Quantum and Nonlinear Metamaterials for the Optimization of Greenhouse Covers
Abstract
1. Introduction
- i.
- To investigate the potential uses of nonlinear and quantum metamaterials as nano-additives for the optimization of greenhouse covers;
- ii.
- To investigate the impact of quantum metamaterials used as nano-additives in greenhouse covers on electromagnetic radiation (PAR/UV), crop growth, and temperature regulation within the greenhouses.
- iii.
- To investigate the challenges associated with the applications of the nonlinear and quantum metamaterials as nano-additives for the optimization of greenhouse covers.
2. Materials and Methods
2.1. Literature Search
2.2. Study Selection
2.3. Study Screening
2.4. Reporting and Analysis of the Findings
2.5. Limitations of the Methodology
3. Results
3.1. Properties of Nonlinear Metamaterials
3.2. Properties of Quantum Metamaterials
3.3. Potential Applications of Quantum and Nonlinear Metamaterials in Greenhouse Covers
3.4. Challenges of Potential Applications of Quantum Metamaterials as Greenhouse Covers
4. Discussion
4.1. Impact of Nonlinear and Quantum Metamaterials in Optimizing Greenhouse Covers
4.2. Challenges of Nonlinear and Quantum Metamaterials in Optimizing Greenhouse Covers
5. Conclusions
Funding
Data Availability Statement
Conflicts of Interest
Abbreviations
NIR | Near-infrared radiation |
QMM | Quantum metamaterial |
PAR | Photosynthetically active radiation |
PE | Polyethylene |
PC | Polycarbonate |
UV | Ultraviolet |
Appendix A. Physics Technical Derivations
Appendix B. Literature Matrix
Article | Focus | Main Findings | Relevance |
Lakshminarayanan et al. [18] | Potential applications of quantum metamaterials in optimizing smart greenhouse covers. | Revealed that optical nonlinear metasurfaces could also be adopted to promote the performance of low-emission glazing designed to enhance energy efficiency within agricultural greenhouses in cold climates. | Demonstrated the application of quantum metamaterials in optimizing smart greenhouse covers. |
Bae et al. [26] | Properties of nonlinear metamaterials. | Nonlinear metamaterials exhibit extraordinary mechanical properties compared to conventional solid mechanics and are characterized by band gaps. | The study detailed the features of nonlinear metamaterials. |
Hebert [27] | Potential applications of quantum metamaterials in optimizing smart greenhouse covers. | Revealed that CuInS2/ZnS quantum dots used in greenhouse films were a novel and emission-tunable luminescent material adopted for the optimization of the sunlight spectrum. | Demonstrated an application in the optimization of Photosynthetically Active Radiation (PAR) transmission |
Du [28] | Properties of nonlinear metamaterials. | Demonstrated nonlinear metamaterials with cubic–quintic nonlinearity and third-order dispersion and used the perturbed Schrödinger equation to model them. | The study detailed the features of nonlinear metamaterials. |
Gao et al. [29] | Properties of nonlinear metamaterials. | Identified nonlinear acoustic metamaterials (NAMs) as a category of artificial materials with periodic structures, boundary conditions, material constituents, and microstructures supporting resonant motions. | The study detailed the features of nonlinear metamaterials. |
Wu et al. [30] | Properties of nonlinear metamaterials. | Proposed a nonlinear metamaterial based on the integration of metamaterial structures and a semiconductor on the same wafer. | The study revealed nonlinear behavior of the electromagnetic field energy in the microwave band. |
Lu et al. [31] | Properties of nonlinear metamaterials. | Demonstrated that when softening nonlinearity was introduced, it facilitated the attainment of a low-frequency band gap, while hardening nonlinearity caused the closure of the original linear bands. | The study detailed the features of nonlinear metamaterials. |
Shen and Lacarbonara [32] | Properties of nonlinear metamaterials. | Examined the effects of beam-bending curvature and local resonators’ linearity on dispersion relations and the ensuing stop behavior. | The study detailed the features of nonlinear metamaterials. |
Xue et al. [33] | Properties of nonlinear metamaterials. | Identified locally resonant nonlinear metamaterials as a different category of the materials, showing that they exhibited a wider variety of unusual dynamic behavior. | The study detailed the features of nonlinear metamaterials. |
Lari et al. [34] | Properties of nonlinear metamaterials. | Introduced a nonlinear metamaterial structure design comprising a sandwich structure and based on absorption analysis for sensing nonlinear optical liquids. | The study detailed the features of nonlinear metamaterials. |
Pertsch and Kivshar [35] | Properties of nonlinear metamaterials. | Demonstrated how the nonlinear properties of metasurfaces could be engineered for diverse application areas including multipolar interferences and improved local and collective resonances to drive nonlinear light generation from different nanoscale elements. | Elaborated on the engineering of nonlinear properties of metasurfaces. |
Yesharim et al. [36] | Properties of nonlinear metamaterials. | Revealed that nonlinear processes of spontaneous down-conversion (SPDC) were a key method adopted for generating different types of quantum light. | Detailed the use of SPDC for quantum light generation. |
Abuzaid and Asma [37] | Properties of nonlinear metamaterials. | Examined the propagation dynamics of spatiotemporal elliptical super-Gaussian bullets in a Kerr nonlinear metamaterial waveguide. | The study detailed the features of nonlinear metamaterials. |
Kim [38] | Properties of nonlinear metamaterials. | Demonstrated that nonlinear optical (NLO) crystals could be applied in diverse photonic and photoinduced electronic applications, including linear, nonlinear, electro-optics, fluorescence, and photodetection. | The study detailed the features of nonlinear metamaterials. |
Vabishchevich and Kivshar [39] | Properties of nonlinear metamaterials. | Revealed that nonlinear optics was a field of study that traditionally relied on the interaction of light with macroscopic media over distances longer than light wavelengths. | The study detailed the features of nonlinear metamaterials. |
Genchi et al. [40] | Properties of nonlinear metamaterials. | Revealed that a continuous modulation of the linear and nonlinear optical parameters of the materials could be obtained as a function of the angle of incidence, where the peak nonlinear coefficients were close to the ENZ wavelength. | The study detailed the features of nonlinear metamaterials. |
Huang et al. [41] | Properties of nonlinear metamaterials. | Showed that the efficient nonlinear optical processes led to the fabrication of optical and nano-devices used in areas such as the conversion of broadband frequency and ultrafast optical switching. | The study detailed the features of nonlinear metamaterials. |
Konishi et al. [42] | Properties of nonlinear metamaterials. | Examined how nonlinear metamaterials with rotational symmetry facilitated circular polarization control. | The study detailed the features of nonlinear metamaterials. |
Ali et al. [43] | Properties of quantum metamaterials. | Demonstrated that quantum metamaterials could maintain coherent quantum states, facilitating quantum processes such as superpositioning and entanglement. | The study detailed the features of quantum metamaterials. |
Zagoskin et al. [44] | Properties of quantum metamaterials. | Reported that at the foundational level, quantum metamaterial structures comprised solid-state quantum qubits that demonstrated global quantum coherence. | The study detailed the features of quantum metamaterials. |
Chow et al. [45] | Properties of quantum metamaterials. | Examined the theory of quantum-coherence phenomena in semiconductor quantum dots and showed the occurrence of inversionless gain, electromagnetically induced transparency, and the refractive-index enhancement in the transient regime for dephasing rates under room temperature and conditions of high excitation. | The study detailed the features of quantum metamaterials. |
Grimsmo [46] | Properties of quantum metamaterials. | Indicated that the fidelity of single-photon detection increased with the length of the metamaterial, implying that it was appropriate in the detection of large bandwidth. | The study showed that quantum metamaterials exhibited quantum nonlinearity at the level of single or few photons. |
Greco et al. [47] | Properties of quantum metamaterials. | Demonstrated that nonlinear processes such as 4WM could be adopted in quantum metamaterials to enhance their applications, where four waves interact through an energy-exchange process, generating new frequencies. | The study showed that quantum metamaterials exhibited quantum nonlinearity at the level of single or few photons. |
Lin et al. [48] | Properties of quantum metamaterials. | Proposed a magnetic-free nonreciprocal scheme based on the 4WM effect in semiconductor quantum dots and revealed the nonreciprocal transmission window with an isolation higher than 12 dB and an insertion loss lower than 0.08 dB. | The study showed that quantum metamaterials exhibited quantum nonlinearity at the level of single or few photons. |
Mazhorin [49] | Properties of quantum metamaterials. | Showed that the optical or electromagnetic properties such as permittivity and permeability could be dynamically tuned using external controls such as electric or magnetic fields, microwave signals. | The study demonstrated that quantum metamaterials had a tunable electromagnetic response. |
Fernández-Fernández and González-Tudela [50] | Properties of quantum metamaterials. | Demonstrated that the subradiant excitations generated in quantum metamaterials could be harnessed to access tunable directional emission patterns and collective dissipative couplings in scenarios where additional atoms were placed nearby the atomic array. | The study demonstrated that quantum metamaterials had a tunable electromagnetic response. |
Kim et al. [51 | Properties of quantum metamaterials. | Demonstrated a tunable superconducting cavity based on superconducting quantum interference device materials. | The study demonstrated that quantum metamaterials had a tunable electromagnetic response. |
Belousov [52] | Properties of quantum metamaterials. | Demonstrated an approach for describing nonstationary quantum systems with a discrete energy spectrum in a time-dependent basis using eigenstates of the time-dependent Hamiltonian defined at the specific current time. | The study revealed that quantum metamaterials were characterized by discrete energy levels. |
Doser [53] | Properties of quantum metamaterials. | Showed that due to the discrete energy levels in quantum metamaterials, potential application areas include low-dimensional systems such as quantum dots and the manipulation of the ensemble of quantum systems, such as detection systems and single or polyatomic systems. | The study revealed that quantum metamaterials were characterized by discrete energy levels. |
Uriri et al. [54] | Properties of quantum metamaterials. | Revealed that due to the low-loss features in quantum metamaterials, they were appropriate in quantum information processing and quantum optics. | The study revealed that quantum metamaterials were characterized by low loss or high sensitivity. |
Yu et al. [55] | Properties of quantum metamaterials. | Explored ultra (coupling) as a method of manipulating the optical responses of metamaterials based on the ensemble of individual constituent units in the coupling regime. | The study revealed that quantum metamaterials were characterized by low loss or high sensitivity. |
Jeremy et al. [56] | Properties of quantum metamaterials. | Highlighted that nanophotonics and plasmonics had led to the emergence of significant innovations in quantum metamaterials, which led to breakthroughs in control over light–matter interactions at the nanoscale. | The study revealed that quantum metamaterials were characterized by low loss or high sensitivity. |
Lamberto et al. [57] | Properties of quantum metamaterials. | Showed that a ferroelectric phase transition could still occur in principle, while the description of the abnormal phase beyond the critical point required including nonlinear terms in the Holstein-Primakoff mapping | The study revealed that quantum metamaterials were characterized by low loss or high sensitivity. |
Zhao et al. [58] | Properties of quantum metamaterials. | Demonstrated that quantum phase transition could be strategically exploited to design a novel, robust light state. | The study revealed that quantum metamaterials were characterized by low loss or high sensitivity. |
Parrish [59] | Potential applications of quantum metamaterials in optimizing smart greenhouse covers. | Showed that when lettuce was grown under QD films ranging 600–600 nm, an increase in edible dry mass (13–19%), edible fresh mass (11%), and total leaf area was observed compared to control films that did not contain any QD films. | Demonstrated the application of quantum metamaterials in optimizing smart greenhouse covers. |
Elsharabasy et al. [60] | Potential applications of quantum metamaterials in optimizing smart greenhouse covers. | Demonstrated a wide-band metamaterial perfect absorber (MPA) effective in absorbing the harmful infrared (IR) radiation at 10 µm in greenhouses above 99%. | Demonstrated the application of quantum metamaterials in optimizing smart greenhouse covers. |
Yang et al. [61] | Potential applications of quantum metamaterials in optimizing smart greenhouse covers. | Demonstrated that composite phase changing materials (PCMs) in greenhouse covers were identified in thermal energy storage applications in greenhouse covers. | Discussed composites of PCMs and QMMs in smart greenhouse covers. |
Cui et al. [62] | Potential applications of quantum metamaterials in optimizing smart greenhouse covers. | PCMs were suitable in optimizing greenhouse covers based on high thermal storage density and excellent thermal regulation performance. | Discussed composites of PCMs and QMMs in smart greenhouse covers. |
Shen et al. [63] | Potential applications of quantum metamaterials in optimizing smart greenhouse covers. | Revealed that composite materials comprising quantum fluorescent polymer and PCM exhibited excellent thermal energy storage density, rapid heat transfer, and negligible temperature changes. | Discussed composites of PCMs and QMMs in smart greenhouse covers. |
Appendix C. Studies Using Nano-Composite Materials
Article | Proposed Materials | Fabrication Method | Advantages | Limitations |
Maraveas et al. [64] | Nano and microscopic materials to provide thermal radiation insulation | Nano-synthesis | Reduce carbon emission, less energy, increased productivity | High sensitivity of PVs to external climatic and meteorological variables |
Espejo et al. [65] | Nanocomposite films | Incorporating nano-additives to a thermoplastic polymer matrix by melt-mixing in a corotating twin screw extruder | High ultraviolet shielding | Reduced transparency |
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Focus | Inclusion | Exclusion |
---|---|---|
Scope | Studies focused on performance optimization of greenhouse covers with the potential use of nonlinear and quantum metamaterials as nano-additives in terms of electromagnetic radiation; studies examining the effects of quantum nano-additive materials used in greenhouses on crops/PAR, UV limitation, and temperature effects. | Studies not focused on the performance optimization of greenhouse covers with the potential use of nonlinear and quantum metamaterials. |
Period | 2020–2025 | Before 2020 |
Language | English | Non-English languages, including French, Italian, and Chinese |
Type | Peer-reviewed journal articles, secondary studies, and review articles | Gray sources and blogs |
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© 2025 by the author. Licensee MDPI, Basel, Switzerland. This article is an open access article distributed under the terms and conditions of the Creative Commons Attribution (CC BY) license (https://creativecommons.org/licenses/by/4.0/).
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Maraveas, C. Quantum and Nonlinear Metamaterials for the Optimization of Greenhouse Covers. AgriEngineering 2025, 7, 334. https://doi.org/10.3390/agriengineering7100334
Maraveas C. Quantum and Nonlinear Metamaterials for the Optimization of Greenhouse Covers. AgriEngineering. 2025; 7(10):334. https://doi.org/10.3390/agriengineering7100334
Chicago/Turabian StyleMaraveas, Chrysanthos. 2025. "Quantum and Nonlinear Metamaterials for the Optimization of Greenhouse Covers" AgriEngineering 7, no. 10: 334. https://doi.org/10.3390/agriengineering7100334
APA StyleMaraveas, C. (2025). Quantum and Nonlinear Metamaterials for the Optimization of Greenhouse Covers. AgriEngineering, 7(10), 334. https://doi.org/10.3390/agriengineering7100334