| Literature DB >> 35498066 |
Longfei Chang1,2, Ajuan Jiang1, Manting Rao1, Fuyin Ma3, Haibo Huang4, Zicai Zhu3, Yu Zhang3, Yucheng Wu2, Bo Li3, Ying Hu1,2.
Abstract
In recent years, increasing attention has been paid to the impacts of environmental noises on living creatures as well as the accuracy and stability of precise instruments. Due to inherent properties induced by large wavelength, the attenuation and manipulation of low-frequency sound waves is quite difficult to realize with traditional acoustic absorbers, yet particularly critical to modern designs. The advent of acoustic metamaterials and intelligent materials provides possibilities of energy dissipation mechanisms other than viscous dissipation and heat conduction in conventional porous sound absorbers, and therefore inspires new strategies on the design of subwavelength-scale structures. This short review aims to trace the current advancement on the low-frequency sound absorption research utilizing intelligent materials and metamaterials, including Helmholtz resonators and acoustic metamaterials based on micro-perforated plates, porous media, and decorated membrane, along with the tunable absorbing structures regulated with the function of electroactive polymers or magnetically sensitive materials. The effective principles and prospects were concluded and presented for future investigations of subwavelength-scale acoustic structures. This journal is © The Royal Society of Chemistry.Entities:
Year: 2021 PMID: 35498066 PMCID: PMC9044041 DOI: 10.1039/d1ra06493b
Source DB: PubMed Journal: RSC Adv ISSN: 2046-2069 Impact factor: 4.036
Fig. 1Helmholtz resonance structures. (a) The cross-sectional view of a Helmholtz resonator unit with an extended neck.[44] (b) Schematic of a checkerboard absorber composed of alternating resonators A and B with varying-length extended necks.[44] (c) Schematic of the complete compliant-material resonator and a cross-section.[46]
Fig. 2(a) Typical pore shapes controlled by the two shape parameters c1 and c2, with red dashed lines indicating the four main varying paths.[51] (b) Influence of the pore shape on the sound absorption coefficient, as a function of frequency (0–1600 Hz), for MPPs with identical cross-sectional area: numbers in brackets stand for (c1, c2), and the label characters in the sub-figures correspond to the path characters in (a).[51] (c) Schematic of surface-perforated sandwich panel with hexagonal core.[54]
Fig. 3Schematic of the structure of acoustic metamaterials based on porous media. (a) Schematic of common sound energy dissipation mechanisms in a porous sound-absorbing material.[58] (b) The 2D cross section of the dual-spiral structure.[68] (c) The sound absorption coefficient from the simulation and the experiment of the dual-spiral structure; the insets are the simulated acoustic field distributions.[68]
Fig. 4(a) Schematic of a membrane-type metamaterial.[72] (b) Schematic of the hybrid metamaterial absorber composed of a microperforated panel (MPP) as a top face sheet and coiled-up Fabry–Pérot channels with folding number n. The front wall is cut off to see the details inside.[75]
Summary of performance adjustment by controlling the parameters of the sound-absorbing structures
| Basic structure forms | Adjustment | Effects | Ref. |
|---|---|---|---|
| Helmholtz resonators | Designing with an extend neck | The extended neck leads to a shift of the resonant frequency to lower frequencies and assembly of several units can result in a continuous absorption band |
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| MPP structure | Optimizing the shape, dimension, and the cross-sectional morphology of the penetrated holes | Pore shapes featured as meso-scale circular pores accompanied with micro-scale bulges along the boundaries and perforated panels with varying cross-section could lead to better absorption at low frequencies |
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| Decorated membrane metamaterials | Integrating with asymmetric rigid mass plate or cavity structure | The introduction of mass or cavity will allow more elastic energy dissipation during the vibration, and hence an enhanced acoustic absorption |
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| Acoustic metamaterials based on porous media | Increasing the inner surfaces and combining with local resonances | Increase of inner surface will ensure more viscous dissipation, that is more effective sound absorption; while the integration of resonant structures can shift the absorption band to lower ranges |
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| Acoustic metamaterials with coiled space | Improving the channel structures or parameters in the cavity | Coiled structure can modify the resonance frequency and move the absorption peak to lower frequency direction |
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| Coupling units | Arrays of monomers or multi-layer arrangement | Coupling of different units can extend the absorption bandwidth |
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| Hybrid structures | Incorporation of different acoustic structures or resonating mechanisms | Hybrid structures, such as Helmholtz resonator with MPP, honeycomb sandwiches with perforated faceplates, MPP and Archimedean-inspired spiral, porous structure and resonant structures, can create multiple low-frequency hybrid resonances and subsequently lead to a higher sound absorption coefficient and broader frequency bands |
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Fig. 5Summary of sound absorption performance of Helmholtz resonators, micro-perforated plates, porous metamaterials, AMs with decorated membrane, and AMs with coiling-up space structure at the lowest resonant peak. Sound absorbers in the red circle belong to hybrid structures.
Summary of the intelligent materials utilized in current acoustic absorption designs
| Material | Function | Actuation mechanism | Energy conversion | Mechanism in sound absorption | Advantages | Disadvantages |
|---|---|---|---|---|---|---|
| DE | Electric-induced actuation | Coulombic attraction | Electromechanical transducer | Changes of the structural parameters of the sound absorber under the electric field | Fast electromechanical response | High operating voltages |
| Storing charge | Electrostatic Maxwell stress | Large areal deformations | Low relative permittivity | |||
| Shape changing | Capacitor | High flexibility | Easy breakdown | |||
| Dipole polarization | Low Young's moduli | |||||
| Piezoelectric material | Piezo-electric | Piezoelectric effect | Electromechanical transducer | Converting sound energy into electric energy and increasing sound energy loss | Outstanding chemical resistance | Insufficient piezoelectric response |
| Ferro-electric | Inverse piezoelectric effect | Mechanical energy to electric energy | High thermal stability | Low permittivity | ||
| Pyro-electric | Dynamic flexibility; | Relatively insufficient ferroelectric activity | ||||
| Dielectrics | Wide response frequency band | High relative density | ||||
| Both actuation and sensing | High hardness | |||||
| Magneto strictive material | Magnetic-induced deformation | Magneto mechanical effect | Magnetic(electric)-acoustic | Changes of the structural parameters of the sound absorber under a magnetic field | Quick response capability | Magnetorheological fluid sedimentation |
| Both actuation and sensing | Magnetic(electric)-mechanical | Magnetic sensitivity | Low durability | |||
| Remote contactless control; | Difficult to regulate microstructure | |||||
| Excellent magnetic-induced deformability | ||||||
| Low energy loss | ||||||
| Carbon nanomaterial | Electrothermal | Energy band theory | Thermoelectric transducer; | Converting sound energy into heat energy as well as increasing the interface morphology to promote the reflection of sound waves | High electrical conductivity | High cost |
| Photothermal | Infrared radiation heat transfer | Photoelectric transducer | High thermal conductivity | Inhomogeneous property | ||
| Conductivity | Low expansion coefficient; | Structure defect | ||||
| Heat transfer | High modulus | |||||
| Thermal stability | ||||||
| Adsorption properties |
Fig. 6Schematic for the working principle of some intelligent materials utilized in acoustic structures. (a) Dielectric elastomer, (b) polyvinylidene fluoride actuator, (c) magnetorheological elastomer.
Fig. 7(a) Experimental setup for the tunable silencer based on DE actuator.[96] (b) 3D schematic of the Helmholtz resonator components with DE membrane.[41] (c) A broader band acoustic absorber using DE actuators with MPP structure: an array of electrically tunable holes in DE actuators (left); its unit cell with a hole at either passive or active states (right).[97]
Fig. 8(a) Schematic of PVDF/KNN-nanofiber composite structure, and mechanisms for converting sound energy to electricity with local piezoelectric effect and electrical discharging to thermal energy through the opposite piezoelectric effect.[42] (b) Schematic of an open-cell PVDF foam and mechanisms of acoustic energy absorption with polar β-phase.[104] (c) Schematic of 3D overview of the open-cell porous foam.[106]
Fig. 9(a) Conceptual schematics of study:[117] the magnetically induced lattice buckling was harnessed to enable tunable sign of effective modulus E between positive and negative. (b) The metamaterial unit cell design and the concept of deformation mode branching.[118]
Fig. 10(a) Schematic of acoustic propagation through pure melamine foams, melamine foam with GO, melamine foam with GO and CNT.[129] (b) Schematic of the mechanism of sound absorption in a directionally antagonistic graphene sound absorber.[130] (c) Schematic of a 29 mm diameter of the polyurethane foam, the web foam, and the wavy foam. And Comparison of sound absorption performance for the three samples.[131]
Summary of the methods and mechanisms of the absorption peak of the sound absorber shifting to the low frequency
| Mechanisms | Methods | Ref. |
|---|---|---|
| Overlapping absorption peaks | Using coupling between different units to design non-uniform sound absorbers |
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| Increased inner interfaces | Coiling-up or spiral inner space design |
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| Hybrid resonance | Incorporating different resonant structures or materials |
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| Adjustable structural parameters | Replacing certain acoustic partition with intelligent materials, carrying changeable dimensions or evolving physical properties under external stimuli |
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| Higher sound energy dissipation or conversion | Incorporating new energy dissipation structures or energy conversion materials, such as piezoelectric materials and conductive nanomaterials |
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