
- Photonics Research
- Vol. 13, Issue 4, 941 (2025)
Abstract
1. INTRODUCTION
Photoacoustic (PA) imaging (PAI), as a novel non-invasive imaging modality, allows optical imaging of tissues at centimeter-scale depths with acoustic resolution, leveraging contrast based on the optical absorption of tissue components [1,2]. Photoacoustic imaging can be broadly categorized into photoacoustic microscopy (PAM) and photoacoustic tomography (PAT). PAT has gained widespread application in
In particular, non-fluorescent or weak-fluorescent fluorescent proteins (FPs) have garnered increasing attention as a class of GERs. The absorbed light energy is predominantly converted into heat rather than dissipated as photons, making them more suitable for PAT applications. Although preliminary
Drawing from the development of FPs, directed evolution methods [16,17] are crucial for obtaining NIR-GERs with strong PA responses, which can be summarized as follows: first, a mutant gene library is constructed from a selected NIR-GERs gene template; next, different mutant genes are expressed in Escherichia coli (
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Acoustic-resolution photoacoustic microscopy (AR-PAM) has been used to image
To address these challenges, we propose self-calibrated photoacoustic screening (SCAPAS) to facilitate rapid and accurate quantification of the PA response of NIR-GERs expressed in
2. MATERIALS AND METHODS
A. Hardware Implementation and Imaging Procedure of SCAPAS
The layout of the SCAPAS setup is depicted in Fig. 1(a). The entire setup is composed of four main modules.
- (1)Optical excitation module. A 532 nm laser (Nimma-900, 10-Hz pulse repetition rate, Beamtech Optronics Co., Ltd.) equipped with an optical parametric oscillator (OPO) (Continuum-OPO, Deyang Tech Co., Ltd) is used as the illumination source, providing
pulse width at a fixed repetition rate of 10 Hz covering the near-infrared wavelength range of 650–900 nm. The OPO is pumped by the 532 nm laser with an energy conversion efficiency of approximately 20%. A pair of switchable reflectors driven by steering engines is adopted to enable dual-channel switching between visible and near-infrared illumination [Fig. 1(a)]. When the reflectors are switched to the “on” station, the 532 nm laser is directly through a series of mirrors to precisely align with the near-infrared output of the OPO. In this configuration, the OPO is inactive without the 532 nm pump. Conversely, when the reflectors are switched “off,” the 532 nm laser enters the OPO to produce near-infrared light [Fig. 1(b)]. A beam expander (Union Optic Tech Co., Ltd) is integrated into the bypass optical path to ensure the same beam diameter of the visible and near-infrared outputs. A 1:9 beam splitter redirects the coaxial laser beam to align parallel to the Z axis, while simultaneously channeling a portion of the laser energy to a pulse energy meter, enabling real-time monitoring of the energy fluctuation of the pulse train. The laser beam is then vertically incident on an engineered diffuser (EDC-10-G-1R, RPC Photonics Inc.), resulting in an output beam with a nearly flat-top intensity profile and a divergence half-angle of approximately 20°. By rotating the engineered diffuser at random speeds around its central axis with an external motor and averaging multiple pulses, speckles are further suppressed to achieve a more uniform light intensity distribution [Fig. 1(c)]. - (2)Acoustic detection module. Distinguished from conventional screening platforms, SCAPAS features a 360° ring-shaped ultrasonic transducer array (Imasonic Inc.) that enables simultaneous acquisition of PA signals. The array has a radius of 50 mm and consists of 256 arc-shaped lead zirconate titanate (PZT) elements (50 mm radius, 26 mm height, and 0.5 mm width) with a central frequency of 5 MHz (
two-way bandwidth ). The measured reception bandwidth ranges from 0.98 to 8.89 MHz [Fig. 8(c), Appendix A], which is sufficient to meet the imaging requirements for E. coli colonies. This design allows each element to focus along the elevational direction (Z axis) and achieve a substantial aperture angle in the X–Y plane [Fig. 1(d)], enabling the array to synthesize a disk-shaped acoustic field with a lateral diameter of and an elevational sectioning of [Fig. 1(e)]. This FOV is well-suited to the sample size used in the SCAPAS system (35 mm in diameter, determined by standard Petri dish specifications), ensuring uniform illumination across the sample [Fig. 1(f)]. - (3)Data acquisition and control module. Two customized 128-channel preamplifiers (20 dB gain) are directly connected to the sides of the transducer array. The outputs from the preamplifiers are then fed into two 128-channel data acquisition (DAQ) boxes (Analogic Corp., SonixDAQ; 40 MHz sampling rate; 12-bit ADC; 36–51 dB programmable gain) for A/D conversion. The laser and the DAQ box are synchronized by a high-precision delay generator (Stanford Research Systems, DG645).
- (4)Sample mounting module. A lab-made agarose base (4% mass fraction, 25 mm height) is used to support the samples, ensuring an acoustically transparent imaging cavity, and is connected to a Z-axis translation stage via a nylon holder for sample transport and positioning [Figs. 1(a) and 1(f)]. Phosphate-buffered saline (PBS) is used as the coupling medium to maintain the osmotic pressure balance within the cells of the
E. coli sample.
Figure 1.Overall architecture and detailed design of SCAPAS. (a) Layout of the SCAPAS setup. RUA, ring-shaped ultrasonic array; WT, water tank; CN, connector; ZTS,
The samples tested by SCAPAS consist of a culture substrate ( thickness) with a layer of
B. Principle of SCAPAS
Figure 2.Principle of SCAPAS with self-calibration method. (a)–(c) Traditional screening process. (a) Preparation of samples with a single expression. (b) Impact of systematic factors on quantification. RPA, real PA response; SF, systematic factors. (c) Unquantified output using direct readout. (d)–(f) Screening process of SCAPAS. (d) Preparation of
The reconstructed PA brightness (amplitude) of the th colony, denoted by , is thus the product of SF and the real PA response of the T-GER, denoted by :
Due to the challenges in directly measuring SF (which depends on the colony index ), a traditional imaging-based readout method is unsuitable for accurate quantification of the PA response of T-GER, as illustrated in Fig. 2(c).
Here, we proposed a self-calibration method to alleviate the influence of SF. In SCAPAS, the reference genetically encoded reporter (R-GER) is introduced, which is designed to be co-expressed with T-GER in a 1:1 ratio, leading to a consistent spatial distribution of R-GER and T-GER within each
For the sample of SCAPAS, all colonies express the same type of predetermined R-GER molecules, resulting in a constant across all samples:
Thus, by combining Eqs. (3)–(5) to eliminate the influence of SF, can be linearly represented by the ratio of the dual-wavelength images, expressed as
This self-calibration method employs an R-GER molecule coupled with each T-GER molecule to eliminate the influence of various systematic factors, thereby providing an effective means for evaluating . See Fig. 2(f) for an illustration.
C. Numerical Simulation Configurations
Figure 3.Image optimization and systematic factor analysis using a numerical calibration sample. (a) Numerical modeling of a single
The PA response of the expressed NIR-GERs under a certain wavelength can be modeled by assigning values to the voxels that constitute each colony (assuming a homogeneous spatial density of proteins). A numerical sample consists of multiple colonies, each of which can be assigned different morphological parameters and response intensity values, with all colonies sharing a common base plane. The digital imaging platform is constructed using the k-Wave toolbox of MATLAB 2021. The transducer configuration, frequency response, sampling rate, and other related parameters are consistent with those of the actual SCAPAS hardware. The ambient sound speed is uniformly set to 1500 m/s. The spatial grid size for the simulation is set to 50 μm, which reduces computational time while ensuring adequate spatial sampling to prevent aliasing. For the
D. Data Processing and Image Reconstruction
In SCAPAS, the limited detection aperture and bandwidth lead to frequency loss in the reconstructed images, potentially causing the hollow artifacts shown in Fig. 3(c). To mitigate this, deconvolution is performed on the raw data to restore lost frequency components and improve image quality [24]. Here, we obtain the electronic impulse response (EIR) of the system using a rectangular thin-sheet absorber. A 10 mm long, 2 mm wide, and 200 μm thick absorber can be fabricated by preparing 50 mL 1% agarose solution mixed with 0.1 mL ink, followed by casting the mixture using a mold. The absorber is then embedded in transparent agarose and precisely aligned so that its largest surface coincides with the central plane of the transducer array, with the midpoint of one short edge positioned at the array’s geometric center [Fig. 8(a)]. This precise alignment is achieved by using a manual six-axis adjusting stage to control the position and orientation of the sheet absorber, while imaging it simultaneously. When the midpoint of sheet absorber’s short edge is aligned with the center of the FOV and the edges are most clearly imaged, it can be concluded that the sheet absorber coincides with the central plane (i.e., the focal plane). After alignment, the absorber is excited by uniform illumination at 532 nm, and the PA signals collected by the transducer elements directly facing the short edge are averaged over 1000 acquisitions to obtain an EIR waveform with high SNR. We simultaneously conducted simulations on the digital imaging platform, where absorbers are positioned and sized as described above with each voxel set to emit uniform PA signals. The simulated and measured results show high consistency in waveform width, indicating precise thickness control during absorber fabrication [Fig. 8(b)]. The slight differences in waveform oscillations and spectra are attributed to non-ideal uniformity in absorber concentration and optical excitation [Figs. 8(b) and 8(c)]. The thickness of the absorber ensures a large diffraction aperture, forming a nearly spherical wavefront matching the detector element’s surface. The material of the absorber prevents reflection artifacts caused by acoustic impedance mismatch. Compared to methods using point sources, the edge emits a unipolar wavefront rather than a bipolar one, allowing the acquired waveform to be directly used as the estimated EIR. The deconvolution is realized by applying a Wiener filter on the raw data applying the measured EIR. The FOV of SCAPAS can be further expanded by augmenting the number of transducer elements. Considering an FOV with a diameter denoted by , the required element number (denoted by ) for the array (with the central ultrasound wavelength denoted by ) can be calculated using the following formula [25]:
Based on the system parameters, it can be calculated that . Virtual channel data are generated by averaging adjacent channel data, augmenting the deconvolved 256-channel raw data to 512 channels. This method does not introduce additional information, but effectively reduces undersampling-induced streak artifacts, thus improving the accuracy of colony identification. Furthermore, since most colonies are regularly circular, it does not cause noticeable angular distortion. It should be clarified that array augmentation primarily reduces aliasing artifacts from image reconstruction rather than addressing physical spatial sampling limitations. These steps contribute to improving image quality, thereby enhancing the accuracy of imaging-based quantification methods.
With the deconvolved and augmented raw data, the PA images of SCAPAS are reconstructed by the universal back-projection (UBP) algorithms [26] implemented in MATLAB 2021. For simulation tests, the preset speed of sound (1500 m/s) can be directly used for image reconstruction. For practical tests, the speed of sound often fluctuates with slight changes in ambient temperature. Here, we draw on the concept of feature coupling algorithms [27], leveraging the symmetry of the ring array to iteratively search for the optimal speed of sound by maximizing the correlation between images reconstructed from two half-ring arrays as the optimization criterion. Due to the geometric regularity of the imaging sample and the relatively narrow range of sound speed iterations (1495–1505 m/s with a step size of 0.2 m/s), the risk of multiple local optima is mitigated. The pixel size for all reconstructions is set to , forming an image size of . To accelerate the image reconstruction, the UBP program is run on the GPU (CUDA version: 11.6, Quadro RTX 8000, NVIDIA). The reconstruction of a single image takes , while a complete iteration of sound speed search and reconstruction takes .
E. Sample Preparation
In experimental validation, two near-infrared FPs with weak fluorescence signals, iRFP713 and SNIFP, are employed as distinct T-GERs to assess the quantification capability of SCAPAS, with a red FP, mScarlet-H, serving as the R-GER. The samples were prepared following the steps outlined below.
- (1)Construction of prokaryotic expression plasmids.The cDNAs of T-GERs (iRFP713/SNIFP) mutants and R-GER (mScarlet-H) are genetically fused by overlap extension PCR. The cDNA encoding a flexible peptide linker GGSGGS is introduced between iRFP713/SNIFP and mScarlet-H. The PCR fragments are cloned into the pRSET A plasmid by using the BamH I and EcoR I restriction sites. And then the PCR fragment of heme-oxygenase 1 (HO1) followed by ribosomal binding site (RBS) is amplified, digested, and introduced to the plasmid using EcoR I and Hind III restriction sites to produce the final expression plasmids pRSET- iRFP713-mScarlet-H-RBS-HO1 and pRSET-SNIFP-mScarlet-H-RBS-HO1. Q5 high-fidelity DNA polymerase (New England Biolabs) is used for routine PCR amplifications. Synthetic DNA primers for cloning are purchased from Tsingke Biotech (Beijing). All plasmids are sequenced before further analysis. The restriction enzymes are purchased from Thermo Fisher Scientific.
- (2)DNA transformation and expression.Remove frozen BL21(DE3) pLysS competent cells from
, and place them on ice for 5 min or until just thawed. Once the cells have thawed, add 3 ng of cDNAs of NIR-GER library or iRFP713 per 100 μL of competent cells. Record the injection time of each mutant plasmid. Quickly flick the tube several times, and then immediately place the tubes on ice for 30 min. Afterward, heat-shock the tubes in a water bath at 42°C for 90 s, followed by returning them to ice for 2 min. Next, plate the E. coli on SOB agar plates in chronological order to ensure consistent processing time for each mutant. Take care not to touch the edge of the plate. Allow the samples to grow overnight at 37°C. To complete the maturation process, leave the Petri dishes at 4°C for three days before imaging.
3. RESULTS
A. Image Optimization and Systematic Factor Analysis in SCAPAS
In this section, a numerical calibration sample is generated, and simulations are used to validate the effectiveness of image optimization as well as to illustrate the negative impact of systematic factors on the quantification of the PA response. In the calibration sample, each colony is modeled as a dome-shaped structure [28] defined by colony height and base diameter (refer to Section 2), with the radial position from the center of FOV denoted as [Fig. 3(a)]. The PA response of FPs in all colonies is uniformly set to 1. In the upper half of the calibration sample, radially distributed colonies are arranged, all set to . Ten angular positions correspond to ten different values (50–500 μm with an interval of 50 μm), with seven identical colonies uniformly distributed radially along each angular position with different values (4–12.4 mm with an interval of 1.4 mm). In the lower half, all colonies are set to . Eight angular positions correspond to eight different values, with three identical colonies uniformly distributed radially at each angular position with different values (6–12.4 mm with an interval of 2.8 mm) [Figs. 3(b) and 3(i)]. The numerical calibration sample is imaged under the assumption of uniform illumination within the digital imaging platform, producing 256-channel raw data.
In the original image reconstructed from the 256-channel data, varying degrees of hollow artifacts are observed, along with increased artifacts in regions farther from the center of the FOV [Fig. 3(c)]. However, the fidelity of the images is significantly improved after applying deconvolution and array augmentation [Fig. 3(d)]. A section profile at the same position [labeled in Figs. 3(c) and 3(d)] allows for a direct comparison of the artifact suppression achieved through image optimization [Fig. 3(e)]. The standard deviations before and after optimization are 0.24 and 0.018, respectively, indicating that artifacts are suppressed by approximately 13 times. To further verify the suppression of hollow artifacts through image optimization, we selected colony images at three radial positions, labeled P1, P2, and P3, for comparison [corresponding to Figs. 3(f), 3(g), and 3(h), respectively]. By applying the two-dimensional Fourier transform to k-space, the loss of multiple frequency components is observed in the original k-space images, manifested as several depressions, which are the primary cause of the hollow artifacts. Additionally, colonies located closer to the transducer elements (i.e., farther from the center of FOV) exhibit slightly weaker low-frequency signal loss. This phenomenon may be related to the structure of the acoustic field of the array, where the thicker outer region has a greater weighting for capturing out-focus PA signals, thereby partially compensating for the loss of frequency component [29]. By applying the correct and high-SNR EIR waveform during deconvolution, the frequency depressions in the optimized k-space images are partially restored, with the spectra of the outer colonies in particular approaching an ideal Gaussian distribution [Fig. 3(h)]. The section profiles [labeled in Fig. 3(f)] more clearly demonstrate the improvements after optimization, closely resembling the profile of the preset ground truth after integration along the Z axis, which provides a foundation for imaging-based quantitative analysis.
The impact of systematic factors is analyzed through the images. The average pixel value within each preconfigured colony region can be used as the readout results. Although the PA response intensity of all colonies in the numerical sample is uniform (i.e., the voxels comprising the numerical sample are assigned the same value), significant differences are observed in the direct readout values due to the influence of systematic factors. The design of the calibration phantom allows us to study the relationship of , , , and the readout values using the controlled variable method [Fig. 3(i)]. For colonies with the same , the relationship between the readout value and varies with , which is a combination of the frequency response of the colony size within the transducer bandwidth and the spatial sensitivity of the acoustic field. For example, at , a positive correlation is observed with the readout values exhibiting a disparity of up to 2.75 times due to the size change. In contrast, at , the relationship transitions to a positive correlation followed by a negative one [Fig. 3(j)]. When is fixed, the readout value exhibits a nonlinear variation with [Fig. 3(k)], while it varies approximately linearly with [Fig. 3(l)], indicating a positive correlation between the colony height and the readout values. Analysis of the calibration sample reveals that the direct readout results are significantly influenced by systematic factors, rendering them unsuitable for quantifying the PA response of FPs expressed by the
B. Quantitative Simulation Results of SCAPAS
In this section, the quantitative capability of PA response in SCAPAS is validated by simulating the characteristics of real samples and the imaging process, followed by the application of self-calibration methods. For the numerical sample generation, the colonies are modeled as dome-shaped structures defined by base diameter and height [28]. We then construct numerical samples for quantitative simulations. The distributions of the colonies’ height and diameter are drawn from a distribution that represents real-world situations. We first select a colony with a representative diameter and observe its morphology under a bright-field microscope. By adjusting the focal depth of the microscope, the focus is on the substrate at and on the colony’s top at [Fig. 9(a), Appendix A]. From this observation, we hypothesize that 100 μm would be a representative height of the colonies. We further observe the entire sample under a 690 nm fluorescence microscope and statistically analyze the distribution of the diameter of the colonies [Fig. 9(b)]. Based on these physical observations, the numerical sample is generated with assigned within the range of 0.2–0.8 mm, with the similar distribution [Fig. 9(c)]. The base diameter and height are constrained by a relationship defined as , where is a proportional coefficient randomly selected within the range of 0.17–0.4 [Fig. 4(a)], corresponding to the simulated height range from 34 to 320 μm [Fig. 4(a)], which encompasses the representative height of the actual colonies. The colonies’ positions are located within a circular area with a diameter of 35 mm, without overlaps. Then, the colonies in the numerical sample are divided into four regions according to the quadrants of the Cartesian coordinate system, with the PA response intensities of T-GER (refer to the NIR-GERs in real samples) set to 1, 1.3, 1.6, and 1.9 across Regions 1–4, respectively [Fig. 4(b)]. According to the design of the co-expressed sample, all colonies are assigned a uniform PA response of 1 for the same type of R-GER as a coupled reference. Thus, the numerical sample’s voxels are characterized by two distinct values, corresponding to T-GER and R-GER, respectively.
Figure 4.Quantitative simulation results of SCAPAS. (a) Height encoding of numerical samples. Colony morphology and positions are randomly generated within a specified range. (b) Ground truth PA responses of T-GER set across Regions 1 to 4. (c) and (d) Dual-wavelength imaging simulation for T-GER and R-GER, respectively. (e) Direct readout results based on (c), showing a significant difference compared to (b). (f) Quantified results using self-calibration method, in close agreement with the ground truth. (g)–(j) Comparison of PA response obtained using self-calibration and direct readout under different ground truth settings, presented with box plots. In each box, the central mark indicates the median, while the bottom and top edges represent the 25th and 75th percentiles, respectively. (k) Images reconstructed from raw data with different SNRs. (l) Comparison between quantification results of PA response using self-calibration and the ground truth under different SNRs.
The dual-wavelength imaging of SCAPAS at and is simulated by separately acquiring reconstructed images of the numerical sample assigned with T-GER and R-GER voxel values [Figs. 4(c) and 4(d)]. Using the direct readout values of colonies from the image as the PA response intensity, the resulting distribution is chaotic, and it is not feasible to distinguish the PA response across different regions [Fig. 4(e)]. In the self-calibration method, the imaging results for each colony at and are individually extracted (denoted by and ). To ensure computational stability, the non-negative least squares approach (NNLS) is employed instead of direct division to derive the PA response intensity (denoted by ) of the th colony, written as
The calculated results clearly reveal four distinct regions of T-GER PA response intensity [Fig. 4(f)], which correspond closely to the ground truth [Fig. 4(e)]. Evidently, the implementation of the self-calibration method has substantially improved the quantitative accuracy of SCAPAS.
For further validation, we establish four groups of T-GER PA response intensities and analyze the calculated results using box plots. Each group consists of four equidistant response values, corresponding to Regions 1 through 4 (Group 1: 1, 1.1, 1.2, 1.3; Group 2: 1, 1.3, 1.6, 1.9; Group 3: 1, 1.5, 2, 2.5; and Group 4: 1, 1.8, 2.6, 3.4). The ground truth (in red), the calculated results using self-calibration (in blue), and the direct readout results (in gray) are presented side by side in the box plot, with the latter two scaled relative to the mean value of their respective Region 1 results for a more intuitive comparison [Figs. 4(g)–4(j)]. The median-based analysis reveals that the maximum percentage deviation between the self-fabricated results and the ground truth is . Within each region, the self-calibration results exhibit a maximum peak-to-peak fluctuation of 11.8% relative to the median value, with the largest observed standard deviation being 6.77%, which shows a fair consistency across different colonies. In Group 1, where the difference between the true values of PA response is preset to only 10%, the self-calibration method still demonstrated a remarkably high level of quantification accuracy [Fig. 4(g)]. In comparison, for Groups 1–3, the direct readout results exhibit negligible statistical significance, with poor consistency and a macroscopic trend that deviates substantially from the ground truth [Figs. 4(g)–4(i)]. For Group 4, the direct readout results appear to follow the same trend as the ground truth, allowing for a qualitative assessment of the relative response intensity. This can be attributed to the substantial disparity in the preset response values (80% for Group 4). However, in practical directed evolution processes, the incremental changes in protein characteristics between screening rounds are generally minimal, and the occurrence of such violent variations is infrequent. Consequently, the readout results reveal limited relevance in practical experimental applications.
By adding Gaussian white noise into the dual-wavelength raw data, we evaluated the impact of SNR on the quantitative performance of SCAPAS. We compared the zoomed-in regions [labeled in Fig. 4(c)] of reconstructed images corresponding to raw data with SNR of 2, 8, 15, and 30. For low-SNR images, noise overlays the colonies, altering the original pixel values, which may diminish the quantification accuracy to some extent [Fig. 4(k)]. By comparing the performance of the self-calibration method across different SNRs (based on Group 2), it is observed that when the SNR drops to 2, the maximum percentage deviation of the median from the ground truth increases to 9.23%, and the percentage fluctuation relative to the median rises to 36.5%, as evidenced by the broadening in the box plot [Fig. 4(l)]. This indicates that even poor image quality can still support acceptable quantification results. Therefore, during the SCAPAS imaging process, averaging methods are employed to ensure sufficient SNR (refer to Section 2). We further compare the impact of signal deconvolution on the quantification results (Fig. 10, Appendix A). It can be observed that after deconvolution, the quantification accuracy does not change significantly, but the precision improves (i.e., the narrowing of the box) [Fig. 10(c)]. This may be attributed to the hollow structure of the colonies in the original images, which results in the inner regions of the colonies being primarily influenced by noise during the self-calibration calculation, thereby significantly reducing precision [Figs. 10(a) and 10(b)].
The morphology of the colonies is influenced by factors such as the composition and concentration of the culture medium, temperature, as well as the spatial density of the colonies (i.e., the amount of free space occupied by each colony) [28]. Furthermore, the colony morphology evolves over time [30]. As a result, in high-throughput directed evolution screening, strict control of experimental conditions is essential to minimize sample variations. Specifically, the samples must be cultured in identical media, under the same conditions, and for the same duration, to ensure highly homogeneous colony morphology, as described in the previous section. We realize that colony morphology could potentially influence the detected PA signal strength, which we have modeled using the Morph term in Eq. (1). However, in SCAPAS, the influence of the Morph term is eliminated during the quantification process. While the colonies are modeled as dome shapes, we have validated that the SCAPAS procedure (through which the influence of Morph is eliminated) is independent of the exact shape of the colonies. This is because the Morph term is a wavelength-independent geometric factor, which can be canceled when Eq. (6) is applied. To clarify, we simulate two groups of samples with identical spatial distributions and parameters, with the only difference being the colony shape. One group consists of dome-shaped colonies [Fig. 11(a), Appendix A], while the other exhibits a flat-topped geometry [Fig. 11(b)]. After applying the self-calibration method to both groups, no significant difference is observed between the two groups [Fig. 11(c)].
C. Preliminary Experimental Results
In the experimental validation, two FPs with weak fluorescence signals, iRFP713 and SNIFP, are selected as T-GERs to prepare two types of
Figure 5.Preliminary experimental results. (a) Absorption spectra of iRFP713, SNIFP, and mScarlet-H. During sample preparation, iRFP713 and SNIFP are used as T-GERs, while mScarlet-H is used as R-GER. (b) Measured signal crosstalk of the three types of FPs, along with the colony without expression (as control), at the selected imaging wavelengths. (c) Bleaching curves of the purified iRFP713 and SNIFP tested in SCAPAS. The imaging duration for the sample is indicated by the blue dashed box. (d) Imaging results of iRFP713 and SNIFP at specific concentrations within the microtubes (averaged over the first 20 frames). (e) Relative PA response ground truth for iRFP713 and SNIFP.
To establish a ground truth for PA response intensity, iRFP713 and SNIFP are purified from
D. Quantification of PA Response in E. coli Samples Using SCAPAS
In practical tests,
Figure 6.Quantification results of PA response in
By comparing the intensity maps generated from all tested samples, it is evident that the self-calibration results readily differentiate between the two types of T-GERs. Specifically, the intensity map for iRFP713 is clearly brighter than that of SNIFP. In contrast, the direct readout results do not allow for a visual distinction between the two types of T-GERs, as no observable differences are present [Fig. 6(b)]. By plotting all results using box plots, it becomes clearer that the self-calibration method can distinctly separate the two groups of
We further conduct statistical analysis on the results of the self-calibration method and evaluate the quantification capability of SCAPAS for PA responses. Considering SCAPAS as an estimator of the PA response intensity for NIR-GERs expressed by each colony, its quantification capability can be assessed in two dimensions. The first is precision, which reflects the variability of the estimator across different samples from the same population and is typically measured by the standard deviation. The second is accuracy, which reflects the deviation of the estimated values from the true value and is quantified by the bias. We first calculate the standard deviation for the quantification results of each
Figure 7.Evaluation of the quantification capability of SCAPAS for PA responses. (a) Standard deviation of the quantification results for each sample (iRFP713 samples 1 to 5: 0.212, 0.219, 0.209, 0.342, and 0.289; SNIFP samples 1 to 5: 0.195, 0.214, 0.206, 0.242, and 0.196). The arrows represent the standard deviation of the population comprising all colonies expressing the same T-GER (0.2619 and 0.2185, respectively). (b) Mean of the quantification results for each sample (iRFP713 samples 1 to 5: 4.076, 4.075, 4.083, 4.03, and 4.064; SNIFP samples 1 to 5: 3.273, 3.178, 3.171, 3.264, and 3.216). The arrows represent the mean of the population comprising all colonies expressing the same T-GER (4.065 and 3.228, respectively). (c) Bias matrix showing the deviation of the PA response ratio from the ground truth.
4. DISCUSSION AND CONCLUSIONS
In this study, we present SCAPAS, a platform capable of rapidly and accurately quantifying the PA response intensity of NIR-GERs expressed by
However, some errors affecting accuracy persisted. For all results, the box plots exhibit broadening rather than reaching the ideal single value, which reduces the quantification accuracy to some extent. A potential systematic error source may stem from the inconsistency in the dual-wavelength illumination, which is caused by the refractive index differences of the engineered diffuser and the chamber fluid at different wavelengths. As shown in Fig. 12 (Appendix A), the differences in dual-wavelength light intensity distribution are indiscernible in the grayscale colormap but become visible when mapped with relative difference. This inconsistency may lead to errors in the quantification results, as the light intensity term cannot be eliminated in the self-calibration method. To validate this hypothesis, we conduct simulations using the controlled variable method to investigate the effects of inconsistencies in the dual-wavelength intensity distribution. The simulated illumination distribution is set based roughly on the real illumination patterns and the magnitude of relative differences [Fig. 13(a), Appendix A]. Results from the self-calibration method indicate that, compared to the case with strictly consistent illumination, the slight differences in light intensity distribution introduced some quantification errors, as evidenced by the broadening of the box plots [Fig. 13(b)]. A potential solution involves using precise beam shapers and expanders instead of diffusers to homogenize light intensity while achieving near-collimated illumination, thereby reducing the light distribution discrepancies caused by refractive index differences. This may enhance the consistency of quantification results for the same type of NIR-GER (i.e., the narrowing of the box plots). Additionally, numerical simulations show that image quality also impacts quantification results. While self-calibration methods tolerate variations in SNR, higher SNR undeniably results in more accurate quantification. Therefore, we intentionally sacrificed imaging speed during the process to increase the SNR by approximately 4.5-fold within the non-bleaching range. In experimental testing, we found that
SCAPAS is applicable to situations with more complex absorption spectra where spectral overlap exists between the absorption spectra of T-GER and R-GER. However, it is essential to ensure that no spectral overlap occurs at the two selected imaging wavelength points. This is a necessary condition for SCAPAS to achieve quantitative screening. As shown in Fig. 5(a), although there is some overlap in the absorption spectra of the T-GER (iPFP713 or SNIFP) and R-GER (mScarlet-H) used in this study, they are completely independent at the two imaging wavelengths of 532 and 690 nm. In fact, this condition is easily met because the center wavelengths of T-GER and R-GER are far apart, and the absorption spectra of GERs are generally narrow-band, making it easy to select two imaging wavelengths that are free from overlapping. In this study, R-GER is chosen as a reporter with an absorption peak at a shorter wavelength (e.g., mScarlet-H), while T-GER has an absorption peak at 690 nm, which is still relatively short for the PA imaging window (700–1100 nm). Therefore, the ability to independently excite the target and reference GER is generally achievable. However, in the rare instances where there is significant spectral overlap between T-GER and R-GER, independently exciting R-GER may prove challenging. This difficulty arises because independently exciting T-GER is typically easier, given that the absorption spectra of chromoproteins are much sharper on the red edge. In such cases, a T-GER photobleaching strategy can be employed: by independently and continuously exciting T-GERs until they are photobleached, one can then proceed to independently excite and image R-GER. This method is analogous to the acceptor photobleaching technique commonly used in fluorescence resonance energy transfer (FRET) imaging [33].
In SCAPAS, the selection criteria for R-GER are as follows: its absorption spectrum must be distinguishable from that of T-GER, with a sufficiently strong PA response and good stability. We chose mScarlet-H as the reference protein for the following reasons: (1) it has a short central absorption wavelength, with a spectrum clearly distinguishable from that of T-GER [Fig. 5(a)], making 532 and 690 nm—two common wavelengths for PA imaging—suitable for independently exciting T- and R-GERs; (2) mScarlet-H’s PA response at 532 nm is sufficiently strong, with a high imaging SNR; and (3) mScarlet-H is one of the most stable red fluorescent proteins available [34]. In the self-calibration method, since the PA readout from R-GER appears in the denominator, a high SNR is required. Therefore, an ideal candidate for R-GER should exhibit a strong PA response, which enhances the quantification accuracy of T-GER, as verified by our numerical simulations [Figs. 4(k) and 4(l)]. The stability of R-GER also impacts quantification accuracy. For example, differences in the photobleaching rates of R-GER and T-GER can complicate the self-calibration process, thereby reducing quantification accuracy. Fortunately, the 5-s imaging duration of SCAPAS is short enough to minimize inaccuracies caused by such sample instabilities.
It is crucial to emphasize that SCAPAS represents a comprehensive design that relies on the precise coordination of sample preparation, the imaging system, and the reconstruction algorithm. Unlike traditional samples, in SCAPAS, the T-GERs are co-expressed with R-GER, providing a fundamental basis for accurate quantification of the PA response. In contrast to conventional screening systems that utilize single-point excitation with scanning detection for imaging, SCAPAS leverages a ring ultrasonic transducer array coupled with wide-field illumination, enabling parallel detection. Its advantages extend beyond the rapid imaging of individual samples. The short imaging time reduces the risk of photobleaching and colony dissolution, both critical factors that impede quantitative screening. In addition, the frequency response of the transducers is tailored to match the characteristics of the imaging object. The diameter of
An additional critical consideration is the operational workflow of the SCAPAS for practical NIR-GER screening and its extended design. In actual high-throughput screening, the imaging process involves five steps for each sample plate: (1) sample placement, (2) dual-color PA imaging, (3) data processing, (4) colony picking, and (5) sample removal. The imaging and data processing times are as follows: imaging takes about 5 s, image reconstruction takes about 5 s, and colony recognition along with signal self-calibration takes about 2 s. The remaining parts of the screening process primarily involve sample delivery and retrieval. Currently, we manually load and retrieve the samples, which takes approximately 20 s. However, this process can be accelerated. For example, several fluorescent-based screening platforms utilize delta robot arms with specialized picking heads to efficiently and precisely select high-signal colonies [39]. With automated sample handling, the entire SCAPAS screening process for a single sample plate is expected to take no more than 30 s. For the newly screened NIR-GERs, a series of PA imaging validations is also necessary to evaluate their performance in
In summary, we present SCAPAS, a novel concept capable of rapidly and accurately quantifying the PA response of NIR-GERs expressed by
APPENDIX A
In this appendix, we provide detailed figures with corresponding captions to support the main content of the work. Figures
Figure 8.EIR test in SCAPAS. (a) Schematic diagram of the EIR waveform measurement using edge-emitted signals. (b) Comparison of simulated and measured EIR waveforms. (c) Comparison of simulated and measured EIR spectra.
Figure 9.Statistical analysis of the height and diameter of actual colonies. (a) Measurement of the average height of actual colonies using the translation focusing method under bright-field microscopy. (b) Colony diameter distribution obtained by fluorescence imaging (using iRFP713 excited at 690 nm as the indicator and observed through a band pass filter with a central wavelength of 710 nm). (c) Comparison of the statistical distributions of the simulated and actual colony diameters.
Figure 10.Simulation of the influence of deconvolution on quantification results. (a) Reconstructed image with deconvolution. (b) Original reconstructed image. (c) Comparison of quantification results.
Figure 11.Simulation validation of the influence of colony morphology on quantification results. (a) Numerical sample with dome-shaped colonies. (b) Numerical sample with flat-topped colonies with all other parameters identical to (a). (c) Comparison of quantification results using the self-calibration method for the two groups.
Figure 12.Light intensity distribution of dual-wavelength illumination. The two distributions are individually normalized, and their difference is then calculated and divided by one of them to obtain the percentage of relative difference.
Figure 13.Numerical simulation validating the impact of inconsistencies in dual-wavelength illumination on the quantification results. (a) Inconsistent light intensity distribution used in the simulation. Illumination of
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