Measurement-based optimization schemes have been developed to deal with uncertainty and process variations. One of the methods therein, labeled NCO tracking, relies on appropriate parameterization of the input profiles and adjusts the corresponding input parameters using measurements so as to satisfy the necessary conditions of optimality (NCO). The applicability of NCO-tracking schemes has been demonstrated on several academic-size examples. The goal of this paper is to show that it can be applied with similar ease to more complex real-life systems. Run-to-run optimization of a batch reaction-separation system with propylene glycol is used for illustration
A batch process is characterized by the repetition of time-varying operations of finite duration. Du...
Abstract — In the framework of process optimization, the use of measurements to compensate the effec...
Batch processes are common in the pharmaceuticals, specialty and fine chemicals industries. Unlike c...
Measurement-based optimization schemes have been developed to deal with uncertainty and process vari...
Dynamic optimization of batch processes has attracted more attention in recent years since, in the f...
Optimization in the process industry has received a lot of attention in recent years because, in the...
The context of this paper is the use of process measurements to optimize batch processes in the pres...
The optimization of batch processes has attracted attention in recent years because, in the face of ...
This chapter presents recent developments in the field of process optimization. In the presence of u...
For the optimization of dynamic systems, it is customary to use measurements to combat the effect of...
In the batch process industry, the available models carry a large amount of uncertainty and can seld...
Abstract: This paper presents a new measurement-based optimization framework for batch processes, wh...
NoSince batch reactors are generally applied to produce a wide variety of specialty products, there ...
The most prominent example of process intensification by process integration is reactive distillatio...
A novel algorithm for solving nonlinear discrete time optimal control problems with model-reality di...
A batch process is characterized by the repetition of time-varying operations of finite duration. Du...
Abstract — In the framework of process optimization, the use of measurements to compensate the effec...
Batch processes are common in the pharmaceuticals, specialty and fine chemicals industries. Unlike c...
Measurement-based optimization schemes have been developed to deal with uncertainty and process vari...
Dynamic optimization of batch processes has attracted more attention in recent years since, in the f...
Optimization in the process industry has received a lot of attention in recent years because, in the...
The context of this paper is the use of process measurements to optimize batch processes in the pres...
The optimization of batch processes has attracted attention in recent years because, in the face of ...
This chapter presents recent developments in the field of process optimization. In the presence of u...
For the optimization of dynamic systems, it is customary to use measurements to combat the effect of...
In the batch process industry, the available models carry a large amount of uncertainty and can seld...
Abstract: This paper presents a new measurement-based optimization framework for batch processes, wh...
NoSince batch reactors are generally applied to produce a wide variety of specialty products, there ...
The most prominent example of process intensification by process integration is reactive distillatio...
A novel algorithm for solving nonlinear discrete time optimal control problems with model-reality di...
A batch process is characterized by the repetition of time-varying operations of finite duration. Du...
Abstract — In the framework of process optimization, the use of measurements to compensate the effec...
Batch processes are common in the pharmaceuticals, specialty and fine chemicals industries. Unlike c...