Page 55 - FoodFocusThailand No.246 October 2026
P. 55

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                     OPTIMIZING FOOD PRODUCTION
                     PROCESSES USING MODELING AND


                     MACHINE LEARNING



                     In food manufacturing, the “best” machine settings do not always yield the “best” overall outcomes.
                     A dryer may consume less energy per hour yet increase costs per kilogram because drying takes longer
                     and more products are downgraded. Similarly, increasing the speed of an extruder may boost production
                     output at the machine level, but the subsequent cooling and packaging stages may be unable to handle
                     the increased volume.



                        Numbers that look favorable at one point in the process   lies in combining these principles with continuously changing
                     may not reflect the overall efficiency of the system and may   data, enabling manufacturers to select operating conditions,
                     conceal losses occurring at other stages. Thus, process   design experiments, and make decisions at the right time
                     optimization  should  not  ask,  “What  settings  should   (Erdoğdu, 2009; Vassiliadis et al., 2020).
                     machines operate at?” but rather, “What outcomes must the
                     factory achieve, and under what constraints?”       From DOE and RSM
                                                                         to Bayesian Optimization (BO)
                     From Machine Optimization to System-wide            Plants that already use Design of Experiments (DOE) and
                     Optimization                                        Response Surface Methodology (RSM) have a foundation for
                     Process  optimization  begins  by  clearly  defining  three   advanced optimization. These methods reveal interactions
                     factors: decision variables, objective function, and system   among variables; for example, temperature effects may
                     constraints. The objective is not simply reducing energy or   depend on raw material moisture, rather than acting as an
                     maximizing production rate but maximizing incremental profit   independent effect of each variable. However, a limitation is
                     per production hour. This requires revenue from products   that experiments in plants are costly, involving raw materials,
                     meeting quality requirements, minus costs of raw materials,   machine downtime, and waiting time for analysis results.
                     energy, waste, cleaning, and other expenses, while meeting   Predetermined plans can be expensive.
                     safety requirements.                                   Bayesian  Optimization  (BO)  offers  an  alternative
                        Therefore,  reducing  electricity  costs  alone  may  not   approach. BO builds a surrogate model predicting outcomes
                     create  value  if  it  results  in  increased  waste.  Likewise,   and quantifying uncertainty, then selects the next experiment
                     producing more products only creates real value when there   by balancing promising regions with unexplored ones. As
                     is sufficient market demand to support them. This concept   new data become available, the model is updated and the
                     shifts optimization from focusing on the efficiency of individual   next experimental point is selected again. This allows the
                     machines to evaluating the overall process outcome—from   experimental process to learn iteratively rather than requiring
                     raw materials to finished products that meet quality standards   all experimental points to be fixed in advance.
                     and deliver real value. The advancement of technology today

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         52-56_Source of Engineer_Ravis.indd   55                                                                    22/9/2569 BE   19:16
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