NaCl was added for stability of the immunosensor.24 A) Schematic drawing of the experimental system using microdialysis sampling from a series of fluid containers. The BPM flow cell has two inlets: one connected to the microdialysis probe and another one for the supply of calibration samples. The outlet of the flow cell is used for the collection of waste fluid or to draw calibration fluid into the flow cell with a syringe pump. B) Applied cortisol concentrations as a function of time (bottom panel) and measured sensor signal as a function of time (top panel). The first ∼100 min were used for measuring calibration samples and thereafter microdialysis sampling from buffer and plasma was studied. Measurement blocks were manually started, automatically ended, and manually re-started, which sometimes caused gaps in the data series. C) Left panel: calibration curve, based on the black data points in panel B. Right panel: apparent cortisol concentrations as a function of time, based on the calibration curve and the signals measured in panel B (t > 0). D) Six sections are shown, corresponding to the shaded areas in panel C. The symbols correspond to the symbols in B and C. Data are fitted with single-exponential relaxation curves (black lines) of which the parameter values are provided in Table S5.† The long tails of relaxation curves for decreasing concentration steps are caused by the logarithmic y-axis scale. | ||
Fig. 5D shows the responses to concentration changes corresponding to the six shaded areas in Fig. 5C, including fits of single-exponential relaxation curves. The fits for buffer indicate an average delay time t0 of 4.1 ± 0.6 min and an average characteristic relaxation time τ of 3.0 ± 0.8 min. The t0 values of cortisol sensing with BPM (Fig. 5D) and azorubine sensing by optical absorption (Fig. 3B) are similar, which indicates that t0 is dominated by the transport phenomena that the two experiments have in common (transport through the microdialysis probe, the tubing, and the bulk of the flow cell) rather than transport differences between the two experiments (BPM sensing is a surface-sensitive measurement technique, while absorption measurements are sensitive to analyte in the bulk solution). The τ value is larger for cortisol sensing by BPM compared to azorubine sensing by optical absorption, which may be attributed to the slower intrinsic response of the cortisol BPM sensor compared to the optical absorption measurement. The time values give Δt95% = t0 + τ95% = t0 + 3τ ≅ 13 ± 3 min for the total time delay to reach 95% of the concentration change. Thus, the measurement series in Fig. 5 demonstrate that an integrated sampling-and-sensing system consisting of a microdialysis probe and a BPM flow-cell biosensor, enables continuous cortisol monitoring over a timespan of ∼5 hours, with delay times and response times on timescales of several minutes.
The cortisol recovery of the microdialysis probe was characterized (∼83% for 2 μl min−1) and showed a flowrate dependency according to the Jacobson equation with a permeability coefficient of ∼1.2 μm s−1. The time response of the sampling-and-sensing system was characterized by a delay time and a single-exponential relaxation curve. The delay time is caused by advective transport through the microdialysis probe, the tubing, and the flow cell. The single-exponential relaxation behaviour relates to the homogenization of analyte concentration in the microdialysis probe, tubing, and the flow cell, together with the intrinsic response time of the analyte sensing method. At a flowrate of 2 μl min−1, the integrated sampling-and-sensing system showed a total time delay of about 13 min to reach 95% of the concentration change. These timescales should be suited for monitoring physiological cortisol dynamics as these occur on timescales in the order of tens of minutes up to hours.19,28
Further studies will focus on analytical aspects such as precision, calibrations, and accuracy, and how these depend on the microdialysis perfusion rate. Buffer compositions will be investigated, as these can affect microdialysis performance (e.g. osmotic pressure with respect to the biological medium) as well as sensor performance. It will be interesting to comparatively study microdialysis integration with other sensors for continuous biomolecular monitoring, such as continuous electrochemical aptamer-based sensors29–31 and continuous fluorescence-based sensors.32,33 Finally, tests in live biological systems of increasing complexity are an interesting next step to develop the technology toward future applications of continuous monitoring in (pre)clinical settings.
802), 4 μL of 300 mM EDC (Sigma-Aldrich; E6383), and 4 μL of DIPEA (Sigma-Aldrich; 387649) in dimethylsulfoxide (DMSO). The reaction mixture was incubated at room temperature for 15 min.
Amine-modified DNA was diluted to 10 μM in MOPS buffer (50 mM MOPS (Sigma-Aldrich; M1254) and 0.5 M NaCl, pH 8.0), of which 72 μL was added to the mixture and left to react for 16 h (room temperature, 850 rpm). A fresh reaction mixture of cortisol, HOBt, EDC, and DIPEA was prepared as before, incubated for 15 min, added to the amine–DNA mixture and left to react for 6 h. The reaction was quenched by adding 25 μL of 500 mM NH4OAc (Sigma-Aldrich; A1542).
The reaction mixture containing cortisol–DNA was dissolved in 0.15 mM NaCl in 98% ethanol, stored at −20 °C for 16 h, followed by spinning down at 17
000 g for 15 min at 4 °C. The pellet was washed a second time (0.15 mM NaCl in 98% ethanol), incubated at −20 °C for 75 min, centrifuged, and washed with 70% ethanol. After incubation at −20 °C for 75 min, it was centrifuged, and the cortisol–DNA was obtained after lyophilization. The cortisol–DNA was dissolved to 25 μM and the conjugation verified using gel electrophoresis with a 15% urea gel at 150 V for 90 minutes.
001, Thermo Scientific) were incubated for 30 minutes within equal volume of 250 nM biotinylated cortisol antibodies with a total volume of 4 μl, on a rotating fin. Subsequently, 1.5 μl of 10 μM polyT-biotin (biotin – 5′-TTT TTT TTT TTT TTT T-3′) was added and incubated for 30 minutes on a rotating fin. The particle mixture was washed twice with 500 μl of 0.05% Tween20 in PBS, and then the particles were reconstituted in 300 μl of 0.5 M NaCl/PBS using magnetic separation. Finally, the particle mixture was sonicated in a sonication bath for 30 seconds to avoid particle aggregation.
with ystart equal to the starting level, Δy the amplitude of the signal change, t the time, t0 the time delay, and τ the characteristic single-exponential relaxation time. This equation is available in Origin2020 under the name: ExpAssocDelay1, where the maximum number of iterations was set to 500. The sigmoidal fit of the dose-response curve was fitted with the equation:
, with S the signal, [CRT] the cortisol concentration, and EC50 the concentration of 50% effect. The microdialysis membrane areas were estimated based on the sum A = A1 + A2 of the area of a semi-sphere (A1 = π·r2) and the area of a tube (A2 = 2·π·r·h) with r = 0.25 mm and h = 4 or 30 mm. K0 was calculated by dividing the fitted values (K0·A) by the estimated membrane area.
| BPM | Biosensing by Particle Motion |
| CRT | Cortisol |
| MWCO | Molecular weight cut-off |
| Azo | Azorubine |
| BSA | Bovine Serum Albumin |
| ROI | Region of interest |
| FOV | Field of view |
Footnote |
| † Electronic supplementary information (ESI) available: Calibration curves, droplet evaporation, membrane permeability, effect of albumin, additional demonstrations of the integrated setup, and supporting tables. See DOI: https://doi.org/10.1039/d3sd00185g |
| This journal is © The Royal Society of Chemistry 2023 |