| Literature DB >> 35205182 |
Fraser P McCready1,2, Sara Gordillo-Sampedro1,2, Kartik Pradeepan3, Julio Martinez-Trujillo3, James Ellis1,2.
Abstract
In vitro multielectrode array (MEA) systems are increasingly used as higher-throughput platforms for functional phenotyping studies of neurons in induced pluripotent stem cell (iPSC) disease models. While MEA systems generate large amounts of spatiotemporal activity data from networks of iPSC-derived neurons, the downstream analysis and interpretation of such high-dimensional data often pose a significant challenge to researchers. In this review, we examine how MEA technology is currently deployed in iPSC modeling studies of neurodevelopmental disorders. We first highlight the strengths of in vitro MEA technology by reviewing the history of its development and the original scientific questions MEAs were intended to answer. Methods of generating patient iPSC-derived neurons and astrocytes for MEA co-cultures are summarized. We then discuss challenges associated with MEA data analysis in a disease modeling context, and present novel computational methods used to better interpret network phenotyping data. We end by suggesting best practices for presenting MEA data in research publications, and propose that the creation of a public MEA data repository to enable collaborative data sharing would be of great benefit to the iPSC disease modeling community.Entities:
Keywords: astrocytes; induced pluripotent stem cells; multielectrode arrays; neurodevelopmental disorders; neurons
Year: 2022 PMID: 35205182 PMCID: PMC8868577 DOI: 10.3390/biology11020316
Source DB: PubMed Journal: Biology (Basel) ISSN: 2079-7737
Overview of MEA assays in recent iPSC disease modeling studies. ASD = autism spectrum disorder, TSC = tuberous sclerosis complex, FXS = fragile X syndrome, SCZ = schizophrenia, ADHD = attention deficit hyperactivity disorder, Rett = Rett syndrome, MFR = mean firing rate, wMFR = weighted mean firing rate, ISI COV = interspike interval coefficient of variation, IBI = interburst interval, and IBI COV = interburst interval coefficient of variation.
| Reference | Differentiation Type | Disease Model | Associated Mutations | System and Plate Format Used | Number of Electrodes | Reported Metrics | Recording Duration | Replicates per Line |
|---|---|---|---|---|---|---|---|---|
| Russo et al. (2018) [ | Directed | ASD | SETD5, Idiopathic | Axion Biosystems 12-well | 64 | MFR | 3 min | 6 |
| Deneault et al. (2019) [ | TF Programming ( | ASD | CTN5, EHMT2, DLGAP2, CAPRIN1, SET, GLI3, VIP, ANOS1, THRA, NRXN1, AGBL4 | Axion Biosystems 48-well | 16 | wMFR, network burst frequency | 5 min | 9–24 |
| Deneault et al. (2018) [ | TF Programming ( | ASD | ATRX, AFF2, KCNQ2N SCN2AM ASTN2 | Axion Biosystems 48-well | 16 | MFR, burst frequency, network burst frequency | 5 min | 21–55 |
| Marchetto et al. (2017) [ | Directed | ASD | - | Axion Biosystems 12-well | 64 | Number of spikes, network burst frequency | 10 min | 3 |
| DeRosa et al. (2018) [ | Directed | ASD | - | Axion Biosystems 12-well | 64 | MFR | 10 min | 16 |
| Amatya et al. (2019) [ | Directed | ASD | - | Axion Biosystems 96-well | 8 | Minimum embedding dimension, ISI COV | 10 min | 6 |
| Winden et al. (2019) [ | TF Programming ( | TSC | TSC2 | Axion Biosystems 48-well | 16 | wMFR, synchrony index | - | 48 |
| Nadadhur et al. (2019) [ | Directed | TSC | TSC1, TSC2 | Multi Channel Systems single well | 60 | MFR | 10 min | 6–8 |
| Quraishi et al. (2019) [ | Cellular Dynamics (proprietary) | Epilepsy | KCNT1 | Axion Biosystems 48-well | 16 | MFR, Synchrony Index, burst rate, burst duration, burst intensity | 8 min | 24 |
| Graef et al. (2020) [ | TF Programming ( | FXS | FMR1 | Axion Biosystems 48-well | 16 | wMFR | 5 min | 12–24 |
| Liu et al. (2018) [ | Directed | FXS | FMR1 | Axion Biosystems 12-well | 64 | MFR | 5 min | 2–6 |
| Utami et al. (2020) [ | Directed | FXS | FMR1 | Axion Biosystems 12-well | 64 | MFR, max firing rate, number of unresponsive | 5 min | 6 |
| Nageshappa et al. (2016) [ | Directed | MECP2 duplication syndrome | MECP2 | MED64 single well | 64 | Network burst frequency | 5 min | 3 |
| Kathuria et al. (2019) [ | Directed | SCZ | - | MED64 12-well | 16 | MFR | 1 min | 3 |
| Sarkar et al. (2018) [ | Directed | SCZ | - | Axion Biosystems 96-well | 8 | Number of spikes, Synchrony Index, Burst Frequency, Network Burst Frequency | 10 min | 6 or 12 |
| Ishii et al. (2019) [ | TF Programming | SCZ and Bipolar | idiopathic, PDH15, RELN | Axion Biosystems 48-well | 16 | wMFR, GABA Sensitivity | 5 min | 4–6 |
| Sharma et al. (2019) [ | Directed | Rett | MECP2 | Axion Biosystems 12-well | 64 | Network burst frequency | 5 min | 3 |
| Frega et al. (2019) [ | TF Programming ( | Kleefstra syndrome | EHMT1 | Multi Channel Systems 24-well | 12 | MFR, burst frequency, burst duration, mean IBI, IBI CV, % spikes out of bursts | 20 min | 10–23 |
| Mossink et al. (2021) [ | TF Programming | ASD, ADHD | CHD13 | Multi Chanel Systems 24-well | 12 | Network burst duration, number of spikes per network burst | 10 min | 20–49 |
| Alsaqati et al. (2020) [ | Directed | TSC | TSC2 | Axion Biosystems 24-well | 16 | MFR, network burst frequency, network burst duration, inter-network burst interval, burst frequency, connectivity correlation, % spikes outside network bursts, frequency distribution | - | 3–10 |
| Li et al. (2013) [ | Directed | Rett | MECP2 | MED64 single well | 64 | MFR | 5 min | - |
| Sundberg et al. (2021) [ | Directed | 16p11.2 CNV | 16p11.2 dup, 16p11.2 deletion | MaxWell Biosystems single well | 26,400 | MFR, fraction of synchronized sensors, burst frequency, burst duration, | 2 min | 4–7 |
Figure 1Different spatiotemporal organization of spiking activity in networks with identical mean firing rates. In this didactic example, each figure panel shows a representative raster plot from four hypothetical networks with identical mean firing rates of 20 Hz (1200 spikes in 60 s). (A) A network with very little spatial distribution of activity; all 1200 spikes are recorded from a single electrode in the array. (B) Spiking activity is well distributed across all 12 electrodes, with activity primarily occurring as loosely organized tonic spiking (black) rather than clustered burst firing (blue). (C) A network with a mixture of tonic and burst firing. Low synchronization of bursts across multiple electrodes. (D) Spiking activity is highly organized into tightly synchronized network bursts.
Figure 2Spike sorting for more accurate spike-based phenotyping metrics. (A) Multiple neurons within recording range of a single extracellular electrode generate action potentials with unique waveform shapes. Note that dendrites and axons (thin longer lines) are not drawn to scale and would extend further than illustrated. By grouping spikes with similar waveform shapes into different clusters, spike sorting algorithms can separate multiunit spike trains into putative single-unit spike trains. (B) In this example, an unsorted multiunit spike with a MFR of 1.5 Hz and a mean ISI of 0.7 s is composed of three single units, each with a lower MFR of 0.5 Hz and a greater mean ISI of 2 s. (C) An example of how spike sorting may help differentiation between true MFR changes (top) versus changes in the number of active units that have been recruited into a network (bottom).
Figure 3Importance of representative raster plots in phenotypic rescue experiments. Representative raster plots from hypothetical wild-type (A) and mutant (B) networks, as well as mutant networks treated with three theoretical drug compounds (C–E). (F) Quantification of mean firing rates for each group.