Control of Production-Inventory systems of perennial crop seeds

IF 3.3 2区 计算机科学 Q2 AUTOMATION & CONTROL SYSTEMS Journal of Process Control Pub Date : 2024-11-10 DOI:10.1016/j.jprocont.2024.103330
Robbert van der Kruk , René van de Molengraft , Herman Bruyninckx , Eldert J. van Henten
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Abstract

Production planning and inventory control are essential for the logistic performance of breeding companies. In this paper, we discuss such a system for perennial crop seeds in which production during multiple years and a number of growth cycles before production starts are characteristic. Large variations in yield and demand are typical and could easily lead to shortages or excess in seed stock. Both are costly phenomena. For these reasons, production planning as currently done by seed breeders without much technical support is extremely challenging. This paper describes and models the seed production process of a breeding company and examines its impact on inventory levels. The approach involves developing a time-discrete model parameterised with historical data. Subsequently, three control schemes are formulated: a classical feedback–feedforward PID controller, a feedback–feedforward PID controller with a Smith Predictor and a Model Predictive Control scheme. The goal of this paper is to present and validate a novel seed production–inventory model. Only aged plants are destroyed after a fixed number of production cycles. The ordering of new plants is the input control variable. The model represents the multi-year seed production of perennial crop seeds and expands upon the dead-time delay model, which typically does not account for production level uncertainty in production–inventory systems. The parameters of the model create a general approach; for both annual and perennial crop seeds.
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控制多年生作物种子的生产-库存系统
生产计划和库存控制对育种公司的物流绩效至关重要。在本文中,我们将讨论这样一个多年生作物种子系统,该系统的特点是多年生产和生产开始前的多个生长周期。产量和需求量的巨大变化是典型现象,很容易导致种子库存短缺或过剩。这两种现象的代价都很高。由于这些原因,目前由育种人员在没有太多技术支持的情况下进行的生产规划极具挑战性。本文描述了一家育种公司的种子生产流程,并建立了模型,研究了其对库存水平的影响。该方法包括建立一个以历史数据为参数的时间离散模型。随后,本文提出了三种控制方案:经典的反馈前馈 PID 控制器、带有 Smith 预测器的反馈前馈 PID 控制器和模型预测控制方案。本文的目的是提出并验证一种新型种子生产库存模型。在固定数量的生产周期后,只有老化的植株才会被销毁。新植物的订购是输入控制变量。该模型表示了多年生作物种子的多年期种子生产,并扩展了死期延迟模型,该模型通常不考虑生产-库存系统中生产水平的不确定性。该模型的参数创建了一种通用方法;既适用于一年生作物种子,也适用于多年生作物种子。
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来源期刊
Journal of Process Control
Journal of Process Control 工程技术-工程:化工
CiteScore
7.00
自引率
11.90%
发文量
159
审稿时长
74 days
期刊介绍: This international journal covers the application of control theory, operations research, computer science and engineering principles to the solution of process control problems. In addition to the traditional chemical processing and manufacturing applications, the scope of process control problems involves a wide range of applications that includes energy processes, nano-technology, systems biology, bio-medical engineering, pharmaceutical processing technology, energy storage and conversion, smart grid, and data analytics among others. Papers on the theory in these areas will also be accepted provided the theoretical contribution is aimed at the application and the development of process control techniques. Topics covered include: • Control applications• Process monitoring• Plant-wide control• Process control systems• Control techniques and algorithms• Process modelling and simulation• Design methods Advanced design methods exclude well established and widely studied traditional design techniques such as PID tuning and its many variants. Applications in fields such as control of automotive engines, machinery and robotics are not deemed suitable unless a clear motivation for the relevance to process control is provided.
期刊最新文献
Safe, visualizable reinforcement learning for process control with a warm-started actor network based on PI-control A unified GPR model based on transfer learning for SOH prediction of lithium-ion batteries Control of Production-Inventory systems of perennial crop seeds Model-predictive fault-tolerant control of safety-critical processes based on dynamic safe set Numerical solution of nonlinear periodic optimal control problems using a Fourier integral pseudospectral method
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