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DMFT:二維磁性材料的準(zhǔn)確計(jì)算

來自公眾號(hào):npj計(jì)算材料學(xué)
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近年來,二維范德華材料因其豐富性質(zhì)受到廣泛關(guān)注。FenGeTe2(FGT)是最近發(fā)現(xiàn)的一類二維范德華材料,具有室溫下的磁性。然而,F(xiàn)GT類材料的子系統(tǒng)顯示出與位點(diǎn)相關(guān)的磁性行為。
DMFT:二維磁性材料的準(zhǔn)確計(jì)算
Fig. 1 Crystal structure of FenGeTe2 monolayers.
因此,對(duì)這類材料的磁性和電子關(guān)聯(lián)效應(yīng)進(jìn)行準(zhǔn)確評(píng)估是至關(guān)重要的。FGT系統(tǒng)的主要特性與其磁性和電子特性密切相關(guān)。
DMFT:二維磁性材料的準(zhǔn)確計(jì)算
Fig. 2 Ji interactions, MAE and TC for FenGeTe2 (n = 3, 4, 5) monolayers computed with different methods.
然而,由于不同F(xiàn)e亞晶格的磁矩不同,可能會(huì)導(dǎo)致某些鐵原子的電子流動(dòng)性更強(qiáng)。針對(duì)FGT的理論計(jì)算,目前的研究主要使用標(biāo)準(zhǔn)密度泛函理論(GGA)、包含靜態(tài)電子相關(guān)性的GGA + U(即DMFT )方法以及包含動(dòng)態(tài)電子相關(guān)性效應(yīng)的GGA + DMFT方法來研究,但哪種方法最為可靠目前仍未定論。
DMFT:二維磁性材料的準(zhǔn)確計(jì)算
Fig. 3 Distance dependent isotropic symmetric exchange parameters.
來自瑞典烏普薩拉大學(xué)物理與天文系的Sukanya Ghosh等,通過第一性原理計(jì)算來分析了不同計(jì)算方法對(duì)于FGT系統(tǒng)的電子結(jié)構(gòu)和磁學(xué)性能。
DMFT:二維磁性材料的準(zhǔn)確計(jì)算
Fig. 4 Distance dependent anisotropic exchange parameters.
他們的研究結(jié)果表明,具有靜態(tài)電子相關(guān)性的GGA + U得到的晶格參數(shù)、磁矩和居里溫度均與實(shí)驗(yàn)有較大偏差,故不適用于FGT系統(tǒng)。而標(biāo)準(zhǔn)GGA得到的磁矩與實(shí)驗(yàn)一致,但居里溫度則被高估許多。
DMFT:二維磁性材料的準(zhǔn)確計(jì)算
Fig. 5 Comparison of spectral properties of Fe3GeTe2 monolayer.
在GGA + DMFT方法中,加入動(dòng)態(tài)電子相關(guān)性以及修改交換關(guān)聯(lián)作用中的各向同性對(duì)稱交換參數(shù)后,磁矩幾乎保持不變,而居里溫度卻降低到與實(shí)驗(yàn)結(jié)果一致,這說明動(dòng)力學(xué)參數(shù)在計(jì)算FGT系統(tǒng)的電子結(jié)構(gòu)和磁性性能上是非常有必要的。
DMFT:二維磁性材料的準(zhǔn)確計(jì)算
Fig. 6 Crystal structure and Jij interactions of bulk Fe3GeTe2
該文近期發(fā)布于npj Computational Materials 9: 85(2023)。手機(jī)閱讀原文,請(qǐng)點(diǎn)擊本文底部左下角“閱讀原文”,進(jìn)入后亦可下載全文PDF文件。
DMFT:二維磁性材料的準(zhǔn)確計(jì)算
Fig. 7 Density of states D(?) of Fe3GeTe2 bulk.
Editorial Summary
DMFT: Accurate calculation of 2D magnetic materials
In recent years, two-dimensional van der Waals materials have attracted extensive attention due to their intriguing properties. FenGeTe2(FGT), a recently discovered class of two-dimensional van der Waals material, exhibits magnetic behavior at room temperature. However, subsystems belonging to FGT class display site-dependent magnetic properties, necessitating an accurate assessment of their magnetic and electronic effects. The main peculiarity related to all the FGT systems is their site-dependent magnetic and electronic properties. In other words, based on the magnetic moments associated with different Fe sublattices, electrons belonging to some Fe atoms are expected to have more itinerant character than others. Up to this date, researchers have used DFT, DFT?+?U or DMFT approaches, leaving behind the most crucial question unanswered, i.e., which method is the most reliable one to correctly treat the FGT systems.
DMFT:二維磁性材料的準(zhǔn)確計(jì)算
Fig. 8 Spectral functi  on S(k, ?) for bulk Fe3GeTe2.
Sukanya Ghosh et al from the Department of Physics and Astronomy, Uppsala University, performed a first-principles study on the electronic structures and magnetic properties of FenGeTe2 (n?=?3,?4,?and 5) systems by GGA, LSDA, GGA?+?U and GGA?+?DMFT methods. The results indicated that GGA + U with static electronic correlation yields substantial deviations in lattice parameters, magnetic moments, and Curie temperatures compared to experimental values, rendering it unsuitable for FGT systems. Standard GGA reproduces magnetic moments consistent with experiment, but overestimates Curie temperatures significantly. Upon the inclusion of dynamical electronic correlations within the GGA?+?DMFT approach, the magnetic moments remain almost unchanged, while the exchange interactions, especially the isotropic symmetric exchange parameters get significantly modified to decrease the Curie temperature substantially to have a nice agreement with the experimental results. This study demonstrates that the consideration of dynamical correlations is necessary to capture the correct electronic structure and magnetic behavior of FGT systems. This article was recently published in npj Computational Materials 9: 86 (2023).
原文Abstract及其翻譯
Unraveling effects of electron correlation in two-dimensional FenGeTe2(n?=?3, 4, 5) by dynamical mean field theory(用動(dòng)態(tài)平均場(chǎng)論闡明二維FenGeTe2(n = 3,4,5)中的電子關(guān)聯(lián)效應(yīng))
Sukanya Ghosh, Soheil Ershadrad, Vladislav Borisov & Biplab Sanyal
Abstract The FenGeTe2systems are recently discovered two-dimensional van-der-Waals materials, exhibiting magnetism at room temperature. The sub-systems belonging to FenGeTe2class are special because they show site-dependent magnetic behavior. We focus on the critical evaluation of magnetic properties and electron correlation effects in FenGeTe2 (n?=?3, 4, 5) (FGT) systems performing first-principles calculations. Three different ab initio approaches have been used primarily, viz., (i) standard density functional theory (GGA), (ii) incorporating static electron correlation (GGA?+?U) and (iii) inclusion of dynamic electron correlation effect (GGA?+?DMFT). Our results show that GGA?+?DMFT is the more accurate technique to correctly reproduce the magnetic interactions, experimentally observed transition temperatures and electronic properties. The inaccurate values of magnetic moments, exchange interactions obtained from GGA?+?U make this method inapplicable for the FGT family. Correct determination of magnetic properties for this class of materials is important since they are promising candidates for spin transport and spintronic applications at room temperature.
摘要 FenGeTe2系統(tǒng)是最近發(fā)現(xiàn)的二維范德華材料,在室溫下表現(xiàn)出磁性。然而,從屬于FenGeTe2類的子系統(tǒng)卻顯示出與位點(diǎn)相關(guān)的磁性行為。本文著重于對(duì)FenGeTe2(n=3、4、5)(FGT)體系中的磁性能和電子的關(guān)聯(lián)效應(yīng)進(jìn)行研究,研究手段為第一性原理計(jì)算。主要采用了三種不同的從頭計(jì)算方法,即(i)標(biāo)準(zhǔn)密度泛函理論(GGA)、(ii)包含靜態(tài)電子相關(guān)性(GGA+U)和(iii)考慮動(dòng)態(tài)電子相關(guān)效應(yīng)(GGA+DMFT)。我們的結(jié)果表明,GGA+DMFT的計(jì)算結(jié)果更加準(zhǔn)確,能夠正確重現(xiàn)磁相互作用、轉(zhuǎn)變溫度和電子性質(zhì)。而GGA+U計(jì)算得出的磁矩、交換相互作用數(shù)值不準(zhǔn)確,使得該方法不適用于FGT家族。FGT體系材料在室溫下的自旋輸運(yùn)和自旋器件應(yīng)用這一領(lǐng)域非常有應(yīng)用前景,正確計(jì)算其磁性性能非常重要。

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原創(chuàng)文章,作者:計(jì)算搬磚工程師,如若轉(zhuǎn)載,請(qǐng)注明來源華算科技,注明出處:http://m.xiubac.cn/index.php/2023/10/14/024c92eed0/

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