Abstract
Imaging subcellular structures deep within thick, turbid biological tissues remains fundamentally
limited by light scattering, which distorts optical wavefronts and degrades contrast, resolution, and
sensitivity. These limitations hinder quantitative interrogation of complex biological systems
where resolving dynamic microenvironments at subcellular resolution is critical. Here, we
introduce scattering-enabled epi -quantitative phase imaging (SEEQPI), a label -free method that
leverages tissue scattering and provides subcellular spatial resolution, nanometer-scale
spatiotemporal phase sensitivity, and millimeter-scale imaging depth in murine brains. SEEQPI is
enabled by common-path phase -shifting confocal epi -interferometry with near-infrared
illumination and the scattering-enabled phase reconstruction algorithm. SEEQPI requires low
illumination power, minimizing tissue damage while enabling high-speed imaging of biological
dynamics. We demonstrate simultaneous, colocalized imaging of subcellular structures with
SEEQPI, third-harmonic generation, and three -photon fluorescence microscopy in liver cancer
spheroids and in vivo mouse brains. SEEQPI enables quantitative, longitudinal studies of dry mass
dynamics in intact, living biological systems.
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Introduction
Organoids and in vivo animal models provide physiologically relevant platforms for investigating
biological processes in three -dimensional microenvironments1,2. Organoids and spheroids enable
high-content phenotypic screening of disease mechanisms and drug responses in controlled
settings3, while in vivo models complement these studies by allowing longitudinal tracking of
pathological progression and therapeutic target validation within the full complexity of living
organisms
4. However, visualizing cellular structures across different layers within these
microenvironments remains challenging. Three -dimensional (3D) imaging requires the ability to
distinguish signals from distinct depths, yet as light propagates through tissues, it is multiply
scattered by refractive index inhomogeneities on the scale of the illumination wavelength
5-8. These
scattering events distort optical wavefronts, degrade contrast and resolution, and ultimately limit
the sensitivity and imaging depth of coherent imaging techniques
9-12.
To isolate signals from distinct depths within a biological sample, various optical -
sectioning techniques for deep-tissue imaging have been developed. Confocal microscopy utilizes
a physical pinhole or an Airyscan detector to reject out-of-focus light
13,14, with near‐infrared (NIR)
reflectance, it provides in vivo mouse brain imaging up to 1.3 mm 15,16. When paired with a
superconducting nanowire detector, NIR confocal fluorescence resolves vasculature up to 1.8 mm
depth17. Despite their strengths in visualizing large refractive‐index contrasts (e.g., vessels,
myelinated axons), reflectance confocal methods lack the sensitivity and contrast to capture
cellular detail at depth. A phase-contrast scheme using a knife-edge before the detector in confocal
reflectance microscopy was adapted to enhance the sensitivity to cell bodies, but penetration depth
was restricted to 800 µm in mouse brains even with 1.7 µm illumination16. As contrast arises solely
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from asymmetric detection and intensity subtraction, the sample’s interferometric phase is not
accessed. Optical coherence tomography (OCT) 18 and optical coherence microscopy (OCM) 19
introduce interferometric contrast and employ coherence gating at 1700 nm to enhance volumetric
mouse brain imaging, but their reliance on separate reference and sample arms increases
susceptibility to vibration, alignment drift, and dispersion mismatch, ultimately limiting the
contrast and resolution required for fine structural or functional analysis. Although common‑path
interferometric designs improve stability in OCT, their translation to OCM is not practical for deep
tissue imaging, as high numerical aperture (NA) focusing complicates reference generation and
scattering at depth disrupts coherence, thereby constraining sensitivity and penetration
20.
Multiphoton microscopy (MPM) confines excitation to the focal volume, enabling high-resolution
structural and functional imaging deep in the murine neocortex and hippocampus 21-24. However,
its excitation efficiency is low due to the required nonlinear fluorescence excitation, and tissue
heating and nonlinear photo damage limit the achievable signal- to-noise ratios (SNR) in deep
MPM (e.g., depth > 1 mm in mouse brains)21. Quantitative phase imaging (QPI) measures optical
path length delays induced by the sample using spatiotemporal broadband illumination to assess
dry mass dynamics in 3D cellular clusters. However, its imaging depth is limited to a few hundred
microns in organoids and mouse brain tissues
25,26.
Thick tissues and in vivo animal imaging generally require an epi-detection configuration
because the transmitted signal is inaccessible. Epi -gradient light interference microscopy
overcomes this limitation by combining epi -widefield differential interference contrast with a
phase-shifting interferometer to recover quantitative phase 27. Oblique back- illumination
microscopy utilizes multiple scattering within tissue to convert epi -illumination into oblique
transillumination, generating phase-gradient contrast from which quantitative phase can be further
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retrieved via deconvolution 28,29. Although implemented in reflection geometry, these techniques
rely on multiply scattered light as a virtual source and thus function effectively as transmission
microscopes. Without a confocal pinhole to reject out -of-focus light, contrast degrades rapidly
with depth, limiting imaging to ~300 µm in mouse brain tissue. In contrast, in a laser-scanning
reflectance confocal configuration, the system operates in a fully epi-mode geometry, where only
backscattered light from around the focal plane reaches the detector, making phase reconstruction
particularly challenging in the absence of a reference field.
To address these challenges, we present scattering-enabled epi-quantitative phase imaging
(SEEQPI), a label -free approach that delivers sub cellular spatial resolution, nanometer-scale
spatiotemporal phase sensitivity, and millimeter -scale imaging depth in organoids and in vivo
mouse brains. SEEQPI integrates common-path phase -shifting confocal epi -interferometry with
NIR illumination and the scattering- enabled phase reconstruction algorithm we developed to
overcome the missing reference field in thick tissues, enabling quantitative phase imaging at low
power. We validated the algorithm using standard samples and established a multimodal platform
combining SEEQPI, three -photon microscopy (3PM)
21, and third-harmonic generation (THG)
microscopy30 to provide simultaneous, colocalized complementary contrasts in liver cancer
spheroids and living mouse brains. SEEQPI enhances contrast to reveal cellular structures ,
including nuclei, membranes, and neurites in deep layers of living brain tissue that are inaccessible
to other label-free methods. Our platform enables quantitative, longitudinal measurement of deep
phenotypes and dry mass dynamics in targeted cellular structures within living systems.
Results
SEEQPI working principle
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Scattering-enabled epi-quantitative phase microscopy (SEEQPM) is a custom-built NIR reflected
confocal differential interference contrast (CDIC) microscope with phase -shifting interferometry
(Fig. 1a). Specifically, the interferometric contrast is generated by a Nomarski prism, which splits
the beam into two paths within a diffraction-limited focus. Phase shifting is achieved via a liquid
crystal variable retarder (LCVR), aligned with the shearing axis of the Nomarski prism. The LCVR
introduces a controlled phase delay between the two polarization components. After pa ssing
through the analyzer of the CDIC module, the interference signal is coupled into a photomultiplier
tube (PMT) via a fiber with a core size of ≤1 Airy unit (AU), functioning as a confocal pinhole. In
this common-path confocal configuration, both interfering beams share similar optical paths,
enabling high stability and nanoscale spatiotemporal sensitivity (see Methods and Supplementary
information for details)
25,31.
In epi-mode SEEQPI, two distinct scenarios arise depending on whether the incident light
contributes to the detected signal, which in turn determines the appropriate phase reconstruction
algorithm. In the first scenario, when the sample contains a reflector within the optical section, the
incident light is reflected by the reflector and detected by the PMT (Fig. 1b). In this incident-light-
referenced (ILR) case, the detected signal consists of a phase-invariant incoherent background and
the interference between the two total fields, each comprising the incident and scattered
components. The phase difference between the two interfering fields is given by (see
Supplementary Information for details)
[ ] [ ]
( )4 21 3
A r g () ( ) A r g () ()
= atan2 , ,
ILR
is is
ILR ILR ILR ILR
UU UU
II II
φ∆ = + +∆ − +
−−
rr r rr
(1)
where ILR
nI represents the intensity of the four phase-shifted frames acquired using phase-shifting
interferometry with a phase delay ( 1) / 2n nφπ= − (n=1, 2, 3, and 4) in the ILR case.
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For the second scenario, when imaging a sample in which the incident light does not reach
the detector (e.g., no reflector within the optical section), only light scattered by the sample
contributes to the interfering fields (Fig. 1c). Consequently, the detected fields lack the incident
light that would normally serve as a reference. In this self-referenced (SR) case, the four SEEQPI
frames are determined by a phase -invariant incoherent background and the interference between
the two scattered fields. The phase difference between the two scattered fields is given by
[ ] [ ]
4 21 3
Arg ( ) Arg ( )
atan2( , ),
SR
ss
SR SR SR SR
UU
II II
δφ = +∆ −
= −−
rr r (2)
where SR
nI represents the intensity of the four phase -shifted frames acquired using phase-shifting
interferometry with a phase delay ( 1) / 2n nφπ= − (n=1, 2, 3, and 4) in the SR case.
To calculate the phase associated with the image field which, in this case, is the sum of
the two scattered fields, we treat one scattered field ()sU r as the self-reference. The phase is then
computed relative to the total scattered field as
[ ] [ ]
( )
( )
A r g () ( ) A r g () ()
atan2 ( ) sin( ), ( ) ( ) cos( )
atan2 ( ) sin( ), ( ) ( ) cos( )
SR
ss ss
SR SR
s ss
SR SR
s ss
UU UU
U UU
I II
φ
δφ δφ
δφ δφ
∆ = + +∆ − +
= +∆ + +∆
= +∆ + +∆
rr r rr
rr r rr
rr r rr
(3)
We observe a clear similarity between Eq. (1) and Eq. (3), with the key difference being
that in the second scenario, the self-referenced field replaces the incident light as the reference
field. Equations (1) and (3) represent the phase reconstruction formulas in SEEQPI for the
incident-light-referenced and self-referenced scenarios, respectively. The phase gradient along the
shear direction can be rendered with
φ∆ , i.e., /φφ∇ ≈∆ ∆ r . Additionally, the local phase map
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φ can be obtained by integrating along the shear direction of the Nomarski prism using Hilbert-
transform-based algorithms, as detailed in previous publications27,32,33.
Validation of phase reconstruction using SEEQPI
We validated the phase reconstruction capabilities of SEEQPI under the two scenarios described
above: incident-light-referenced (Fig. 2a) and self-referenced (Fig. 2b). In the incident -light-
referenced case, four CDIC frames of a mixture of 1 μm and 3 μm beads in oil on a mirror were
used to compute the gradient and integrated phase maps. The reconstructed phase profiles closely
matched the theoretical phase delays for both bead sizes, confirming the accuracy of this approach.
XY and XZ projections of 1 μm fluorescent beads were compared between SEEQPI and 3PM. To
further evaluate the performance of CDIC and SEEQPI, resolution was quantified by measuring
the optical transfer functions of CDIC and SEEQPI using a phase target, which revealed extended
frequency coverage in SEEQPI relative to CDIC (see Supplementary Note 3). This improvement
arises because SEEQPI removes the incoherent background offset and amplitude dependence in
CDIC, thereby isolating the interferometric modulation and enhancing contrast.
In the self-referenced case, SEEQPI was applied to a mixture of 1 μm fluorescent and non-
fluorescent beads embedded in 1% agarose (Fig. 2b). The reconstructed phase values again agreed
well with the theoretical phase delay for a 1 μm bead, demonstrating the robustness and accuracy
of SEEQPI across both configurations.
Multicontrast imaging of ex vivo turbid samples
SEEQPI was seamlessly integrated with three-photon fluorescence and THG microscopy (Fig. 1a).
To assess its ability to resolve cellular structures in turbid environments, we imaged hepatocyte
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(HepG2) spheroids suspended in PBS, where three-photon fluorescence arises from labeled DNA
within the nuclei. Figure 3 shows the complementary contrasts provided by quantitative phase,
THG, and three -photon fluorescence. The XY and XZ views of individual cancer cells reveal
colocalized features, including the cell membrane, nuclear membrane, and subcellular details from
the SEEQPI and THG channels, along with nucleus using three-photon fluorescence.
Multicontrast imaging of deep in vivo mouse brains
We demonstrated in vivo mouse brain imaging to a depth of 1.1 mm using our multimodal
microscope (Fig. 4). 3PM revealed neuronal nuclei within a subgroup of inhibitory neurons. THG,
arising from the third-order nonlinear susceptibility (χ³), produced strong signals from blood
vessels and myelinated axons but provided limited cellular detail, with nuclei appearing dark.
SEEQPI, derived from interferometric contrast of refractive index variations governed by the
linear susceptibility (χ¹), revealed diverse structures and cell types in vivo. Strong contrast in the
white matter region (750–1000 µm depth) across CDIC, SEEQPI, and THG channels reflects the
higher refractive index of myelinated axons relative to surrounding tissue (Extended Data Figs.
1&2).
The CDIC signal closely resembled THG, emphasizing vasculature and axons; however,
cell body structures were barely discernible in CDIC, particularly in deeper brain regions
(Extended Data Figs. 1–3). After the incoherent background removal and interferometric
normalization through phase -shifting interferometry (Supplementary note 1), SEEQPI resolved
subcellular structures with a level of detail not attainable by other label -free methods, enabling
clear visualization of neuronal nuclei, cytoplasm, membranes, and neurites. Zoomed views and
XZ reslice visualizations of volumetric data underscored the additional detail captured by SEEQPI
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and demonstrated quantitative contrast differences across depth. Moreover, SEEQP I provided
quantitative phase information intrinsic to cells and tissues, enabling longitudinal quantitative
analysis. Multimodal microscopy offered complementary contrast in living mouse brains,
resolving structures across scales , from larger features such as blood vessels to finer subcellular
components, including neuronal soma, nuclei, membranes, axons, and dendrites.
Figure 5a presents the XZ view resliced along the diagonal of the XY plane, allowing clear
identification of neurons with colocalized three -photon fluorescence signals of the cell nucle i.
Individual inhibitory neurons are displayed in the XY plane, revealing diverse soma morphologies,
including round, oval, and polygonal shapes. Such soma heterogeneity is consistent with prior
reports of cortical interneuron diversity, where neurogliaform cells are described as having small,
round somata, basket cells as large, oval somata, Martinotti cells as fusiform somata, chandelier
cells as compact, often round somata, and multipolar interneurons as polygonal or irregular
somata
34-36. These morphological variations may serve as potential phenotypic biomarkers for
distinguishing subtypes of inhibitory neurons, complementing molecular and electrophysiological
criteria that are also required for comprehensive classification
37,38. Figure 5b presents zoomed
views of individual inhibitory neurons across three channels, confirming that THG fails to resolve
somata or subcellular compartments, with the bright spots most likely corresponding to lipid
droplets. In contrast, SEEQPM delineates somata, nuclear membranes, and spatial variations
within the soma. The dry mass is linearly proportional to the phase measured by SEEQPI (see
Methods), enabling longitudinal monitoring of cellular dynamics and changes. To further quantify
neuronal properties, we applied a binary map derived from three -photon fluorescence images,
which inferred the locations of a subset of inhibitory neuronal nuclei, to the images of SEEQPI
and reconstructed their three-dimensional dry mass density distributions in vivo. Additionally, we
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rendered the dry mass distribution of white matter regions spanning 750 μm to 1000 μm,
demonstrating SEEQPI’s ability to capture both cellular and tissue-scale quantitative information.
The semi- logarithmic plot of normalized CDIC, THG, and three -photon fluorescence
signals versus imaging depth in the mouse brain is shown in Fig. 5d. For each depth, the signal
was defined as the average of the top 1% of pixel intensities in the image. The CDIC signal
attenuates more slowly than THG and three-photon fluorescence, because CDIC is a linear, phase-
based contrast mechanism, whereas THG and three-photon fluorescence rely on nonlinear optical
processes that decay rapidly with depth. Note that since CDIC contrast arises from the phase
difference between two interfering beams, the attenuation profile is not a measure of the ballistic
photon intensity as in intensity -based signals. A prominent peak corresponding to the external
capsule is observed in both the CDIC and THG profiles. The effective attenuation length (EAL)
for three -photon fluorescence and THG, defined as the depth at which the normalized signal
decreases by a factor of 1/e³, was approximately 378 μm, consistent with previously reported
values using 1,650 nm excitation in mouse brain in vivo
39.
Beyond structural quantitative imaging, SEEQPI is also well -suited for functional studies
of capillary flow in living mouse brains, owing to its high photon efficiency as a linear,
interferometric, scattering‑based method. However, photon counts in scattered‑light imaging do
not capture interferometric visibility and therefore fail to represent usable image contrast. T o
directly assess the photon efficiency of our system, we performed in vivo CDIC imaging of
capillary blood flow dynamics at depths approaching 1 mm, achieving subcellular resolution.
Remarkably, this required only 0.7 mW average power at a 5.7 Hz frame rate (galvo-galvo scanner,
256 × 256 pixels per frame , see Supplementary Videos). As a general advantage of linear
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scattering- or reflectance-based imaging, the excitation power used is several orders of magnitude
lower than nonlinear fluorescence microscopy.
Discussion
We present SEEQPI, a label-free quantitative phase imaging approach that resolves and quantifies
dry mass within subcellular structures of organoids and in vivo tissue, at a level of detail not
attainable in deep regions with existing label -free methods. This capability arises from phase-
resolved interferometric contrast through the phase-shifting CDIC interferometry. Although CDIC
has been demonstrated in material science, it has not previously been applied to biological tissues40.
For high-resolution imaging at depth, CDIC employs spatiotemporal broadband illumination with
high NA and low coherence. While this configuration enables optical sectioning, it also reduces
the coherence volume, thereby imposing strict requirements on interferometric stability. CDIC
addresses this challenge by using two laterally displaced beams that share the same optical path
before the prism and traverse nearly identical paths within the sample. T he two beams are
inherently equal in power, eliminating the need for adjustment and guaranteeing optimal
interferometric contrast. After traversing the specimen, each beam acquires phase and amplitude
information specific to the tissue, and their recombination encodes these differences into
measurable intensity variations , making subtle structural features visible . This common path
geometry minimizes the impact of chromatic dispersion, suppresses out-of-focus contributions,
and reduces sensitivity to mechanical vibrations, thereby maximizing the likelihood of stable
interference. CDIC utilizes near -infrared illumination to reduc e scattering and extend imaging
depth, and the low optical power minimizes photodamage and heating. Because CDIC takes the
derivative of the scattering potential, the in terferogram is biased towards high spatial frequencies
that are typically desired for intracellular imaging. This contrasts with approaches that apply
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derivatives to digitized images, where high-frequency information is reconstructed
computationally rather than encoded optically.
In comparison, confocal reflectance microscopy lacks an interferometric reference and
therefore provides only amplitude-based maps, failing to resolve fine cellular details in deep
tissues15. A knife‑edge phase‑contrast scheme in confocal reflectance microscopy was
implemented to improve cell body sensitivity but limited penetration depth up to 800 µm in mouse
brains with 1.7 µm illumination, as contrast derives from asymmetric detection and subtraction
rather than interferometric phase16. OCM employs a reference beam to interfere with backscattered
sample light, and achi eves high lateral resolution of OCT through high-NA objectives 19. This
resolution gain, however, comes at the expense of depth of focus, necessitating axial scanning for
volumetric reconstructions. OCM is limited in resolving fine details within neuronal cell bodies in
deep brain regions because separate reference and sample arms make the system vulnerable to
vibration, alignment drift, and chromatic dispersion mismatch. These instabilities reduce fringe
visibility and phase sensitivity, restricting the contrast and resolution required for fine structural
and functional analysis. Although common-path interferometric designs improve phase stability
in OCT, they cannot be applied to deep- tissue OCM because the scattered light originated from
deep regions is uncorrelated with the cover-glass reflection under spatiotemporal broadband
illumination, eliminating interferometric contrast.
The CDIC signal, however, contains an incoherent background that reduces contrast, and
the amplitude dependence prevents quantitative monitoring of longitudinal changes. SEEQPI
removes the incoherent background component and isolates the interferometric variation through
the phase-shifting interferometry. Yet in thick tissues where transmitted light is inaccessible, the
measured phase reflects interference between two scattered fields. To calculate the phase
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associated with the image field which, in this case, is the sum of the two scattered fields , we
developed a self-referenced, scattering-enabled phase -reconstruction algorithm that treats one
scattered field as a self -reference and computes the phase of the image field relative to this
reference, enabling robust extraction of quantitative phase information even in multiply scattering
tissues.
SEEQPI enhances interferometric contrast and spatial resolution compared to CDIC while
providing quantitative phase measurements that are independent of illumination power, detector
gain, and external fluctuations. The recovered phase reflects intrinsic tissue properties and enables
quantitative assessment of dry mass and its changes. As a result, neuronal somata, nuclei, and
membranes appear with positive phase values in SEEQPI, in contrast to the dark voids observed
in CDIC images. In addition, t he high photon budget and flexible laser requirements of SEEQPI
permit real-time functional imaging, including capillary flow and fast cellular dynamics . For
example, with high-speed scanners, future work could demonstrate large-field imaging at 100 Hz
frame rates using only ~12 mW average power (256 × 256 pixels) at 1700 nm, well below safety
limits
23.
As a coherent imaging method, the depth of SEEQPI is limited by the number of correlated
photons that generate interferometric contrast, which diminishes with increasing light scattering
in biological tissue. Consequently, the amplitude of interferometric variations decreases with depth,
reducing contrast. One potential strategy to address this is to introduce broader spatiotemporal
bandwidth, thereby shrinking the coherence volume and improving interferometric visibility in
deeper regions. Another approach may involve adaptive optics, which can refine the focus at depth
to enhance interferometric contrast. Additional limitations arise from spurious reflections at optical
interfaces, which could be partially mitigated through time-gated acquisition to suppress unwanted
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signals. Because SEEQPI relies on polarization to split the beams, birefringent or depolarizing
samples may generate contrast unrelated to true optical path differences or reduce phase sensitivity;
future implementations may therefore explore alternative common-path interferometer designs
that produce closely displaced beams without polarization splitting. The Nomarski prism slightly
reduces transmission and collection efficiency for three-photon fluorescence and THG, primarily
decreasing signal amplitude without noticeably affecting spatial resolution or contrast. Because
THG is polarization dependent, future work will further investigate how the two closely spaced
beams with different polarization states generated by the prism influence THG signal generation.
In summary, SEEQPI overcomes long-standing barriers in deep-tissue label-free imaging
by enabling quantitative phase measurements with subcellular resolution at millimeter-scale
depths, a regime that has remained largely inaccessible to existing phase and reflectance -based
methods. By combining common-path interferometry with scattering-enabled phase
reconstruction, SEEQPI provides stable, illumination-independent measurements of intrinsic
tissue properties in highly scattering environments, where conventional interferometric and
intensity-based approaches fail. This capability enables, in situ quantification of cellular dry mass
and its dynamics within intact organoids and in vivo tissues, without labels, exogenous contrast
agents, or physical sectioning.
SEEQPI is readily integrated with other confocal laser-scanning modalities, including
three-photon fluorescence and THG microscopy, using shared scanning optics and co-registered
acquisition. In this multimodal configuration, SEEQPI supplies quantitative, label -free structural
and biophysical information that complements the molecular specificity of three -photon
fluorescence and the interface sensitivity of THG. Together, these contrasts enable comprehensive
interrogation of deep biological systems, including identification of cellular and subcellular
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architectures, measurement of neuronal and glial plasticity, assessment of microvascular structure
and flow, and analysis of cell –cell interactions in intact tissue. By addressing the fundamental
challenges of interferometric stability, quantitative phase recovery, and depth penetration in
scattering media, SEEQPI establishes a broadly applicable platform for deep, high-content
imaging of living biological systems.
Methods
Multimodal system with SEEQPM, 3PM, and THG microscopy
Simultaneous SEEQPM, three-photon microscopy (3PM), and third-harmonic generation (THG)
microscopy shared the same excitation source, which consisted of an optical parametric amplifier
(OPA, Opera-F, Coherent) pumped by a 1,035 nm laser operating at 1 MHz (Monaco, Coherent).
The OPA generated femtosecond pulses centered at 1,650 nm. To compensate for dispersion
introduced by the microscope optics, two silicon windows (68-530, Edmund Optics) were placed
at the Brewster angle
41, resulting in a pulse duration of 70 fs (assuming sech² profile) measured
under the objective. A half-wave plate (AHWP10M-1600, Thorlabs) and a polarizer (LPNIRC100-
MP2, Thorlabs) controlled the excitation power, with the polarizer ensuring linear horizontal
polarization for CDIC. A non-polarizing beamsplitter (BSW29R, Thorlabs) separated the incident
and scattered light for CDIC detection. The collimated beam entering the microscope had a
diameter of approximately 4 mm. Beam scanning was performed using single -axis X and Y
galvanometric mirrors (GVS001, Thorlabs) with relay lenses placed between them. The beam was
then expanded by a scan lens and a tube lens (ACT508-500-C-ML, Thorlabs) to a diameter of
approximately 13 mm. The relay lenses and scan lens were constructed from two achromatic
doublets (ACT508-300-C-ML, Thorlabs) with their curved surfaces facing each other. The
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Nomarski prism (U -DICR, Olympus) was mounted above the water-immersion objective
(XLPLN25XWMP2, Olympus). Because the Nomarski prism aperture was approximately 13 mm,
the objective was underfilled, yielding an effective numerical aperture of approximately 0.7.
Fluorescence e mission and THG signals were separated from the excitation light by a
dichroic beamsplitter (FF700-SDi01, Semrock). A secondary dichroic (Di02-R561, Semrock)
further separated the three-photon fluorescence from the THG signal. THG, mRuby2, and 7-AAD
fluorescence signals excited at 1,650 nm were detected by photomultipl ier tubes (PMTs,
H74220PA-40, Hamamatsu) with bandpass filters (ET550/20x, Chroma) and a 647 nm long-pass
filter (ET570lp, Chroma). The scattered beams were recombined by the Nomarski prism,
descanned by the galvo mirrors, and directed toward the detection arm. The detection path
comprised a liquid crystal variable retarder (LCVR, LCC1423-C, Thorlabs), an analyzer
(LPNIRC100-MP2, Thorlabs) oriented vertically to be cross -polarized with the polarizer in the
excitation beam, an achromatic focusing lens (AC254-200-C-ML, Thorlabs), a multimode fiber
(M94L01, Thorlabs), and an NIR- sensitive PMT (H12397A -75, Hamamatsu). The 105 µm
diameter fiber core corresponded to 0.78 Airy units for SEEQPM. Signals from the PMTs were
amplified and digitized using National Instruments data acquisition cards (PCI-6110, PCIe-6353,
NI) controlled by ScanImage
42 2019.
Structural imaging data were acquired at 512 × 512 pixels per frame with a frame rate of
1.07 Hz for all three channels. Each SEEQPM image was reconstructed from four CDIC frames,
while THG and three-photon fluorescence signals were averaged over four frames, resulting in an
effective frame rate of 0.27 Hz. For regions deeper than 500 µm, the effective frame rate of
SEEQPM remained 0.27 Hz, whereas THG and three-photon fluorescence signals were averaged
over 16 frames, yielding an effective frame rate of 0.07 Hz. To maintain sufficient THG and three-
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photon fluorescence signals at increased imaging depths, the excitation power under the objective
was exponentially increased to achieve a pulse energy of approximately 1–2 nJ at the focus, while
keeping the maximum average power below ~45 mW to avoid thermal damage in living mouse
brains. For 3PM and THG, the excitation efficiency is reduced by 4x due to the beam shearing by
the Nomarski prism, which forms two foci with orthogonal pol arizations and effectively doubles
the laser repetition rate.
Blood vessel imaging using CDIC was performed at 256 × 256 pixels with a frame rate of
5.7 Hz and 0.7 mW optical power throughout the 1 mm imaging depth in the living mouse brain.
Neuronal dry mass dynamics were imaged using CDIC at 5.7 Hz, while SEEQPM, operating at
256 × 256 pixels, achieved an effective frame rate of 1.4 Hz with an optical power of 0.7 mW.
Dry mass analysis
3D dry mass density,
(, ,)xyzφ , is linearly related to the depth-resolved phase maps as
(, ,) (, ,) 2M xyz xyz z
λ φπγδ= (4)
where λ is the illumination wavelength, 0.2γ is the refractive increment, which lies
within the 0.18–0.21 ml g–1 range for most biological samples43, zδ is the z-sampling interval, and
(, ,)xyzφ is the measured phase at each z-plane.
To quantify the dry mass of neuronal nuclei, three-photon fluorescence imaging was used
to localize nuclear regions. Binary masks were generated from the three -photon fluorescence
images via background thresholding. These masks were then applied to the 3D dry mass
distribution derived from the SEEQPI images, enabling extraction of nuclear dry mass from the
volumetric quantitative phase data.
Sample preparation
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Liver cancer spheroid (HepG2 cells)
H
uman hepatocarcinoma cells (HepG2; ATCC) were cultured in T -75 flasks using Dulbecco’s
Modified Eagle Medium (DMEM; Thermo Fisher Scientific) supplemented with 10% fetal bovine
serum (FBS) and 1% penicillin–streptomycin (P/S) under standard conditions (37
°
C, 5% CO₂).
The medium was replaced every 2
d
ays. At approximately 70% confluency, cells were detached
using TrypLE Express (Thermo Fisher Scientific). Spheroids were formed by seeding 2 × 10⁵
HepG2 cells per well in a 96-well round-bottom ultra -low attachment plate (Thermo Fisher
Scientific) and centrifuging at 1,000
rp
m for 1
m
in. The cells were then cultured for 19
da
ys in
DMEM supplemented with 10% FBS and 1% P/S to promote spheroid formation. After 19
da
ys,
spheroids were transferred to glass -bottom dishes and embedded in PBS or collagen hydrogel
(bovine collagen type I; Advanced BioMatrix). For fixation, spheroids were treated with a 1:1
mixture of cold methanol and acetone at −4
°
C for 20
m
in. Nuclear staining was performed using
7-aminoactinomycin D (7-AAD; Thermo Fisher Scientific) by diluting 1
µ
L of stock solution in
1
m
L of PBS, incubating at room temperature for 30
m
in, and rinsing twice with PBS.
C
raniotomy surgery.
Mice were anesthetized with isoflurane (3% for induction and 1% for maintenance) and placed on
a feedback -controlled heating pad maintained at 37 °C. Surgeries were performed using a
stereotaxic apparatus with the head secured by ear bars. Ophthalmic ointment (Puralube; Dechra)
was applied to both eyes for protection. Glycopyrrolate (0.002 g per 100 g body weight) was
administered intramuscularly to reduce airway secretions. After disinfecting the scalp with iodine
and 70% ethanol, bupivacaine (0.125%, ~0.1 mL) was injected subcutaneously for local anesthesia.
An incision was made to expose the skull, and a 3 mm craniotomy was created above the
hippocampus (A–P: −2.1 mm, M–L: +2.0 mm from bregma) on the right hemisphere or over the
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primary visual cortex (A –P: −3.2 mm, M–L: +2.5 mm from bregma). A total of 60 nL of AA V1-
mDlx-NLS-mRuby2 (Addgene) diluted to 10¹² vg mL⁻¹ was injected into the brain at four depths
(D–V: −1.4 to −0.2 mm from the brain surface, spaced by 0.4 mm). A 3 mm glass coverslip was
then placed over the craniotomy and sealed with Metabond (Parkell), and a titanium head plate
was affixed to the skull. Postoperative care included subcutaneous administration of ketoprofen
(5 mg kg⁻¹) and dexamethasone (0.2 mg kg⁻¹). Mice were allowed to recover on a heating pad and
were imaged three to four weeks after surgery to allow for viral expression.
Data availability
Due to file size limitations, the data supporting the findings of this study are available from the
corresponding author upon reasonable request.
Code availability
The code that supports the findings of this study are available from the corresponding author on
reasonable request.
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Figure 1. Optical path of the quantitative multimodal system and w orking principle of SEEQPI.
a, The multimodal system integrates SEEQPI, 3PM, and THG microscopy, with SEEQPI implemented
as an NIR phase-shifting interferometer based on a CDIC configuration. b, When the sample contains a
reflector within the optical sectioning, the reflected incident light is detected in epi mode and serves as
the reference field. The detected phase corresponds to the phase difference between the two total fields.
The SEEQPI image of a chick cell (middle column), computed from four CDIC frames using incident-
light-referenced algorithm (left column), is compared with the corresponding THG image. c, When
imaging through a sample where the incident field is not directly detected, only the scattered light from
the sample is captured. In this case, the phase detected represents the phase difference between two
scattered fields, lacking a clear reference field. To address this, we introduce the total of the two scattered
fields as a self-referenced field. The phase in SEEQPI then represents the phase difference between the
scattered field and the self-referenced field. The SEEQPM image acquired in vivo from the mouse brain
at 500 µm depth, colocalized with the three-photon nucleus fluorescence signal (red) and reconstructed
from four CDIC frames using the self- referenced algorithm, is compared with the corresponding THG
image.
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Figure 2. Validation of phase reconstruction using SEEQPI under incident -light-referenced and
self-referenced scenarios. a, Incident-light-referenced case: Four CDIC frames of a mixture of 1 µm
and 3 µm beads in oil on a mirror were used to compute gradient and integrated phase maps. The
reconstructed phase profiles closely matched the theoretical phase delays for both bead sizes, with a 3:1
ratio, confirming the accuracy of this reconstruction strategy. XY and XZ projections of 1 µm
fluorescent beads were further compared between SEEQPI and 3PM. b, Self-referenced case: SEEQPI
was applied to a mixture of 1 µm fluorescent and non- fluorescent beads embedded in 1% agarose. The
reconstructed phase values agreed well with the theoretical phase delay for 1 µm beads, demonstrating
robustness across configurations. 3D renderings of 1 µm fluorescent beads were compared between
SEEQPI (green) and 3PM (yellow). Scale bar, 1 µm.
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Figure 3. Multicontrast imaging of liver cancer spheroids. 3D renderings of liver cancer spheroids
in PBS show three -photon fluorescence of nuclei, label -free THG, and SEEQPI. Zoomed -in XY and
XZ views highlight colocalized features at the single -cell level, including cell membranes, nuclear
membranes, and subcellular structures in SEEQPI and THG, alongside nuclues signals from three -
photon fluorescence.
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Figure 4. Multicontrast imaging of deep in vivo mouse brains. Simultaneous three-modality imaging
of the mouse visual cortex compares three -photon fluorescence of inhibitory neuron nuclei, THG
highlighting blood vessels and myelinated axons with limited cellular detail, and SEEQPM, which
resolves subcellular structures including neuronal nuclei, cytoplasm, membranes, neurites (yellow
arrows), and blood vessels at the same depth with nanoscale sensitivity.
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Figure 5. Structural and quantitative characterization of inhibitory neurons in deep in vivo mouse
brains. a, XZ view resliced along the diagonal of the XY plane reveals neurons with colocalized three-
photon nuclear signals. Individual inhibitory neurons exhibit diverse soma morphologies, including oval
and pentagonal shapes, which may serve as phenotypic biomarkers for neuronal subtypes. b, zoomed
views across three channels confirm that THG lacks contrast in cell bodies, whereas SEEQPM resolves
intracellular compartments, including soma and nuclear membrane. c, Binary maps derived from three-
photon fluorescence were applied to SEEQPM images to reconstruct 3D dry mass density distributions
of inhibitory neurons and white matter regions spanning 750 to 1000 µm, demonstrating SEEQPM’s
capacity for quantitative cell ular and tissue -scale imaging. d, Semi-logarithmic plots of normalized
CDIC, THG, and three photon fluorescence signals versus imaging depth show that CDIC attenuates
more slowly due to its linear phase -based contrast, while THG and three photon fluorescence decay
more rapidly, with a dis
tinct peak corresponding to the external capsule and an EAL of approximately
378 µm under 1,650 nm excitation. Scale bar, 10 µm.
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Extended Data Figure 1. Simultaneous three-photon fluorescence, THG, CDIC frame with the best
contrast adjusted by the LCVR phase shift , and SEEQPI in the mouse visual cortex. Arrows indicate
corresponding capillary and cellular structures observed in the THG, CDIC, and SEEQPI channels.
Extended Data Figure 2. XZ views resliced along the diagonal of the XY plane, showing three-photon
fluorescence, THG, the CDIC frame with contrast optimized via LCVR phase shift, and SEEQPI above
the living mouse hippocampus . The SEEQPI channel reveals rich structural details with enhanced
contrast, including blood vessels and fine capillary networks, neuronal structures, white matter, and
other cell types.Simultaneous multi-modal imaging with 3PM and THG facilitates the interpretation of
SEEQPM images.
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Extended Data Figure 3. Comparison of CDIC and SEEQPI imaging modalities. SEEQPI provides
enhanced contrast relative to CDIC, revealing subcellular structures that are barely discernible in CDIC,
particularly in deeper brain regions. Zoom- in views highlight subcellular detail captured by each
method. Three-photon fluorescence (FL) signal shows the neuronal nuclei. XZ reslice views of the
volumetric data are shown after incoherent background removal and interferometric normalization,
revealing quantitative contrast differences along each depth.
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References
1 Antonica, F . et al. Modeling brain tumors: a perspective overview of in vivo and
organoid models. Frontiers in Molecular Neuroscience 15, 818696 (2022).
2 Fennema, E., Rivron, N., Rouwkema, J., Van Blitterswijk, C. & De Boer, J. Spheroid
culture as a tool for creating 3D complex tissues. Trends in biotechnology 31, 108-115
(2013).
3 Kim, J., Koo, B.- K. & Knoblich, J. A. Human organoids: model systems for human
biology and medicine. Nature reviews Molecular cell biology 21, 571-584 (2020).
4 Mukherjee, P ., Roy, S., Ghosh, D. & Nandi, S. Role of animal models in biomedical
research: a review. Laboratory Animal Research 38, 18 (2022).
5 Chen, X., Li, J. & Korotkova, O. Light scintillation in soft biological tissues. Waves in
Random and Complex Media 30, 481 -489 (2020).
https://doi.org/10.1080/17455030.2018.1530814
6 Chen, X. & Korotkova, O. Optical beam propagation in soft anisotropic biological
tissues. Osa Continuum 1, 1055-1067 (2018).
7 Chen, X. & Korotkova, O. Probability density functions of instantaneous Stokes
parameters on weak scattering. Optics Communications 400, 1-8 (2017).
8 Chen, X. & Korotkova, O. Scattering of light from hollow and semi -hollow 3D
scatterers with ellipsoidal, cylindrical and cartesian symmetries. Компьютерная
оптика 40, 635-641 (2016).
9 Badon, A., Boccara, A. C., Lerosey , G., Fink, M. & Aubry, A. Multiple scattering limit in
optical microscopy. Optics Express 25, 28914-28934 (2017).
10 Akbari, N., Rebec, M. R., Xia, F . & Xu, C. Imaging deeper than the transport mean free
path with multiphoton microscopy. Biomedical Optics Express 13, 452-463 (2021).
11 Chen, X., Kandel, M. E., Hu, C., Lee, Y . J. & Popescu, G. Wolf phase tomography (WPT)
of transparent structures using partially coherent illumination. Light: Science &
Applications 9, 142 (2020).
12 Li, J. et al. Mitigation of atmospheric turbulence with random light carrying OAM.
Optics Communications 446, 178-185 (2019).
13 Jonkman, J., Brown, C. M., Wright, G. D., Anderson, K. I. & North, A. J. Tutorial:
guidance for quantitative confocal microscopy. Nature protocols 15, 1585- 1611
(2020).
14 Huff, J. (Nature Publishing Group US New York, 2015).
15 X i a , F. et al. In vivo label- free confocal imaging of the deep mouse brain with long -
wavelength illumination. Biomedical optics express 9, 6545-6555 (2018).
16 M a r t e l , P . D . , Z h a n g , C . , L i n n i n g e r , A . A . & L e s a g e , F . P h a s e c o n t r a s t r e fl e c t a n c e
confocal brain imaging at 1650 nm. Journal of Biomedical Optics 29, 026501-026501
(2024).
.CC-BY-NC-ND 4.0 International licenseavailable under a
(which was not certified by peer review) is the author/funder, who has granted bioRxiv a license to display the preprint in perpetuity. It is made
The copyright holder for this preprintthis version posted January 21, 2026. ; https://doi.org/10.64898/2026.01.19.700239doi: bioRxiv preprint
17 X i a , F. et al. Short-wave infrared confocal fluorescence imaging of deep mouse brain
with a superconducting nanowire single -photon detector. Acs Photonics 8, 2800-
2810 (2021).
18 Chong, S. P . et al. Noninvasive, in vivo imaging of subcortical mouse brain regions with
1.7 μm optical coherence tomography. Optics letters 40, 4911-4914 (2015).
19 Zhu, J., Freitas, H. R., Maezawa, I., Jin, L.- w. & Srinivasan, V . J. 1700 nm optical
coherence microscopy enables minimally invasive, label- free, in vivo optical biopsy
deep in the mouse brain. Light: Science & Applications 10, 145 (2021).
20 Evans, G. et al. Minimally-invasive common- path OCT system for neurosurgery
applications. Biomedical Optics Express 16, 872-882 (2025).
21 Horton, N. G. et al. In vivo three-photon microscopy of subcortical structures within
an intact mouse brain. Nature photonics 7, 205-209 (2013).
22 Helmchen, F . & Denk, W. Deep tissue two -photon microscopy. Nature methods 2,
932-940 (2005).
23 Wang, T. & Xu, C. Three-photon neuronal imaging in deep mouse brain. Optica 7, 947-
960 (2020).
24 Platisa, J. et al. High-speed low -light in vivo two -photon voltage imaging of large
neuronal populations. Nature methods 20, 1095-1103 (2023).
25 Chen, X. et al. Artificial confocal microscopy for deep label- free imaging. Nature
photonics 17, 250-258 (2023).
26 Chen, X., Kandel, M. E. & Popescu, G. Spatial light interference microscopy: principle
and applications to biomedicine. Advances in optics and photonics 13, 353 -425
(2021).
27 Kandel, M. E. et al. Epi-illumination gradient light interference microscopy for imaging
opaque structures. Nature communications 10, 1-9 (2019).
28 Ford, T. N., Chu, K. K. & Mertz, J. Phase -gradient microscopy in thick tissue with
oblique back-illumination. Nature Methods 9, 1195-1197 (2012).
29 Ledwig, P . & Robles, F. E. Epi-mode tomographic quantitative phase imaging in thick
scattering samples. Biomedical optics express 10, 3605-3621 (2019).
30 JamesDarian, S. & CampagnolaPaul, J. Recent advancements in optical harmonic
generation microscopy: Applications and perspectives. BME frontiers (2021).
31 Chen, X., Kandel, Mikhail, Xu, Chris. PHASE IMAGER AND PHASE IMAGING METHOD.
U.S. Patent and Trademark Office US Application No. 63/746,529 (2025).
32 Nguyen, T. H., Kandel, M. E., Rubessa, M., Wheeler, M. B. & Popescu, G. Gradient light
interference microscopy for 3D imaging of unlabeled specimens. Nature
communications 8, 1-9 (2017).
33 Chen, X. et al. Artificial confocal microscopy for deep label- free imaging. arXiv
preprint arXiv:2110.14823 (2021).
34 Hattori, R., Kuchibhotla, K. V ., Froemke, R. C. & Komiyama, T. Functions and
dysfunctions of neocortical inhibitory neuron subtypes. Nature neuroscience 20,
1199-1208 (2017).
35 Markram, H. et al. Interneurons of the neocortical inhibitory system. Nature reviews
neuroscience 5, 793-807 (2004).
.CC-BY-NC-ND 4.0 International licenseavailable under a
(which was not certified by peer review) is the author/funder, who has granted bioRxiv a license to display the preprint in perpetuity. It is made
The copyright holder for this preprintthis version posted January 21, 2026. ; https://doi.org/10.64898/2026.01.19.700239doi: bioRxiv preprint
36 Staiger, J. F ., Möck, M., Proenneke, A. & Witte, M. What types of neocortical GABAergic
neurons do really exist? e-Neuroforum 6, 49-56 (2015).
37 Wang, W. X. & Lefebvre, J. L. Morphological pseudotime ordering and fate mapping
reveal diversification of cerebellar inhibitory interneurons. Nature Communications
13, 3433 (2022).
38 Kerlin, A. M., Andermann, M. L., Berezovskii, V . K. & Reid, R. C. Broadly tuned response
properties of diverse inhibitory neuron subtypes in mouse visual cortex. Neuron 67,
858-871 (2010).
39 Wang, M. et al. Comparing the effective attenuation lengths for long wavelength in
vivo imaging of the mouse brain. Biomedical optics express 9, 3534-3543 (2018).
40 Cogswell, C. J. & Sheppard, C. Confocal differential interference contrast (DIC)
microscopy: including a theoretical analysis of conventional and confocal DIC
imaging. Journal of Microscopy 165, 81-101 (1992).
41 Horton, N. G. & Xu, C. Dispersion compensation in three -photon fluorescence
microscopy at 1,700 nm. Biomedical optics express 6, 1392-1397 (2015).
42 Pologruto, T. A., Sabatini, B. L. & Svoboda, K. ScanImage: flexible software for
operating laser scanning microscopes. Biomedical engineering online 2, 13 (2003).
43 Barer, R. Determination of dry mass, thickness, solid and water concentration in living
cells. Nature 172, 1097-1098 (1953).
Acknowledgements
This work was supported by the National Institute of Biomedical Imaging and Bioengineering
(grant no. R00EB034164 (X.C.), K99EB034164 (X.C.)). We thank the members of C.X.’s group
for their helpful discussions.
Contributions
X.C. proposed the idea and conceived the project. X.C. designed and built the system. M.E.K.
instrumented the data acquisition software. X.C. and M.E.K. designed the experiments. S.Z. and
X.C. characterized the laser system and optimized the pulse for multiphoton imaging. X.C.
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performed imaging. X.C. and M.E.K. analyzed the data. K.H. and H.J.K. provided spheroids. R.Z.
and C.B.S. performed the craniotomy and virus injections. X.C. and C.X. wrote the manuscript.
All authors reviewed the manuscript. C.X. supervised the project.
Corresponding author
Correspondence to X.C.
Email:
[email protected]
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