| Literature DB >> 27600238 |
Astrid Wachter1, Stephan Bernhardt2, Tim Beissbarth3, Ulrike Korf4.
Abstract
Mastering the systematic analysis of tumor tissues on a large scale has long been a technical challenge for proteomics. In 2001, reverse phase protein arrays (RPPA) were added to the repertoire of existing immunoassays, which, for the first time, allowed a profiling of minute amounts of tumor lysates even after microdissection. A characteristic feature of RPPA is its outstanding sample capacity permitting the analysis of thousands of samples in parallel as a routine task. Until today, the RPPA approach has matured to a robust and highly sensitive high-throughput platform, which is ideally suited for biomarker discovery. Concomitant with technical advancements, new bioinformatic tools were developed for data normalization and data analysis as outlined in detail in this review. Furthermore, biomarker signatures obtained by different RPPA screens were compared with another or with that obtained by other proteomic formats, if possible. Options for overcoming the downside of RPPA, which is the need to steadily validate new antibody batches, will be discussed. Finally, a debate on using RPPA to advance personalized medicine will conclude this article.Entities:
Keywords: antibody; cancer; immunoassay; reverse phase protein array; reverse phase protein arrays (RPPA); signaling pathways
Year: 2015 PMID: 27600238 PMCID: PMC4996411 DOI: 10.3390/microarrays4040520
Source DB: PubMed Journal: Microarrays (Basel) ISSN: 2076-3905
Figure 1Reverse phase protein arrays (RPPA) experimentation involves (A) printing of samples in a neatly organized array format onto, for example, nitrocellulose-coated glass slides; (B) Incubation with a highly, target-specific primary antibody to detect proteins-of-interest, or a certain phosphorylation sites; (C) Signal detection of the primary antibody is commonly performed by fluorescence, chemiluminescence or colorimetric methods; (D) Target intensities are quantified after scanning and analyzing signal intensities of individual spots; (E) Data processing and quality control can be performed with the R-package RPPanalyzer (Table 1), for example.
Non-commercial software tools for RPPA data processing/analysis.
| Tool | Implemented Quantification Methods | Implemented Normalization Methods | Accessibility | Comments | References |
|---|---|---|---|---|---|
| Supercurve | 3 parameter logistic “SuperCurve” model, non-parametric model of Hu | variable slope normalization of Neeley | [ | classifier for quality control of RPPA of Ju | - |
| Normacurve | “SuperCurve” extension model: Non-parametric model of Hu | R package [ | no package documentation available | [ | |
| Rppanalyzer | linear model, serial dilution curve of “Zhang | normalization with total protein dye, housekeeping protein normalization, median normalization, protein quantification assays | R package (CRAN, R-Forge) | wrapper function to “SuperCurve” model available | [ |
| Rppapipe | - | - | web-based platform, R package (Bioconductor) | tool for analysis of pre-quantified and normalized datasets | [ |
| Reverse Phase Protein Microarray Analysis Suite | - | normalization by a single normalizer or the geometric mean of several selected normalizers | VBA Excel macro | registration necessary | [ |
| Miracle | 3 parameter logistic “SuperCurve” model, logistic model of Tabus | median loading, variable slope normalization of Neeley | web application, R package “Rmiracle” (GitHub) | significance of relative sample differences by Dunnett’s test [ | [ |
Figure 2Parametric and non-parametric approaches for protein quantification in RPPA data sets. While parametric approaches employ pre-defined functions to describe the relationship between measured expression levels and protein concentration, non-parametric approaches are comparably more data-adaptive and use e.g., protein-specific response curves.
Figure 3Serial dilution curve. (A) In the serial dilution plot the observed signal is plotted against the observed signal at the next dilution step. Dilution series which are very close or identical with the identity line indicate quality problems, as the dilution series fails to generate lowered signals. a and M are the intersection points at background level and saturation level, respectively; (B) Example of dilution curves from four samples with different initial concentrations. The dilution steps remain constant; (C) Simulated RPPA data generated with the Sips model as presented in Zhang et al. [23]; (D) Serial dilution curve for simulated data shown in (C). The continuous (blue) line corresponds to the serial dilution curve. The dashed (black) line represents the identity line. Scripts for plot generation were taken from [23].