Abstract
Analyzing the spatial organization of molecules in cells and tissues is a cornerstone of biological research and clinical practice. However, despite enormous progress in molecular profiling of cellular constituents, spatially mapping them remains a disjointed and specialized machinery-intensive process, relying on either light microscopy or direct physical registration. Here, we demonstrate DNA microscopy, a distinct imaging modality for scalable, optics-free mapping of relative biomolecule positions. In DNA microscopy of transcripts, transcript molecules are tagged in situ with randomized nucleotides, labeling each molecule uniquely. A second in situ reaction then amplifies the tagged molecules, concatenates the resulting copies, and adds new randomized nucleotides to uniquely label each concatenation event. An algorithm decodes molecular proximities from these concatenated sequences and infers physical images of the original transcripts at cellular resolution with precise sequence information. Because its imaging power derives entirely from diffusive molecular dynamics, DNA microscopy constitutes a chemically encoded microscopy system.
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📋 Methods
Experimental assay for DNA microscopy to encode relative positions of molecules in cells To demonstrate DNA microscopy, we aimed to image transcripts belonging to a mixed population of two co-cultured human cell lines, GFP-expressing MDA-MB-231 cells and RFP-expressing BT-549 cells. As an initial proof of concept we aimed to recover images that appear cell-like and where GFP and RFP transcripts are positioned in mutually-exclusive cells, whereas GAPDH and ACTB, expressed in both cell lines, are ubiquitous. In the first step of the experiment, we tag with Unique Molecular Identifiers (UMIs) cDNA synthesized in situ . We designed reaction chambers to both grow cells and perform all reactions ( Figure S1A – C , STAR Methods ). We cultured the cells, and, following fixation and permeabilization, synthesized cDNA by reverse transcription from GFP, RFP, GAPDH, and ACTB gene transcripts ( Tables S1 – S2 ), with primers tagged with 29nt long UMIs ( Figure 1A , Figure S1D ). Notably, we designed the reaction to distinguish two types of UMI-tagged cDNA molecules: “beacons”, synthesized from ACTB (chosen as a universally expressed gene whose sequence would not be analyzed in later stages), and “targets” (everything else). We achieved this distinction between beacon and target amplicons by the artificial sequence-adapters assigned to the primers annealing to each. In the second step of the experiment, we allow beacon-cDNA and target-cDNA molecules, along with the UMIs that tag them, to amplify, diffuse, and concatenate in situ in a manner that generates a new UEI distinct for each concatenation event ( Figure 1B and S1D ) through overlap-extension PCR ( Turchaninova et al., 2013 ). By design, target amplicon-products will only concatenate to beacon amplicon-products, thereby preventing self-reaction. The middle of each overlap-extension primer includes 10 randomized nucleotides, such that each new concatenation event generates a new 20-nucleotide UEI. Paired-end sequencing of the final concatenated products generates reads each containing a beacon UMI, a target UMI, and a UEI associating them ( Figure 1C ). The key to DNA microscopy is that because UEI formation is a second order reaction involving two UMI-tagged PCR amplicons, UEI counts are driven by the co-localization of UMI concentrations, and thus contain information on the proximity between the physical points at which each UMI began to amplify ( Figure 1D ). In particular, as UMI-tagged cDNA amplifies and diffuses in the form of clouds of clonal sequences that overlap to varying extents, the degree of overlap ( Figure 1D , circle intersection) – and thus the probability of concatenation and UEI formation – depends on the proximity of the original (un-amplified) cDNA molecules ( Figure 1D , small dark circles). UMI-diffusion clouds with greater overlap generate more UEIs/concatemers, whereas those clouds with less overlap generate fewer UEIs/concatemers. Although individual diffusion clouds may differ in form, their collective statistical properties will nevertheless allow for original UMI coordinates to be inferred by consensus, given the constraint that positions must occupy the low (two- or three-) dimensionality of physical space. To obtain reliable estimates of UEIs between every pair of UMIs, we must address sources of noise, such as sequencing error. We cluster beacon-UMIs, target-UMIs, and UEIs by separately identifying “peaks” in read-abundances using a log-linear time clustering algorithm ( STAR Methods , Figure S2A ) in a manner analogous to watershed image segmentation, but in the space of sequences. For target UMIs, this allows us to aggregate biological gene sequences originating from single target molecules and achieve low error rates (0.1%−0.3%/bp across ~100 bp) by taking a consensus of the associated reads ( Figure S2B ). We then assign each identified UEI a single consensus beacon-UMI/target-UMI pair based on read-number plurality, and prune the data (by eliminating UMIs associating with only one UEI) to form a sparse matrix whose elements contain integer counts of UEIs pairing each beacon-UMI (matrix rows) and each target-UMI (matrix columns) ( Figure 1E , STAR Methods ). The resulting UEI matrices, containing on the order of 10 5 −10 6 total UMIs among which we estimate
Show full methods section
Experimental assay for DNA microscopy to encode relative positions of molecules in cells To demonstrate DNA microscopy, we aimed to image transcripts belonging to a mixed population of two co-cultured human cell lines, GFP-expressing MDA-MB-231 cells and RFP-expressing BT-549 cells. As an initial proof of concept we aimed to recover images that appear cell-like and where GFP and RFP transcripts are positioned in mutually-exclusive cells, whereas GAPDH and ACTB, expressed in both cell lines, are ubiquitous. In the first step of the experiment, we tag with Unique Molecular Identifiers (UMIs) cDNA synthesized in situ . We designed reaction chambers to both grow cells and perform all reactions ( Figure S1A – C , STAR Methods ). We cultured the cells, and, following fixation and permeabilization, synthesized cDNA by reverse transcription from GFP, RFP, GAPDH, and ACTB gene transcripts ( Tables S1 – S2 ), with primers tagged with 29nt long UMIs ( Figure 1A , Figure S1D ). Notably, we designed the reaction to distinguish two types of UMI-tagged cDNA molecules: “beacons”, synthesized from ACTB (chosen as a universally expressed gene whose sequence would not be analyzed in later stages), and “targets” (everything else). We achieved this distinction between beacon and target amplicons by the artificial sequence-adapters assigned to the primers annealing to each. In the second step of the experiment, we allow beacon-cDNA and target-cDNA molecules, along with the UMIs that tag them, to amplify, diffuse, and concatenate in situ in a manner that generates a new UEI distinct for each concatenation event ( Figure 1B and S1D ) through overlap-extension PCR ( Turchaninova et al., 2013 ). By design, target amplicon-products will only concatenate to beacon amplicon-products, thereby preventing self-reaction. The middle of each overlap-extension primer includes 10 randomized nucleotides, such that each new concatenation event generates a new 20-nucleotide UEI. Paired-end sequencing of the final concatenated products generates reads each containing a beacon UMI, a target UMI, and a UEI associating them ( Figure 1C ). The key to DNA microscopy is that because UEI formation is a second order reaction involving two UMI-tagged PCR amplicons, UEI counts are driven by the co-localization of UMI concentrations, and thus contain information on the proximity between the physical points at which each UMI began to amplify ( Figure 1D ). In particular, as UMI-tagged cDNA amplifies and diffuses in the form of clouds of clonal sequences that overlap to varying extents, the degree of overlap ( Figure 1D , circle intersection) – and thus the probability of concatenation and UEI formation – depends on the proximity of the original (un-amplified) cDNA molecules ( Figure 1D , small dark circles). UMI-diffusion clouds with greater overlap generate more UEIs/concatemers, whereas those clouds with less overlap generate fewer UEIs/concatemers. Although individual diffusion clouds may differ in form, their collective statistical properties will nevertheless allow for original UMI coordinates to be inferred by consensus, given the constraint that positions must occupy the low (two- or three-) dimensionality of physical space. To obtain reliable estimates of UEIs between every pair of UMIs, we must address sources of noise, such as sequencing error. We cluster beacon-UMIs, target-UMIs, and UEIs by separately identifying “peaks” in read-abundances using a log-linear time clustering algorithm ( STAR Methods , Figure S2A ) in a manner analogous to watershed image segmentation, but in the space of sequences. For target UMIs, this allows us to aggregate biological gene sequences originating from single target molecules and achieve low error rates (0.1%−0.3%/bp across ~100 bp) by taking a consensus of the associated reads ( Figure S2B ). We then assign each identified UEI a single consensus beacon-UMI/target-UMI pair based on read-number plurality, and prune the data (by eliminating UMIs associating with only one UEI) to form a sparse matrix whose elements contain integer counts of UEIs pairing each beacon-UMI (matrix rows) and each target-UMI (matrix columns) ( Figure 1E , STAR Methods ). The resulting UEI matrices, containing on the order of 10 5 −10 6 total UMIs among which we estimate
📊 Figures
Figure 1.
DNA microscopy.
(Au2013B) Method steps. Cells are fixed and cDNA is synthesized for beacon and target transcripts with randomized nucleotides (UMIs), labeling each molecule uniquely (A) . In situ amplification of UMI...
Figure 2.
Encoding and decoding molecular localization with DNA microscopy.
( A-D ) Expected behavior of UEI counts. Diffusion profiles with length scale L diff u00b7 belonging to different amplifying UMIs overlap to degrees that depend on the distance between their points of...
Figure 3.
Image inference from DNA microscopy data.
(A) Modeling diffusion of amplifying UMIs as isotropic across length scale L diff allows the likelihood of a UMI-position solution to be evaluated given observed UEI counts. ( B,C ) Uncertainty in DNA...
Figure 4.
Accurate reconstruction by DNA microscopy of fluorescence microscopy data.
(A,B) Optical imaging of co-cultured cells. (A) Full reaction chamber view of co-cultured GFP- and RFP-expressing cells (scale bar = 500 um). (B) Zoomed view of the same cell population (scale bar = 1...
Figure 5.
Inferred large scale DNA microscopy images preserve cellular resolution.
Inference using the sMLE global inference approach for sample 1 (Au2013E) and sample 2 (Fu2013J) , with each transcript type shown separately (Au2013D, Fu2013I) or together (E and J) (although inferen...
Figure images are served from the NIH/NLM PubMed Central Open Access Subset or Europe PMC; copyright remains with the publishers and authors.
💬 Discussion
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