in silico
Phase 1: In Silico Validation
- Objective
- To determine if the proposed source-sink architecture with unidirectional gene flow can theoretically produce the predicted ≥2.5-fold yield increase and maintain genetic stability, before committing to wet-lab work. This phase will also identify critical parameter regimes (e.g., conjugation rate, kill-switch efficiency) that must be met for the system to work.
- Estimated cost
- €500-2000
- Estimated duration
- 4-6 weeks
- Success criteria
- Predicted yield fold-change (low migration vs. homogeneous) · ≥2.5-fold increase in simulated volumetric yield at 500 hours · (Direct output of the computational model (simulated g/L of target metabolite))
- Plasmid-carrying fraction in the sink · >90% in the low-migration simulation · (Model output tracking the proportion of sink cells with the production plasmid)
- Model stability · The model must not show population collapse (extinction of either population) for the low-migration condition at the target selection pressure. · (Simulation output showing population sizes remain above a minimum threshold (e.g., >10^3 cells/mL) for the entire 500-hour run.)
- Go if
- The model predicts a ≥2.5-fold yield increase for the low-migration condition, and the plasmid-carrying fraction in the sink remains >90% for at least one parameter set within the specified ranges (m=0.001, selection=1.0-2.0 g/L).
- No-go if
- The model predicts that the system is unstable (population collapse) or that the yield increase is <2-fold across all parameter combinations tested.
- Pivot if
- The model predicts that the yield increase is only achievable with an unrealistically high conjugation rate (γ > 0.1) or an extremely low mutation rate (μ < 10^-9). In this case, we will pivot to explore alternative mechanisms, such as a different kill-switch design or a different production pathway with a lower fitness cost.
- Risks
- The model is too simplistic and misses key biological complexities (e.g., metabolic burden, spatial heterogeneity).Probability: mediumMitigation: We will use a multi-scale approach, starting with a simple ODE model and progressively adding stochasticity and spatial structure if the initial results are promising. We will also validate the model against known experimental data from the literature.
- The parameter space is too large to explore exhaustively.Probability: lowMitigation: We will use Latin Hypercube Sampling and sensitivity analysis (e.g., Sobol indices) to efficiently explore the parameter space and identify the most influential parameters.
- The model predicts a positive result, but this is an artifact of unrealistic assumptions about the kill-switch or conjugation efficiency.Probability: mediumMitigation: We will explicitly model the kill-switch as a probabilistic event (with a defined efficiency, e.g., 99.9%) and conjugation as a rate that depends on cell density. We will also test the model’s robustness to these assumptions.