First-Principles Study of Structure and Electromagnetic Properties of Graphene Adsorbed with Magnetic Atoms AITranslate
Abstract AITranslate
The development of electronic devices has led to an increasingly complex electromagnetic interference (EMI)environment,posing potential health risks. Graphene,with its excellent mechanical,electrical,and thermal properties,emerges as a promising candidate for EMI shielding. However,its limited dielectric loss and lack of magnetism restrict its application in microwave absorption. Recent studies have shown that recombination of graphene with magnetic materials can effectively regulate its electromagnetic properties,enhancing microwave absorption performance. Therefore,it is crucial to study the structure of graphene adsorbed with magnetic atoms,as well as the influence of magnetic elements on graphene's electromagnetic properties. In this work,we investigated the crystal structure and electromagnetic properties of graphene adsorbed with three magnetic atoms (Fe,Co,and Ni)using the first-principles method based on density functional theory (DFT). A 4×4×1 supercell was used for the pristine graphene structure,and a 3 nm vacuum layer was introduced in the z-direction to eliminate interlayer interaction. The magnetic atoms were adsorbed onto graphene at three sites: the hollow (H)site at the center of the hexagon,the top (T)site of the carbon atom,and the bridge (B)site between two carbon atoms. The adsorption energy,crystal structure,electronic band structure,magnetic moment,and dielectric constant of graphene adsorbed with Fe,Co,and Ni atoms were calculated using the Vienna Ab initio Simulation Package (VASP)code. Bader charge analysis was performed to reveal electron transfer between the magnetic atoms and graphene,and the adsorption energy was used to assess the stability of the adsorption structures. Our results revealed that the most stable configurations for magnetic atoms Fe,Co,and Ni on graphene were observed at the H site,which exhibited more negative adsorption energy and the lowest adsorption height. Pristine graphene exhibited a unique band structure where the valence band maximum (VBM)and conduction band minimum (CBM)met at the high-symmetry K point,forming a characteristic Dirac point at the Fermi energy level. Upon adsorption of an Fe atom,the band structure of the Fe@graphene system retained the Dirac points,but significant changes occurred near the Fermi level. Notably,the degeneracy of spin-up and spin-down bands was broken,and new flat valence and conduction bands emerged. For Co@graphene,the Fermi level crossed the valence band,inducing spin polarization in the bands. Additionally,new bands formed near the Fermi level. In contrast,the Fermi energy level of Ni@graphene remained located at the Dirac point,with no observed spin polarization. However,some new bands appeared near the Fermi level for Ni@graphene as well. The calculated density of states (DOS)and partial density of states (PDOS)revealed a broken spin-up/down symmetry for graphene adsorbed with Fe and Co atoms,indicating the presence of a magnetic moment. This was further confirmed by our calculations,which showed total magnetic moments of 2.01 and 1.12 μB for Fe@graphene and Co@graphene,respectively. The PDOS results indicated that the peaks near the Fermi energy level were mainly attributed to the d orbitals of magnetic atoms and the p orbitals of carbon atoms. In contrast,Ni@graphene exhibited a total magnetic moment of 0 μB. The PDOS showed three peaks below the Fermi level,arising mainly from the Ni-d orbital. Additionally,the PDOS curves demonstrated that the bands near the Fermi level were dominated by the adsorbed magnetic atoms,while the contributions from carbon atoms became significant below –2.0 eV. Orbital hybridization between the d orbitals of adsorbed magnetic atoms and the p orbitals of carbon atoms occurred near the Fermi level,resulting in new bands. The adsorption of magnetic atoms significantly impacted the electron distribution of graphene. Bader analysis revealed charge transfers of 0.665e,0.571e,and 0.464e from Fe,Co,and Ni to graphene,respectively. This charge transfer was further confirmed by the charge density difference analysis. Additionally,the electron localization function displayed overlap between the charge clouds of adsorbed atoms and carbon atoms,suggesting the presence of covalent bonding. Our investigation further explored how adsorbed magnetic atoms influenced graphene's dielectric properties. The intrinsic static dielectric constant of graphene was 4.45. After adsorption of Fe,Co,and Ni atoms,the static dielectric constants increased to 7.52,7.61,and 4.66,respectively. This increase indicated that magnetic atoms could enhance the polarization intensity of graphene. Compared to pristine graphene,both the real and imaginary parts of the dielectric constants were significantly enhanced after adsorption of Fe,Co,and Ni atoms. In the range of 0–0.68 eV,the maximum values of the real part reached 8.12,4.74,and 6.31 for graphene adsorbed Fe,Co,and Ni,respectively. As the energy increased,the real part of the dielectric constant became consistent with graphene. Similarly,the maximum values of the imaginary part of the dielectric constant for graphene adsorbed with Fe,Co,and Ni were 6.25,4.29,and 6.10,respectively. Interestingly,the first peaks of the imaginary parts of the dielectric functions for Co@graphene and Fe@graphene shifted toward the low-energy region,while the first peak for Ni@graphene shifted toward the high-energy region. This behavior could be attributed to the orbital hybridization between the d-orbitals of the magnetic atoms and the p-orbitals of the carbon atoms in graphene. Furthermore,our results showed that the concentration of magnetic atoms was crucial for optimizing the dielectric properties and the range of attenuation frequency. In conclusion,our study demonstrated that the electric,magnetic,and dielectric properties of graphene could be regulated by adsorbing magnetic atoms. This work provided theoretical guidance for the research and application of graphene in the field of electromagnetic shielding.
KeyWords AITranslate
[1](武慧敏. 磁性复合吸波材料制备及腐蚀改性研究[D]. 南京: 南京邮电大学, 2023.)
H M Wu. Study on Preparation and Corrosion Modification of Magnetic Composite Absorbing Materials[D]. Nanjing: Nanjing University of Posts and Telecommunication, 2023.
[2](张靓, 冯辉霞, 徐海东, 陈娜丽, 谭琳. 新型碳纳米管复合吸波材料研究进展[J]. 化工新型材料, 2022, 50(8): 7.)
L Zhang, H X Feng, H D Xu, N L Chen, L Tan. Research progress on new type CNTs composite absorbing material[J]. New Chemical Materials, 2022, 50(8): 7.
[3](韦洪兰, 龙霞, 席振铢, 陈兴朋, 王 亮, 王 威, 薛文韬. 多极化大地电磁系统及其在金属矿勘探中的应用[J]. 黄金, 2023, 44(1): 68.)
H L Wei, X Long, Z Z Xi, X P Chen, L Wang, W Wang, W T Xue. Multi-polarized magnetotellurics system and its application to the exploration in metal mines[J]. Gold, 2023, 44(1): 68.
[4]Liu P, Zhu C, Gao S, Guan C, Huang Y, He W. N-doped porous carbon nanoplates embedded with CoS2 vertically anchored on carbon cloths for flexible and ultrahigh microwave absorption[J]. Carbon, 2020, 163: 348.
[5]Gao T, Zhao R, Li Y, Zhu Z, Hu C, Ji L, Zhang J, Zhang X. Sub‐nanometer Fe clusters confined in carbon nanocages for boosting dielectric polarization and broadband electromagnetic wave absorption[J]. Advanced Functional Materials, 2022, 32 (31): 2204370.
[6](张晓青, 姜庆伟, 张守健, 刘博文, 王洪岗, 严光茂. 高强高导石墨烯增强铜基复合材料的研究进展[J]. 有色金属科学与工程, 2023, 14(5): 641.)
X Q Zhang, Q W Jiang, S J Zhang, B W Liu, H G Wang, G M Yan. Research progress of high-strength and high-conductivity graphene reinforced copper matrix composites[J]. Nonferrous Metals Science and Engineering, 2023, 14(5): 641.
[7](李佩璇, 余璐璐, 张景瑞, 张林, 赵昕, 何彦平. 基于氧化石墨烯荧光适配体传感器检测长江水体中的磺胺嘧啶[J]. 分析试验室, 2024, 43(9): 1306.)
P X Li, L L Yu, J R Zhang, L Zhang, X Zhan, Y P He. An aptamer fluorescent biosensor based on graphene oxide for the detection of sulfadiazine in Yangtze River water[J]. Chinese Journal of Analysis Laboratory, 2024, 43(9): 1306.
[8]Georgiou T, Jalil R, Belle B D, Gorbachev R V, Morozov S V, Kim Y J, Gholinia A, Haigh S J, Makarovsky O, Eaves L, Ponomarenko L A, Geim A K, Novoselov K S, Mishchenko A. Vertical field-effect transistor based on graphene-WS2 heterostructures for flexible and transparent electronics[J]. Nature Nanotechnology, 2013, 8(2): 100.
[9](马伟伟, 冯丽娟, 杨永启. 石墨烯在新能源器件领域的研究进展[J]. 炭素技术, 2023, 42(5): 1.)
W W Ma, L J Feng, Y Q Yang. Research progress of graphene in the area of new energy devices[J]. Carbon Techniques, 2023, 42(5): 1.
[10](童乾峰. 石墨烯/铁氧体纳米复合纤维制备及其吸波性能研究[D]. 北京: 军事科学院, 2024. 1.)
Q F Tong. Preparation and Wave-Absorbing Properties of Graphene/Ferrite Nanocomposite Fibers[D]. Beijing: Academy of Military Sciences, 2024. 1.
[11](刘欢, 孙文周, 李茂辉. 核壳型碳化硅/石墨烯纳米材料的研究进展 [J].中国陶瓷, 2024, (4): 1.)
H Liu, W Z Sun, M H Li. Advances of core-shell type SiC/graphene nanomaterials[J]. China Ceramics, 2024, (4): 1.
[12](刘国权, 罗文, 赵莉, 王静. 新型碳纳米复合吸波材料研究进展[J]. 化工新型材料, 2021, 49(9): 1.)
G Q Liu, W Luo, Li Zhao, J Wang. Progress on novel carbon nanocomposite with microwave absorption[J]. New Chemical Materials, 2021, 49(9): 1.
[13]Zheng Y, Wang X, Wei S, Zhang B, Yu M, Zhao W, Liu J. Fabrication of porous graphene-Fe3O4 hybrid composites with outstanding microwave absorption performance[J]. Composites Part A: Applied Science and Manufacturing, 2017, 95: 237.
[14]Liu X, Chen Y, Hao C, Ye J, Yu R, Huang D. Graphene-enhanced microwave absorption properties of Fe3O4/SiO2 nanorods[J]. Composites Part A: Applied Science and Manufacturing, 2016, 89: 40.
[15]Hua J, Li Y, Liu X, Li X, Lin S, Gu J, Cui Z, Zhuang Q. Graphene/MWNT/poly (p-phenylenebenzobisoxazole) multiphase nanocomposite via solution prepolymerization with superior microwave absorption properties and thermal stability[J]. The Journal of Physical Chemistry C, 2017, 121(2): 1072.
[16]Peng C H, Hwang C C, Wan J, Tsai J S, Chen S Y. Microwave-absorbing characteristics for the composites of thermal-plastic polyurethane (TPU)-bonded NiZn-ferrites prepared by combustion synthesis method[J]. Materials Science and Engineering: B, 2005, 117(1): 27.
[17]Feng Y B, Qiu T, Shen C Y, Li X Y. Electromagnetic and absorption properties of carbonyl iron/rubber radar absorbing materials[J]. IEEE Transactions on Magnetics, 2006, 42(3): 363.
[18]Kresse G, Furthmüller J. Efficiency of ab-initio total energy calculations for metals and semiconductors using a plane-wave basis set[J]. Computational materials science, 1996, 6(1): 15.
[19]Perdew J P, Wang Y. Accurate and simple analytic representation of the electron-gas correlation energy[J]. Physical Review B, 1992, 45(23): 13244.
[20]Chung D D L. Review graphite[J]. Journal of Materials Science, 2002, 37: 1475.
[21]Chan K T, Neaton J B, Cohen M L. First-principles study of metal adatom adsorption on graphene[J]. Physical Review B, 2008, 77(23): 235430.
[22]Liu X, Wang C Z, Lin H Q, Hupalo M, Thiel P A, Ho K M, Tringides M C. Structures and magnetic properties of Fe clusters on graphene[J]. Physical Review B, 2014, 90(15): 155444.
[23](孙闻, 杨绍斌, 沈丁, 董伟. 单层石墨烯表面钠原子吸附行为的第一性原理[J]. 新型炭材料, 2019, 34 (2): 146.)
W Sun, S B Yang, D Shen, W Dong. The formation of NaxC72 (1≤x≤7) on a single layer graphene surface: a first principles study[J]. New Carbon Materials, 2019, 34 (2): 146.
[24]Shi J K, Chen L, Yang M, Yang M Y, Zhang M J, Gao K F, Zhang D, Su S, Hou W M. Interface contact and modulated electronic properties by external vertical strains and electric fields in graphene/MoS2 heterostructure[J]. Current Applied Physics, 2022, 39: 331.
[25]Tang W, Sanville E, Henkelman G. A grid-based Bader analysis algorithm without lattice bias[J]. Journal of Physics: Condensed Matter, 2009, 21(8): 084204.
[26](李应乐, 李瑾, 王明军, 董群峰. 电子的介电常数研究[J]. 激光杂志, 2012, 33(5): 7.)
Y L Li, J Li, M J Wang, Q F Dong. Investigation of dielectric constant foe an electron[J]. Laser Journal, 2012, 33(5): 7.
[27](陈均优, 张庆猛, 周敏, 赵艳芸. 不同TiO2和Nb2O5含量对BaO-SrO-PbOTiO2-Nb2O5-SiO2玻璃陶瓷介电性能的影响[J]. 稀有金属, 2024, 48(10): 1502.)
J Y Chen, Q M Zhang, M Zhou, Y Y Zhao. TiO2 and Nb2O5 content on dielectric properties of BaO-SrO-PbOTiO2-Nb2O5-SiO2 glass-ceramics[J]. Chinese Journal of Rare Metals, 2024, 48(10): 1502.
[28]Cao F, Xu J, Zhang X, Li B, Zhang X, Ouyang Q, Zhang X, Chen Y. Tuning dielectric loss of SiO2@CNTs for electromagnetic wave absortion[J]. Nanomaterials, 2021, 11(10): 2636.
[29]Banerjee P, Kumar N S, Franco Jr A, Swain A K, Naidu K C B. Insights into the dielectric loss mechanism of bianisotropic FeSi/SiC composite materials[J]. ACS omega, 2020, 5(40): 25968.
[30]Yuan M, Weible A H, Azadi F, Li B, Cui J, Lv H, Che R, Wang X. Advancements in high-entropy materials for electromagnetic wave absorption[J]. Materials Horizons, 2025, 12(4): 1033.
[31]Shen H, Shi X, Wang Z, Zou P, Hou Z, Xu C, Zhang L, Wu H. Interfcial polarization-dominated dielectric loss in SnO2@ rGO electromagnetic wave absorbers[J]. Metals, 2022, 12(12): 2154.
Basic Information:
DOI:10.13373/j.cnki.cjrm.XY24040012
Chinese Library Classification Number:O469
Citation Information:
The development of electronic devices has led to an increasingly complex electromagnetic interference (EMI)environment,posing potential health risks. Graphene,with its excellent mechanical,electrical,and thermal properties,emerges as a promising candidate for EMI shielding. However,its limited dielectric loss and lack of magnetism restrict its application in microwave absorption. Recent studies have shown that recombination of graphene with magnetic materials can effectively regulate its electromagnetic properties,enhancing microwave absorption performance. Therefore,it is crucial to study the structure of graphene adsorbed with magnetic atoms,as well as the influence of magnetic elements on graphene's electromagnetic properties. In this work,we investigated the crystal structure and electromagnetic properties of graphene adsorbed with three magnetic atoms (Fe,Co,and Ni)using the first-principles method based on density functional theory (DFT). A 4×4×1 supercell was used for the pristine graphene structure,and a 3 nm vacuum layer was introduced in the z-direction to eliminate interlayer interaction. The magnetic atoms were adsorbed onto graphene at three sites: the hollow (H)site at the center of the hexagon,the top (T)site of the carbon atom,and the bridge (B)site between two carbon atoms. The adsorption energy,crystal structure,electronic band structure,magnetic moment,and dielectric constant of graphene adsorbed with Fe,Co,and Ni atoms were calculated using the Vienna Ab initio Simulation Package (VASP)code. Bader charge analysis was performed to reveal electron transfer between the magnetic atoms and graphene,and the adsorption energy was used to assess the stability of the adsorption structures. Our results revealed that the most stable configurations for magnetic atoms Fe,Co,and Ni on graphene were observed at the H site,which exhibited more negative adsorption energy and the lowest adsorption height. Pristine graphene exhibited a unique band structure where the valence band maximum (VBM)and conduction band minimum (CBM)met at the high-symmetry K point,forming a characteristic Dirac point at the Fermi energy level. Upon adsorption of an Fe atom,the band structure of the Fe@graphene system retained the Dirac points,but significant changes occurred near the Fermi level. Notably,the degeneracy of spin-up and spin-down bands was broken,and new flat valence and conduction bands emerged. For Co@graphene,the Fermi level crossed the valence band,inducing spin polarization in the bands. Additionally,new bands formed near the Fermi level. In contrast,the Fermi energy level of Ni@graphene remained located at the Dirac point,with no observed spin polarization. However,some new bands appeared near the Fermi level for Ni@graphene as well. The calculated density of states (DOS)and partial density of states (PDOS)revealed a broken spin-up/down symmetry for graphene adsorbed with Fe and Co atoms,indicating the presence of a magnetic moment. This was further confirmed by our calculations,which showed total magnetic moments of 2.01 and 1.12 μB for Fe@graphene and Co@graphene,respectively. The PDOS results indicated that the peaks near the Fermi energy level were mainly attributed to the d orbitals of magnetic atoms and the p orbitals of carbon atoms. In contrast,Ni@graphene exhibited a total magnetic moment of 0 μB. The PDOS showed three peaks below the Fermi level,arising mainly from the Ni-d orbital. Additionally,the PDOS curves demonstrated that the bands near the Fermi level were dominated by the adsorbed magnetic atoms,while the contributions from carbon atoms became significant below –2.0 eV. Orbital hybridization between the d orbitals of adsorbed magnetic atoms and the p orbitals of carbon atoms occurred near the Fermi level,resulting in new bands. The adsorption of magnetic atoms significantly impacted the electron distribution of graphene. Bader analysis revealed charge transfers of 0.665e,0.571e,and 0.464e from Fe,Co,and Ni to graphene,respectively. This charge transfer was further confirmed by the charge density difference analysis. Additionally,the electron localization function displayed overlap between the charge clouds of adsorbed atoms and carbon atoms,suggesting the presence of covalent bonding. Our investigation further explored how adsorbed magnetic atoms influenced graphene's dielectric properties. The intrinsic static dielectric constant of graphene was 4.45. After adsorption of Fe,Co,and Ni atoms,the static dielectric constants increased to 7.52,7.61,and 4.66,respectively. This increase indicated that magnetic atoms could enhance the polarization intensity of graphene. Compared to pristine graphene,both the real and imaginary parts of the dielectric constants were significantly enhanced after adsorption of Fe,Co,and Ni atoms. In the range of 0–0.68 eV,the maximum values of the real part reached 8.12,4.74,and 6.31 for graphene adsorbed Fe,Co,and Ni,respectively. As the energy increased,the real part of the dielectric constant became consistent with graphene. Similarly,the maximum values of the imaginary part of the dielectric constant for graphene adsorbed with Fe,Co,and Ni were 6.25,4.29,and 6.10,respectively. Interestingly,the first peaks of the imaginary parts of the dielectric functions for Co@graphene and Fe@graphene shifted toward the low-energy region,while the first peak for Ni@graphene shifted toward the high-energy region. This behavior could be attributed to the orbital hybridization between the d-orbitals of the magnetic atoms and the p-orbitals of the carbon atoms in graphene. Furthermore,our results showed that the concentration of magnetic atoms was crucial for optimizing the dielectric properties and the range of attenuation frequency. In conclusion,our study demonstrated that the electric,magnetic,and dielectric properties of graphene could be regulated by adsorbing magnetic atoms. This work provided theoretical guidance for the research and application of graphene in the field of electromagnetic shielding.
quote
| GB/T 7714-2015 | [1] Jiangjiang Ma, Lifang Hu, Kexun Li, et al. First-Principles Study of Structure and Electromagnetic Properties of Graphene Adsorbed with Magnetic Atoms[J]. Chinese Journal of Rare Metals, 2025, 49(9): 1353-1362. DOI:10.13373/j.cnki.cjrm.XY24040012. |
| MLA | [1] Jiangjiang Ma, et al., "First-Principles Study of Structure and Electromagnetic Properties of Graphene Adsorbed with Magnetic Atoms." Chinese Journal of Rare Metals, vol. 49, no. 9, 2025, pp. 1353-1362, https://doi.org/10.13373/j.cnki.cjrm.XY24040012. |
| APA | [1] Jiangjiang Ma, Lifang Hu, Kexun Li, & Junfeng Zhang. (2025). First-Principles Study of Structure and Electromagnetic Properties of Graphene Adsorbed with Magnetic Atoms. Chinese Journal of Rare Metals, 49(9), 1353-1362. https://doi.org/10.13373/j.cnki.cjrm.XY24040012 |
| IEEE | [1] Jiangjiang Ma, Lifang Hu, Kexun Li, and Junfeng Zhang, "First-Principles Study of Structure and Electromagnetic Properties of Graphene Adsorbed with Magnetic Atoms," Chinese Journal of Rare Metals, vol. 49, no. 9, pp. 1353-1362, 2025, doi: 10.13373/j.cnki.cjrm.XY24040012. keywords: {first-principles;graphene;electromagnetic properties;dielectric properties} |
