Reducing the environmental footprint and increasing efficiency of hydrocarbon production as well as geological sequestration of carbon dioxide (CO2) through optimally selected and operated fewer wells is crucial for cleaner and more sustainable energy transition. We describe a parallel subsurface field-development optimization (SFDO) platform with novel components. SFDO enables the optimization of well-locations/-trajectories (WLO), controls (WCO), and both jointly (WLO–WCO). All objective function computations are performed in parallel at a given iteration in SFDO.The novel distributed quasi-Newton (DQN) optimizer is an important new element in accelerating SFDO. DQN is developed using a multi-threaded optimization paradigm that utilizes high-performance computing (HPC) to distribute an ensemble of optimization threads. By operating its threads in parallel within a single optimization run, DQN efficiently identifies multiple distinct local optima of the objective function. DQN tracks and updates a common input-output (training) data set by recording the responses from successful simulation runs. The support-vector regression (SVR) method is used to approximate the Hessian matrix while objective function gradients are estimated analytically using SVR-computed sensitivities.The DQN implementation inside SFDO is extensively tested and validated in this work. We first validate DQN using a synthetic test case with a pre-computed solution. DQN incurs fewest number of simulations, and thus, the shortest run time while successfully finding the global optimum. For the first time in the literature, we show that DQN is more effective than alternative methods in problems involving WCO and WLO–WCO. Then, we report on DQN's performance against alternative techniques in four realistic applications, namely on a WLO problem for environmental footprint reduction and a novel WLO–WCO application for the geological sequestration of CO2 involving a novel take on WLO with deforming well trajectories. Finally, we describe two realistic WLO problems in which the well count is also optimized in addition to the well locations. One of these applications is for heater-well pattern optimization for an innovative unconventional thermal recovery method. DQN finds local optima by incurring a significantly lower computational cost in comparison to alternative methods. Results of the field tests support the advantageous qualities of DQN previously observed in synthetic tests. We conclude that SFDO accelerated with DQN helps increase the efficiency and reduce the footprint of realistic field-scale developments.
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