Single nucleus genomics is an evolving field with limited data and protocols. A critical factor that influences the outcome of single nuclei assays is the isolation of pure and intact nuclei. We combined two published protocols (DroNc-seq and Omni-ATAC-seq protocols) to isolate high-quality and pure nuclei from fresh frozen glioma tissue blocks in a relatively short time thereby maintaining the stability of the transcripts (Figure 1).
The use of various filtration steps along with the gradient centrifugation using iodixanol/sucrose gradient allows for the isolation of pure nuclei with the majority of debris discarded (Figure 2). The same isolated nuclei preparation can be used for both snRNA-seq and snATAC-seq. Importantly, since the nuclei used are from the same sample, the data generated can be co-embedded using packages such as Seurat to generate clusters and to provide a multi-omics perspective25 (Figure 3).
To determine whether the protocol is comparable to published snRNA-seq datasets, we compared data obtained using the procedure with four publicly available snRNA-seq studies related to the central nervous system (CNS): Slyper et al.20, Lake et al.26, Jakel et al.24 and Habib et al.18. To compare the quality control metrics, we downloaded the following count matrices from the Gene Expression Omnibus (GEO): GSE104525 (Habib dataset, 2017), GSE97930 (Lake dataset, 2018), GSE118257 (Jakel dataset, 2019) and GSE140819 (Slyper dataset, 2020). For the Lake dataset, a common raw count matrix was created by merging the individual matrices for cerebellar hemisphere, frontal cortex and visual cortex. For the Slyper dataset, raw count for the sample HTAPP-443-SMP-5491 (high-grade pediatric glioma) was selected.
To perform an unbiased comparison, all samples except the Jakel dataset were processed using a common standardized protocol. First, we used the Seurat R-statistical package to create a Seurat object of each raw matrix27. This was followed by two steps: 1) to remove potential droplets, the following cutoffs were used - nuclei containing less than 1000 UMI, less than 500 genes or more than 5% of mitochondrial RNA were excluded from the analysis and 2) to exclude outliers, nuclei that fell outside of the mean plus three standard deviations for the distribution of UMIs and genes were removed. For the Jakel dataset, this second step could not be performed, as the publicly available dataset was preprocessed with a less stringent quality control step.
To compare the distribution of UMIs and genes across samples, we merged all the datasets and visualized the distribution of the number of UMIs and genes using a violin plot (Figure 4). This result indicated that the method is comparable to the latest snRNA-seq protocol described in Slyper et al.20.
The protocol illustrated here deals with glioma samples, but the same approach can feasibly be applied for non-CNS tumors and tissues. Nevertheless, this will require optimization of lysis buffer compositions and incubation times.

Figure 1: Flow chart for nuclei isolation. The flow chart provides a brief outlook on the steps involved in the isolation of single nuclei from a fresh frozen glioma tissue. Representative images for the tumor sample and the nuclear band after Iodixanol/sucrose gradient (circled with red dotted line) are shown. Please click here to view a larger version of this figure.

Figure 2: Examples of nuclei before and after gradient centrifugation. (A) The image of the sample before performing gradient centrifugation and filtration shows large amounts of debris (B) The image of the sample after gradient centrifugation and filtration step shows intact nuclei with minimal amount of debris. Please click here to view a larger version of this figure.

Figure 3: Example of co-embedded data from snRNA-seq and snATAC-seq using the same nuclei preparation. The Seurat R-statistical package was used to integrate the snRNA-seq and snATAC-seq data27. (A) Co-embedded image of snRNA-seq and snATAC-seq data (B) Clusters produced by co-embedding of snRNA-seq and snATAC-seq data. Please click here to view a larger version of this figure.

Figure 4: Quality control parameters of different human brain snRNA-seq datasets showing the individual number of UMI (A) and number of genes (B) per nuclei. The number of nuclei that passed quality filters were as follows: 3527 nuclei from the Slyper dataset, 14636 nuclei from the Narayanan dataset generated using the described protocol, 7369 nuclei from the Jakel dataset, 16494 nuclei from the Lake dataset, and 4652 nuclei from the Habib dataset. Please click here to view a larger version of this figure.
| 6x Homogenization Buffer Stable Master Mix |
| Reagent | Final Conc. | Vol for 100 (mL) |
| 1 M CaCl2 | 30 mM | 3.0 |
| 1 M Mg(Ac)2 | 18 mM | 1.8 |
| 1 M Tris pH 7.8 | 60 mM | 6.0 |
| H2O | | 89.2 |
| Keep at room temperature, avoid direct exposure to light |
Table 1: Preparation of 6x Homogenization Buffer Stable Master Mix.
| 1 M Sucrose |
| 34.23 g of sucrose |
| Dissolve in 78.5 mL of water |
| Fill up to 100 mL with water |
Table 2: Preparation of 1 M sucrose.
| 6x Homogenization Buffer Unstable Solution (650 mL per sample) |
| Reagent | Final Conc. | Vol per sample (µL) |
| 6x Homogenization Buffer Stable | 6x | 648.84 |
| 100 mM PMSF (Phenylmethylsulfonyl fluoride) | 0.1 mM | 1.08 |
| 14.3 M β-mercaptoethanol | 1 mM | 0.08 |
Table 3: Preparation of 6x Homogenization Buffer Unstable Solution (650 µL per sample).
| 1x Homogenization Buffer Unstable Solution (2 mL per sample) |
| Reagent | Final Conc. | Vol per sample (µL) |
| 6x Homogenization Buffer Unstable | 1x | 333.33 |
| 1 M Sucrose | 320 mM | 640.00 |
| 50 mM EDTA | 0,1 mM | 4.00 |
| 10% NP40 | 0.1% | 20.00 |
| H2O | | 1006.27 |
Table 4: Preparation of 1x Homogenization Buffer Unstable Solution (2 mL per sample).
| 50% Iodixanol Solution (200 µL per sample) |
| Reagent | Final Conc. | Vol per sample (µL) |
| 6x Homogenization Buffer Unstable | 1x | 66.67 |
| 60% Iodixanol Solution | 50% | 333.33 |
Table 5: Preparation of 50% Iodixanol Solution (200 µl per sample).
| 29% Iodixanol Solution (300 µL per sample) |
| Reagent | Final Conc. | Vol per sample (µL) |
| 6x Homogenization Buffer Unstable | 1x | 100 |
| 1 M Sucrose | 160 mM | 96 |
| 60% Iodixanol Solution | 29% | 290 |
| H2O | | 114 |
Table 6: Preparation of 29% Iodixanol Solution (300 µl per sample).
| 35% iodixanol Solution (300 µL per sample) |
| Reagent | Final Conc. | Vol per sample (µL) |
| 6x Homogenization Buffer Unstable | 1x | 100 |
| 1 M Sucrose | 160 mM | 96 |
| 60% Iodixanol Solution | 35% | 350 |
| H2O | | 54 |
Table 7: Preparation of 35% Iodixanol Solution (300 µl per sample).