Data-driven models are essential tools for the development of surrogate models that can be used for the design, operation, and optimization of industrial processes. One approach of developing surrogate models is through the use of input-output data obtained from a process simulator. To enhance the model robustness, proper sampling techniques are required to cover the entire domain of the process variables uniformly. In the present work, Monte Carlo with pseudo-random samples as well as Latin hypercube samples and quasi-Monte Carlo samples with Hammersley Sequence Sampling (HSS) are generated. The sampled data obtained from the process simulator are fitted to neural networks for generating a surrogate model. An illustrative case study is sol...
AbstractSurrogate modeling uses cheap “surrogates” to represent the response surface of simulation m...
While attaining the objective of online optimization of complex chemical processes, the possibility ...
Peer Reviewedhttp://deepblue.lib.umich.edu/bitstream/2027.42/76133/1/AIAA-2006-7047-645.pd
In this thesis, a surrogate model is aimed to be constructed for the separation-refrigeration (S-R) ...
Funder: Chinese Scholarship CouncilFunder: Cambridge Trust; Id: http://dx.doi.org/10.13039/501100003...
While attaining the objective of online optimization of complex chemical processes, the possibility ...
Advancements in the process industry require building more complex simulations and performing comput...
Surrogate modeling is an efficient alternative for computation-intensive process simulations in engi...
Implementation of online optimization and control of complex processes near impossible in given time...
Surrogate models, capable of emulating the robust first principle based models, facilitate the onlin...
In this contribution, we propose an algorithm for replacing non-linear process simulation integrated...
The increasing amount of variables to be accounted for in chemical processes optimization and the ne...
Using surrogate approximations (e.g. Kriging interpolation or artifical neural networks) is an estab...
In chemical process engineering, surrogate models of complex systems are often necessary for tasks o...
Multi-objective optimisation (MOO) of super-structured process designs are expensive in CPU- time be...
AbstractSurrogate modeling uses cheap “surrogates” to represent the response surface of simulation m...
While attaining the objective of online optimization of complex chemical processes, the possibility ...
Peer Reviewedhttp://deepblue.lib.umich.edu/bitstream/2027.42/76133/1/AIAA-2006-7047-645.pd
In this thesis, a surrogate model is aimed to be constructed for the separation-refrigeration (S-R) ...
Funder: Chinese Scholarship CouncilFunder: Cambridge Trust; Id: http://dx.doi.org/10.13039/501100003...
While attaining the objective of online optimization of complex chemical processes, the possibility ...
Advancements in the process industry require building more complex simulations and performing comput...
Surrogate modeling is an efficient alternative for computation-intensive process simulations in engi...
Implementation of online optimization and control of complex processes near impossible in given time...
Surrogate models, capable of emulating the robust first principle based models, facilitate the onlin...
In this contribution, we propose an algorithm for replacing non-linear process simulation integrated...
The increasing amount of variables to be accounted for in chemical processes optimization and the ne...
Using surrogate approximations (e.g. Kriging interpolation or artifical neural networks) is an estab...
In chemical process engineering, surrogate models of complex systems are often necessary for tasks o...
Multi-objective optimisation (MOO) of super-structured process designs are expensive in CPU- time be...
AbstractSurrogate modeling uses cheap “surrogates” to represent the response surface of simulation m...
While attaining the objective of online optimization of complex chemical processes, the possibility ...
Peer Reviewedhttp://deepblue.lib.umich.edu/bitstream/2027.42/76133/1/AIAA-2006-7047-645.pd