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Definitive Screening Design on IDBV
Team: E. Romeu, M. Karagueuzian March 24, 2015 Discovery Summit JMP
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Agenda Background Danaher and Beckman-Coulter quick overview
Introduction Objective Format of the assay Results Comparison of lots A and B Comparison of Design of Experiments selection of DSD DOE analysis on lots A and B: comparison of models Confirmatory test on lot A Conclusion
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Background Danaher is a group of 30 OpCos (operating companies)
associates 17 billions dollars revenue Beckman-Coulter is part of the Life Science and Diagnostic branch of Danaher representing 2 OpCos (operating companies) associates 4 billions dollars revenue Which customers are Hospital, Physician Labs Reference and Government Labs Biopharma Research institutes
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Objective This work will emphasize the use of DSD for selecting the best protocol during Development of an immunoassay It will highlight the benefit in terms of time and material Objective: Select the best lot of protein for further testing Understand why we’ve seen unexpected differences between lots Remove confusion (give sense to weird results) Restore confidence between stakeholders Constraints: Limited amount of material (protein) Limited time/resources for testing (multiple proteins and peptides to evaluate)
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Y Y Y Y Y Y Y Format of the assay Factors of the DSD
Coating of Protein pH of buffer [ Glycerol ] 200µL [ Protein ] Y Y Assay Step 1 Step 2 Step 3 3x wash Y 30, 60 or 90min 37°C 200µL serum (blood sample) Y 3x wash Y 1 hour 37°C 200µL [Biotinylated - Peptide] Y substrate 30 min 37°C 3x wash Y 200µL [Streptavidin-ALP] Read at 405 and 450 nm
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Coating and assay steps
Intensive wet work: Coating and assay steps 3 x Wash Reading
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Comparison of the 2 lots of protein
Signal / Noise ratio During the assay developpment: Selection of protein/peptide Format of the assay (incubation time, volumes, quantities, …) Formulation, … R&D faced an issue in reproducibility of experiments while using 2 lots of the same recombinant Protein. Lot B Lot A It was decided to perfom additional experiments with the 2 lots to understand if the issue came from true difference between lots (unexpected) human error environment
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Design of Experiments: usual approaches
At the time of selecting the appropriate design of experiment we had the choice between classical one-factor-at-a-time, which requires 13 conditions (three levels of each factor, the centre point being the same for all factors) and DOEs (32 to 64 conditions)
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Design of Experiments: usual approaches vs. DSD
# conditions Main factor 2nd order higher order Quadratic OFAT 13 Yes No Full Factorial 64 Fractional Factorial 32 Response Surface Design (CCD orthogonal or Box-Behnken) 53-54 DSD DSD # trials: Even #factors: 2m+1 Odd #factors : 2m+3 Compared to OFAT, with the same number of conditions we get the interactions and quadratic terms. Compared to RSD, with 4 times less conditions we get the « same » level of information.
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DSD: outputs and analysis methodology
Design # factors # conditions Samples tested Measurement DSD 6 13 * Positive sample: undiluted and diluted * Negative sample OD at 405 and 450 nm Lot Outcome Outputs Model R² adj Lot A Variability Pooled variance component on √CV% Stepwise 0.96 Signal/Noise Positive Undiluted / Negative (450 nm) Stepwise (simplified) 0.997 Positive Diluted / Negative (450 nm) Sequential 0.94 Lot B 0.87 0.998 0.996 We mostly used the Stepwise methodology. We validated our models on Signal/Noise with the RMSE.
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CV on Signal: example on lot A
CV needs transformation (√CV) to get a nearly normal distribution for further ANOVA analysis.
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√CV on Signal: ANOVA on lot A
ANOVA shows that √CV is not statistically different whatever the Sample (Positive diluted-undiluted, negative) Wavelenght of measurement (405 or 450 nm) Intensity of signal (OD) Consequently we decided to pool the variance component (3 samples, 2 wavelenghts) for further DSD analysis.
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√CV on Signal: DSD on lot A on pooled variance
The DOE analysis preformed through a Stepwise process gave a model with 3 main factors three 2nd order interactions 1 higher order interaction We’ll go in deeper analysis later in the presentation.
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Positive Undiluted / Negative: DSD on lot A
The complexicity of the model is efficiently captured by the Stepwise methodology. The model is « validated » by the evaluation of residual error. RMSE/Mean = 2.6% while mean CV = 2.23% on previous analysis
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Summary of all Outputs on Lot A
Focusing on Maximizing Signal / Noise ratio we are able to select the optimum condition for further testing. Note: we did not use « Maximize Desirability » function as we take into account other informations.
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Summary of all Outputs on Lot B
For Lot B the main driver is increasing Glycerol. However we need to reduce its concentration for technical issues (viscosity/pipeting) which impair the optimization.
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Comparison of the 2 lots of protein: Signal / Noise (undiluted)
The main differences between the 2 lots are due to different drivers Lot A: Coating rate and SA-ALP play the main role, with an unexpected quadratic effect on Coating rate Lot B: Glycerol plays the main role
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Comparison of the 2 lots of protein: Signal / Noise (undiluted)
Lot A Lot B The main differences between the 2 lots are due to different interactions: Lot A: Coating Rate x SA-ALP Lot B: Glycerol x Coating rate
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Lot A: confirmatory test
√CV CV% DSD predicted value: 1.83% (1.46%-2.24%) Confirmatory test: 1.91% Signal DSD predicted value: 1.09 ( ) Confirmatory test: 0.95 Noise DSD predicted value: ( ) Confirmatory test: 0.042 DSD predicted value: 28.6 ( ) Confirmatory test: 22.67 Signal/Noise
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Conclusion The use of DSD helps us
Understanding true differences between the 2 lots of proteins Save time and money Restore confidence between stakeholders
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