When (sigma _h/leftlangle w rightrangle =0.1), which resulted in (sigma _{Theta }=0.031), the 25 and 75%% quantiles of the distribution of the ratio of reservoir life to the reservoir life of the base case are equal to 0.83 and 1.16, respectively.
The ROI of Spirulina maxima case equaled to 86.92%, while in case of Microcystis aeruginosa was −56.5%.
For each age and T-score combination, a patient's risk of breast cancer was assumed in the base case to be equal to the population mean and varied in sensitivity analyses.
By changing these factors, and depending on the shape of the obstacle, it was found that the sweep efficiency upstream of an obstacle can be enhanced by up to 260%% when compared to the base case of equal volumetric flow through the injectors.
As a base case, an equal volumetric flow rate of 65 m3/day was allotted to each injector, the total water injection rate therefore sums up to 130 m3/day for both wells.
However, because the start age was set to 65 years in the base case, i.e. equal to the retirement age in Sweden, indirect costs were deemed to be negligible and thus only direct costs were considered in this model.
Analyses were run with α equal to 1. Populations were simulated with Minor Allele Frequency in the base populations equal to 0.40.
The Hurst coefficient (zeta) is equal to 0.8, the wellbore spacing L/ 2R) is equal to 0.4, and the base case production temperature (Theta _{p,0}) is equal to 0.8 (reference value of no aperture variations).
As can be seen, in all cases, first yielding appears at a lateral load (base shear) approximately equal to 5460 kN.
Furthermore, the base case situation, which corresponds to an equal volumetric flow rate injection, shows that the sweep efficiency increases as the distance between the obstacle and the injection points increases, and it plateaus at around 30%%.
