Industrial Process Set-Point Optimization Using Autoencoder Regularization
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Solution Overview
Problem
Conventional industrial processing systems face inefficiencies and inaccuracies in optimizing operating set-points due to complex relationships between process inputs, set-points, and outputs, particularly in handling nonlinear functions and prediction uncertainties, leading to sub-optimal decision-making and operational inefficiencies.
Innovation Solution
The implementation of a machine learning-based approach that uses autoencoders and regression functions to derive a unified optimization problem, merging historical data from multiple processes to determine optimal set-points, and incorporating regularizers to mitigate model inaccuracies and handle nonlinearities, thereby improving system-wide optimization and operational efficiency.
Engineering Contradictions & Design Principles
Engineering Contradiction Analysis
1Measurement precision
If conventional optimization methods are used to determine operating set-points, then the system can operate with simple models, but the accuracy of decision-making deteriorates due to inability to handle nonlinear functions and prediction uncertainties
Solution Approach 1:
The patent introduces autoencoders as intermediary components that bridge the gap between simple optimization algorithms and complex nonlinear process relationships. The autoencoders learn latent representations of process data and provide regularized predictions that capture nonlinearities without requiring the optimization algorithm itself to be complex. This mediator enables accurate decision-making while keeping the optimization framework relatively simple.
Solution Approach 2:
The patent transforms the optimization problem by changing parameters from direct process variables to latent space representations learned by autoencoders. By encoding process data into compressed latent features and then decoding them with regularized predictions, the system can handle nonlinear relationships through parameter transformations rather than through complex optimization algorithms.
2Productivity
If historical data from multiple processes is merged to determine optimal set-points, then system-wide optimization improves, but the complexity of the optimization problem increases
Solution Approach 1:
The patent segments the system-wide optimization problem into individual process-level optimization problems. Each process has its own autoencoder that learns from its historical data, and these localized models are then coordinated through a master optimization framework. This segmentation allows system-wide optimization to benefit from merged historical data while avoiding the computational complexity of a fully integrated monolithic optimization problem.
Solution Approach 2:
The patent moves the optimization problem to another dimension by using latent space representations. Instead of optimizing directly in the high-dimensional space of all process variables, the autoencoders project data into a lower-dimensional latent space where optimization can be performed more efficiently. This dimensional transformation reduces complexity while preserving system-wide optimization capabilities.
3Reliability
If regularizers are incorporated to mitigate model inaccuracies, then prediction accuracy improves, but the computational burden increases
Solution Approach 1:
The patent applies preliminary action by training autoencoders with regularizers on historical data before the actual optimization process. The regularized autoencoders learn robust patterns and relationships from past data, capturing nonlinearities and uncertainties in advance. This preliminary learning phase reduces the computational burden during real-time optimization, as the heavy lifting of handling model inaccuracies has already been done during training.
Solution Approach 2:
The patent uses copying by creating latent space representations and regularized predictions that replicate the complex relationships in the data without requiring the full computational complexity during optimization. The autoencoders create simplified copies of the process dynamics in latent space, which can be used for fast optimization while maintaining prediction accuracy.
Data Source
AI summary
A relationship between an input, a set-point of a plurality of processes and an output of a corresponding process is learned using machine learning. A regression function is derived for each process based upon historical data. An autoencoder is trained for each process based upon the historical data to form a regularizer and the regression functions and regularizers are merged together into a unified optimization problem. System level optimization is performed using the regression functions and regularizers and a set of optimal set-points of a global optimal solution for operating the processes is determined. An industrial system is operated based on the set of optimal set-points.


