Submitted:
03 August 2023
Posted:
04 August 2023
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Abstract
Keywords:
1. Introduction
2. Methods for Improving Monitoring and Control in Smart Greenhouses
2.1. Classical control approaches
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- ON/OFF control

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- Proportional Integral Derivative (PID) control
2.2. Advanced control approaches
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- Model Predictive Control (MPC)
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- Adaptive control
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- Robust control
2.3. Intelligent control approaches
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- Fuzzy Logic Control (FLC)
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- Artificial neural networks (ANN)
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- Particle swarm optimization (PSO)
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- Genetic algorithms (GA)

| Methods | Advantages | Limitations and Challenges | |
|---|---|---|---|
| Classical control Methods | ON/OFF control |
Simplicity: ON/OFF control is simple to implement and requires minimal computing resources. Energy savings: ON/OFF control enables efficient energy saving by activating or deactivating control devices as required, thus reducing energy consumption during periods of stability. Cost-efficiency: ON/OFF control is a cost-effective solution, which makes it accessible to greenhouse operators with limited resources. Reliability: ON/OFF controllers provide reliability and have been widely used in various industries, with a proven track record of performance. |
Hysteresis: With ON/OFF control, the control output may oscillate around the setpoint because of switching thresholds, which might affect stability and accuracy. Overshoot and Settling Time: The discrete nature of ON/OFF control can lead to overshooting when switching occurs, resulting in a prolonged settling period before the system reaches stability at the desired setpoint. Limited Precision: When compared to more advanced control systems, ON/OFF control may exhibit greater fluctuations around the setpoint, resulting in less precise regulation of environmental conditions. Handling Nonlinearities: The basic ON/OFF control mechanism may encounter challenges in effectively managing nonlinear behaviors and intricate interactions within the greenhouse system. |
| PID control |
Simplicity: The PID controller’s algorithm is easy to understand and implement, making it accessible for greenhouse operators with varying levels of expertise. Robustness: PID control exhibits robust performance, effectively handling disturbances and uncertainties commonly encountered in greenhouse environments. Reliability: PID controllers have been extensively used in industrial settings and have a long-standing reputation for reliability and stability in controlling various systems. Adaptability: PID parameters can be tuned and adjusted to suit different greenhouse setups, crop types, and desired environmental conditions, allowing for flexibility and customization. |
Non-linearities: greenhouse environments present non-linear behaviors, such as time-varying dynamics and coupling effects, which can limit PID controller performance. Setpoint changes: A PID controller may experience transient responses and significant delays when adapting to sudden setpoint changes. External disturbances: PID control’s ability to maintain desired conditions may be affected by environmental disturbances, such as weather fluctuations or equipment failure. Wind-up effects:PID control’s integral term can lead to wind-up effects, thus causing overshoot and instability in the system. |
|
| Advanced control Methods | MPC Control |
Dynamic adaptability: MPC considers the dynamic behavior of the greenhouse system involved and adapts control actions in real-time, which means it is ideally suited to the management of complex, time-varying dynamics. Optimal control: allows MPC to optimize control actions over a prediction horizon, considering constraints and objectives, resulting in improved performance and energy efficiency. Robustness: for robust and reliable control under variable operating conditions, MPC can handle system uncertainties, disturbances, and model inaccuracies. Flexibility: MPC can solve multivariable control problems, enabling simultaneous regulation of several environmental parameters in order to achieve optimal growing conditions. |
Model accuracy: MPC requires precise mathematical models of the greenhouse system, and any discrepancies between the model and the real system can affect control performance. Computational complexity: MPC requires an optimization problem to be solved at each time step, so it can be computationally demanding, requiring efficient algorithms for real-time implementation. Model updating: Greenhouse system dynamics can change over time, making periodic model updates necessary to guarantee accurate predictions and monitor performance. |
| Adaptive control |
Adaptability: It can adapt to varying operating conditions, enabling effective control to be maintained even in the presence of uncertainties and changes in greenhouse dynamics. Robustness: it can handle uncertainties and model disturbances, guaranteeing reliable control performance against unpredictable factors. Energy efficiency: Adaptive control can minimize energy consumption while maintaining desired climatic conditions, by continuously optimizing control actions based on real-time feedback. Fault tolerance: It can detect and compensate for greenhouse system faults or deviations, improving system resilience and reducing crop losses. |
Model complexity: It can be difficult to develop accurate mathematical models that capture the complex dynamics and interactions within the greenhouse system. Adaptation rate: control algorithm adaptation rates must be carefully tuned to strike a balance between responsiveness and stability. Sensor selection and reliability: adaptive control relies on accurate and reliable sensor measurements, requiring careful sensor selection and maintenance. |
|
| Robust control |
Stability: Reliable control techniques ensure stability in the presence of uncertainties and disturbances, avoiding system instabilities and guaranteeing reliable performance. Performance:With robust control, desired control objectives can be achieved in the presence of uncertainties, providing accurate and robust regulation of greenhouse climatic variables. Adaptability: Designed to control a wide range of uncertainties and disturbances, robust control is suitable for variable greenhouse conditions and dynamic operating environments. Fault tolerance: Robust control is able both to detect and compensate for faults or deviations occurring in the greenhouse system, providing system resilience, and minimizing crop losses. |
Modeling uncertainties: It can be difficult to accurately characterize and model uncertainties in the greenhouse system, which requires robust control design methods that account for a wide range of uncertainties. Controller complexity: robust control designs may require a lot of computation and detailed system models, which can pose challenges in real-time implementation and practical application. Sensitivity to modeling errors: the performance of robust controls can be affected by modeling errors and mismatches between assumed uncertainties and actual system behavior. |
|
| Intelligent control Methods | Fuzzy logic control |
Non-linearity management: fuzzy logic control can handle non-linearities and complex relationships involving input and output variables, thus enabling it to be adapted to greenhouse systems with non-linear dynamics. Linguistic representation: fuzzy logic control enables the intuitive, human representation of control rules, making it easier to interpret and understand control strategies. Integration of expert knowledge: fuzzy logic control can integrate expert knowledge and experience into control design, leveraging domain expertise for effective control strategies. |
Designing the rule base: building an appropriate rule base for fuzzy logic control requires specialized knowledge and careful consideration of the system’s behavior and objectives. Membership function design: it can be difficult to design membership functions that accurately represent the system’s input and output variables and require careful iterative refinement. System complexity: increasing the complexity of the greenhouse system, the design and tuning of fuzzy logic control may be more complex and more computationally demanding. |
| Artificial Neural Networks |
Non-linear modeling: ANNs are able to capture and model the non-linear relationships and dynamics inherent in greenhouse systems, that make them suitable for monitoring and controlling complex, non-linear climate variables. Adaptive learning: It can adapt and learn from environmental feedback, enabling them to adjust control strategies in real time in response to changing conditions. Data-driven approach: they use historical data to learn patterns and relationships, which enables them to generalize control strategies on the basis of previous experience. Fault tolerance: ANNs can handle sensor failures or noisy data using redundancy and distributed processing. |
Availability of training data: Adequate and representative training data are essential for developing accurate and reliable ANN models. It can be difficult to obtain complete and diverse data sets in greenhouses. Model complexity and interpretability: complex ANN architectures will be difficult to interpret, which makes it hard to understand the underlying decision-making process. Over-fitting and generalization: precautions must be taken to avoid over-fitting, where the network becomes too specialized for training data and performs poorly on new or unseen data. |
|
| Particle Swarm Optimization |
Global search capability: its ability to explore the global search space enables PSO to find optimal or near-optimal solutions, also in highly non-linear and complex greenhouse control problems. Adaptive and dynamic optimization: in response to changing environmental conditions, PSO can dynamically adapt its search behavior, adapting it to real-time control in dynamic greenhouse systems. Fast convergence: In many applications, PSO algorithms converge relatively quickly, enabling efficient optimization and control adjustments in real-time applications. Noisy environment robustness: with its population approach and exploration-exploitation balance, PSO is robust to the noisy and uncertain sensor data frequently encountered in greenhouse environments. |
Parameter tuning: the selection of appropriate PSO algorithm parameters, such as inertia weight swarm size and acceleration coefficients, can have a significant impact on both optimization performance and convergence speed. Premature convergence: premature convergence can occur when the swarm is trapped in local optima and fails at exploring the entire search space. In order to overcome this challenge, careful parameter tuning, and exploration strategies are essential. Computational complexity: as the number of control variables and the complexity of the optimization problem increase, so do the computational requirements of PSO. For greenhouse control applications on a large scale, efficient implementation techniques need to be considered. |
|
| Genetic Algorithms |
Global search capability: they can explore the search space on a global scale, enabling them to find optimal or near-optimal solutions, even in complex, highly non-linear greenhouse control problems. Adaptive and dynamic optimization: they can adapt their population to changing environmental conditions, which makes them suitable for real-time control in dynamic greenhouse systems. Robustness to local optima: GAs use population-based search, avoiding trapping in local optima and allowing exploration of diverse solutions. Constraint management: GA systems can incorporate constraints on control variables, such as maximum and minimum limits, thus ensuring that the solutions generated satisfy the operational constraints of the greenhouse system. |
Parameter tuning: the selection of appropriate GA parameters, such as crossover and mutation rates, population size, and selection mechanisms, can have a significant impact on optimization performance and speed of convergence. Computational complexity: GAs can be computationally intensive, particularly for problems involving large-scale greenhouse control with a high number of control variables and complex fitness functions. Therefore, it is important to consider efficient implementation techniques. Speed of convergence: Many generations may be required to converge on an optimal solution, and premature convergence may occur. It is essential to balance exploration and exploitation through rigorous selection mechanisms and operator choices. |
|
3. Greenhouse Towards Near Zero Energy Consumption
4. Conclusions
Author Contributions
Funding
Institutional Review Board Statement
Informed Consent Statement
Data Availability Statement
Acknowledgments
Conflicts of Interest
Nomenclature
| AI | Artificial Intelligence | MPC | Model Predictive Control |
| ANN | Artificial Neural Networks | MPPT | Maximum Power Point Tracking |
| ANN | Artificial Neural Networks | NN | Neural Networks |
| BP | Back Propagation | NNOC | NN-approximation–based Optimal Control |
| CAAC | Control Allocation based Adaptive Control | NZE | Net Zero Energy |
| CCHP | Combined Cooling, Heating, and Power | nZEG | net-Zero Energy Greenhouses |
| CEMPC | Certainty Equivalent MPC | NZESG | Net Zero Energy Solar Greenhouse |
| CGP | Crop Growth Process | OSC | Organic Solar Cells |
| CSGs | Chinese Solar Greenhouses | PBT | Profit Before Tax |
| PKDDRMPC | Data-Driven Robust Model Predictive Control | PCA | Principal Component Analysis |
| DDRMPC | Data-Driven Robust Predictive Control Model | PCM | Phase Change Materials |
| DSS | Decision Support System | PID | Proportional, Integral, Derivative |
| EES | Engineering Equation Solver | POLY | Polynomial |
| EMPC | Economic Model Predictive Control | PSGH | Passive Solar Greenhouse |
| Ess | Steady State Error | PSO | Particle Swarm Optimization |
| EWCF | Energy-Water-Carbon-Food Nexus | PV | Photovoltaic |
| EXP | Exponential | PVT | Photovoltaic Thermal |
| FLC | Fuzzy Logic Control | RBF | Radial Basis Function |
| GA | Genetic Algorithms | REI | Rural Energy Internet |
| GCP | Greenhouse Control Process | RH | Relative Humidity |
| HPS | High-Pressure Sodium | RMPC | Robust MPC |
| HVAC | Heating, Ventilation and Air Conditioning | RMSE | Root Mean Square Error |
| ICT | Information and Communication Technologies | RNN | Recurrent Neural Network |
| IFACS | Intelligent Fuzzy Auxiliary Cognitive System | SCC | Social Cost of Carbon |
| IoT | Internet of Things | SISO | Single-Input Single-Output |
| IT | Information Technology | STES | Sensitive Thermal Energy Storage |
| ITO | Indium Tin Oxide | SVC | Support Vector Clustering |
| KDE | Kernel Density Estimation | SVR | Support Vector Regression |
| LCC | Life Cycle Cost | TAK | Title, Abstract, and Keywords |
| LED | Light Emitting Diode | TES | Thermal Energy Storage |
| LM | Levenberg-Marquardt | TES | Thermal Energy Storage |
| MAE | Mean Absolute Error | VFD | Variable Frequency Drive |
| MGABP | Multi-Generation Genetic Algorithm Back Propagation | Wi-Fi | Wireless Fidelity |
| MIMO | Multi-Input Multi-Output | WSNs | Wireless Sensor Networks |
| MLP-NN | Multilayer Perceptron Neural Network | ZigBee | Zonal Intercommunication Global-standard |
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