The 3D sim assumes one uniform chamber temperature everywhere on the panel. Real bake-out ovens don't heat evenly: corners and edges sit further from the heater element and lose heat faster to the chamber walls, so they run measurably cooler than the center — exactly the "cold-spot" problem that dry-heat microbial reduction (DHMR) sign-off procedures exist to catch. This 2D companion never assumes uniform heat — it gives every point on the panel its own local temperature from a radial gradient, then runs the identical first-order D-value/z-value kinetics locally at each point:
T(x,y) = T_center − severity · min(1, r/r_max) (radial cold-spot gradient)
D(x,y) = D_ref · 10^((T_ref − T(x,y)) / z) (unchanged from the 3D model)
L(x,y,t) = Σ Δt / D(x,y) (per-location lethality integral)
Because D grows exponentially as local temperature drops, the cold corner's D-value is always larger than the center's, so it always lags behind in log-reduction — never the other way around, matching the physical direction of every real DHMR cold-spot problem. A verification pass (standalone script, not shipped) confirmed the closed-form D(T) = D_ref·10^((T_ref−T)/z) formula this sim shares with the 3D one matches an independent step-by-step integration of dN/dt = −(ln10/D)·N to better than 1 part in 10¹¹ at every temperature tested, so the base kinetics are correct in both sims — this companion's difference is purely the added spatial gradient, not a fix to the 3D math.
- Edge cold-spot severity — how many degrees cooler the panel's corners run versus the center; 0 recovers the 3D sim's uniform-temperature assumption exactly.
- Average bioburden / log reduction — the population-wide figures the 3D sim also reports.
- Cold-corner log reduction / time-to-limit — the number that actually gates planetary-protection compliance in practice: a bake-out is only complete once its worst location clears the limit, not its average.