27,003 research outputs found
Dataset for 'High-average-power picosecond mid-infrared OP-GaAs OPO'
This dataset supports the publication: Qiang Fu, Lin Xu, Sijing Liang, Peter Shardlow, David Shepherd, Shaif-Ul Alam, David Richardson High-average-power picosecond mid-infrared OP-GaAs OPO. Optics Express
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Dataset for High beam quality, watt-level, widely tunable, mid-infrared OP-GaAs optical parametric oscillator
Data supporting the publications: Fu, Q., Xu, L., Liang, S., Shardlow, P., Shepherd, D., Alam, S-U., & Richardson, D. (Accepted/In press). High beam quality, watt-level, widely tunable, mid-infrared OP-GaAs optical parametric oscillator. Optics Letters. </span
Du Fu about History: Zhuge Liang
The aim of this bachelor's thesis is to provide a thematic analysis of Du Fu's poems about Zhuge Liang from the Three Kingdoms, who is nowadays known primarily as a brilliant military strategist, and to answer the questions about how exactly Du Fu conceived this important historical figure, which values he associated with it and how this influenced his own attitudes towards life. On this basis, it also tries to answer the question of why Zhuge Liang attracted the poet's attention. In total, there are 18 poems in various forms, which is the highest number of compositions Du Fu has ever dedicated to one historical figure. A brief introduction is followed by a chapter summarizing the most important historical contexts. The main body of the thesis is divided into two thematic areas - The Image of Zhuge Liang in Du Fu's work and Zhuge Liang as a Theme in Du Fu's work. These are further divided into sub-chapters, which thoroughly analyze individual poems. All poems are accompanied by their translation into Czech language. Zhuge Liang's biography in the Chronicle of the Three Kingdoms is also taken into account in the analysis of the poems. The thesis concludes that Du Fu offers a fairly conventional image of Zhuge Liang, with whom he identifies himself and thus responds to the most pressing problems of..
Dataset: Thulium-fiber-laser-pumped, high-peak-power, picosecond, mid-infrared orientation-patterned GaAs optical parametric generator and amplifier
Dataset supports:
Xu, L., Fu, Q., Liang, S., Shepherd, D., Richardson, D., & Alam, S-U. (2017). Thulium-fiber-laser-pumped, high-peak-power, picosecond, mid-infrared orientation-patterned GaAs optical parametric generator and amplifier. Optics Letters, 42(19), 4036-4039. DOI: 10.1364/OL.42.004036</span
Zhong fu tang xu xuan lin zheng zhi nan
V.1-8. 臨證指南醫案 : 十卷 -- v.9-10. 種福堂續選臨證指南 : 種福堂公選溫熱論醫案 : 卷一 -- 種福堂公選良方 : 卷二至四.V.1-8. Lin zheng zhi nan yi an : shi juan -- v.9-10. Zhong fu tang xu xuan lin zheng zhi nan : Zhong fu tang gong xuan wen re lun yi an : juan yi -- Zhong fu tang gong xuan liang fang : juan er zhi si.葉桂著 ; 李大瞻, 華南田, 邵銘同較. 種福堂續選臨證指南 : 四卷 / [葉桂論] ; 苕溪漫士重較刊.綫裝.框12.9x10.1公分, 分上下欄. 上欄註解小字每行2字, 下欄正文10行22字, 無界行. 白口, 左右雙邊, 單黑魚尾. 版心上鐫題名,中鐫卷次及小題, 下鐫葉次. 眉端刻評.《種福堂續選臨證指南》題名據總目.刻書年據序.書名頁刻"臨證指南醫案評本, 聚益堂藏板" ; 卷端題下署"丁丑正月苕溪漫士臨本"《中國中醫古籍總目》11332著錄清乾隆刻本聚益堂藏板.鈐"莊兆祥印"朱, 白文各一方.Xian zhuang.Kuang 12.9 x 10.1 gong fen, fen shang xia lan. Shang lan zhu jie xiao zi mei hang 2 zi, xia lan zheng wen 10 hang 22 zi, wu jie hang. Bai kou, zuo you shuang bian, dan hei yu wei. Ban xin shang juan ti ming, zhong juan juan ci ji xiao ti, xia juan ye ci. Mei duan ke ping."Zhong fu tang xu xuan lin zheng zhi nan" ti ming ju zong mu.Ke shu nian ju xu.Detailed notes in vernacular field only.Detailed notes in vernacular field only.Ye Gui zhu ; Li Dazhan, Hua Nantian, Shao Ming tong jiao. Zhong fu tang xu xuan lin zheng zhi nan : si juan / [Ye Gui lun] ; Tiaoxi Man shi chong jiao kan.Qian "Zhuang Zhaoxiang yin" zhu, bai wen ge yi fang
Superconductivity and Correlated Insulator in Twisted Bilayer Graphene
Fu, Liang. (2018). Superconductivity and Correlated Insulator in Twisted Bilayer Graphene. Retrieved from the University Digital Conservancy, https://hdl.handle.net/11299/197538
Luisia brachyota Hou H. Fu, Liang Ma & S. P. Chen 2023, sp. nov.
<p> <i>Luisia brachyota</i> Hou H. Fu, Liang Ma & S.P.Chen, <i>sp. nov.</i> (<b>AEHOiƗü</b>; Figs. 2, 3)</p> <p> <b>Type:</b> — China, Yunnan, Jinping Miao, Yao and Dai Autonomous County, epiphytic on branches in forests, 22.503611° N, 103.044722° E, elev. 975 m, 1 June 2023, HH. Fu 20230607 (holotype: FJFC!, isotype: CSH!).</p> <p> This new species is similar to <i>L. filiformis</i> and <i>L. morsei</i>, from which it differs by its stem erect, inflorescences erect, 3–5 flowered, sepals white with faint purple lines, petals linear, whitish with faint purple lines, lip deep purple-red, 0.8 × 0.6 cm, without a distinct boundary between hypochile and epichile, adaxially often longitudinally wrinkled or grooved.</p> <p>Plant epiphytic, stems erect, 16.0–35.0 cm, ca. 5.0 mm in diam., internodes 2.0– 2.5 cm. Leaves 8.0–18.0 cm × 2.0–4.0 mm, acute at apex. Inflorescences 3-or 5-flowered; floral bracts broadly ovate-triangular, ca. 2.0 mm, acute. Flowers often nodding, 0.5–1.0 cm in diam., sepals and petals whitish with faint purple lines, lip deep purple-red; pedicel and ovary purple-red, ca. 1.0 cm. Dorsal sepal ligulate, ca. 6.0 × 3.0 mm, 7-veined, obtuse; lateral sepals ovate-lanceolate, cymbiform, ca. 7.0 × 3.0 mm, dorsally carinate, 6-veined, apex acute. Petals linear, ca. 10.0 × 2.0 mm, acute; lip ca. 8.0 mm, fleshy, glabrous, without a distinct boundary between hypochile and epichile; hypochile ca. 4.0 × 3.5 mm, convex, lateral lobes very short; epichile cordate, large, ca. 4.5 × 6.0 mm, adaxially with 7 or 9 papillate longitudinal ridges. Column ca. 3.5 mm; pollinia 2, ca. 0.1 cm, grooved, ovoid, yellow.</p> <p> <b>Phenology:</b> —Flowering from June.</p> <p> <b>Etymology:</b> —The species epithet refers to lip base with lateral lobes very short.</p> <p> <b>Distribution and habitat:</b> — <i>Luisia brachyota</i> is so far only known within Jinshuihe Town, Jinping Miao, Yao and Dai Autonomous County, Yunnan, China. It is epiphytic on branches at elevations of 800–1200 m at the edge of evergreen broad—leaved forests.</p> <p> <b>Conservation status:</b> — <i>L. brachyota</i> was found with only one population, which consisted no more than 50 individuals, and not elsewhere. In addition, the local presence a lot of anthropogenic activities, fearing that it might affect the species. Its endangered status should be evaluated as CR (critically endangered), according to the IUCN (2022).</p>Published as part of <i>Fu, Hou-Hua, Zhou, Cheng-Yuan, Ma, Liang, Lan, Siren & Chen, Shi-Pin, 2023, Luisia brachyota (Orchidaceae; Epidendroideae) a new species from China: evidence based on morphological and molecular data, pp. 87-92 in Phytotaxa 632 (1)</i> on pages 90-92, DOI: 10.11646/phytotaxa.632.1.8, <a href="http://zenodo.org/record/10435196">http://zenodo.org/record/10435196</a>
Wang Cheng-li, Bohai Jianshi, Li Dian-fu & Sun Yu-liang, Bohai guo Yang Bao-long, Bohai-shi rumen
Yonglip Joo. Wang Cheng-li, Bohai Jianshi, Li Dian-fu & Sun Yu-liang, Bohai guo Yang Bao-long, Bohai-shi rumen. In: Cahiers d'Extrême-Asie, vol. 6, 1991. Numéro spécial Chamanisme coréen - Special Issue on Korean Shamanism. pp. 311-313
Integrated production scheduling and vehicle routing problem with job splitting and delivery time windows
A new kind of topological quantum order: A dimensional hierarchy of quasiparticles built from stationary excitations
We introduce exactly solvable models of interacting (Majorana) fermions in d≥3 spatial dimensions that realize a new kind of fermion topological quantum order, building on a model presented by S. Vijay, T. H. Hsieh, and L. Fu [Phys. Rev. X 5, 041038 (2015)10.1103/PhysRevX.5.041038]. These models have extensive topological ground-state degeneracy and a hierarchy of pointlike, topological excitations that are only free to move within submanifolds of the lattice. In particular, one of our models has fundamental excitations that are completely stationary. To demonstrate these results, we introduce a powerful polynomial representation of commuting Majorana Hamiltonians. Remarkably, the physical properties of the topologically ordered state are encoded in an algebraic variety, defined by the common zeros of a set of polynomials over a finite field. This provides a “geometric” framework for the emergence of topological order.David & Lucile Packard FoundationUnited States. Dept. of Energy. Division of Materials Sciences and Engineering (Award DE-SC0010526)MIT Department of Physics Pappalardo Progra
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