13,964 research outputs found
Bianque xin shu shen fang
No full text扁鵲傳 ; 竇材重集 ; 胡珏參論.綫裝.框17.8x12.2公分, 8行20字, 小字雙行同. 白口, 左右雙邊, 單黑魚尾. 版心上鐫題名, 中鐫卷次, 下鐫葉次.分上, 中, 下卷.《神方》末有乾隆乙酉[1765]王琦跋, 言刻書事.《中國中醫古籍總目》05495著錄有乾隆刻本.鈐"莊兆祥印"朱, 白文各一方.Xian zhuang.Kuang 17.8 x 12.2 gong fen, 8 hang 20 zi, xiao zi shuang hang tong. Bai kou, zuo you shuang bian, dan hei yu wei. Ban xin shang juan ti ming, zhong juan juan ci, xia juan ye ci.Fen shang, zhong, xia juan."Shen fang" mo you Qianlong yi you [1765] Wang Qi ba, yan ke shu shi.Detailed notes in vernacular field only.Bian Que zhuan ; Dou Cai chong ji ; Hu Jue can lun.Qian "Zhuang Zhaoxiang yin" zhu, bai wen ge yi fang
Man ting fang.
No full text方君逸.獨幕劇本電子書乃根據《香港版權條例(第528章)》而複製, 並只可在大學圖書館系統內的獨立電子書系統上使用.Fang Junyi.Ben dian zi shu nai gen ju "Xianggang ban quan tiao li (Di 528 zhang)" er fu zhi, bing zhi ke zai da xue tu shu guan xi tong nei de du li dian zi shu xi tong shang shi yong.Du mu ju
White Fang
No full textWhite Fang menunggu ayahnya yang sedang berburu mencari makanan. White Fang menunggu dengan ibunya di Goa tempat mereka tinggal. Tiba-tiba badai salju datang, ibu merasa khawatir, ia memutuskan untuk melihat keadaan sang suami dan meninggalkan White Fang sendiri di Goa. Ibu kembali lalu memberi tahu White Fang bahwa ayahnya mengalami kecelakaan dan meninggal. Saat itulah White Fang berjanji untuk merawat ibunya. Ibu mengajak White Fang pergi ke tempat asal ibunya. Tapi tempat itu sangat menakutkan bagi White Fang. White Fang sangat marah melihat ibunya di ikat oleh Gradifer. White Fang ingin kembali ke tempat tinggal mereka sebelumnya. Ternyata Gradifer menjual ibunya, apa yang akan dilakukan White Fang setelah ditinggal pergi oleh ibunya
Fang Fang
No full textBiochemistry & Molecular BiologyCell BiologySCI(E)0EDITORIAL MATERIAL12R444-R4462
Does Downloading PowerPoint Slides Before the Lecture Lead to Better Student Achievement?: Reply
No full textThis reply responds to a comment by Cannon (2011) that opens the debate on consistency of the effect of downloading PowerPoint slides before lectures on students’ exam performance. Cannon (2011) points out potential endogeneity problems in Chen and Lin (2008) and attempts to explore the unconditional mean effect of downloading PowerPoint slides for the full sample. In this reply, we firstly argue that the estimates in our original article are consistent since the effect of interest is the “conditional†treatment effect but not the unconditional mean effect. We provide explanations for our rationale of estimating the “conditional†treatment effect. Secondly, we propose a modified downloading variable to replicate Cannon’s analysis. Our results suggest that downloading PowerPoint slides before the exam does not produce a significant effect on absent students’ exam performance which is different from the results in Cannon (2011). Our analysis does support Cannon’s argument that students fixed effects are different across different attendance status.
Wai ke shi fa
No full text程國彭撰.綫裝.框16.3x10.5公分, 11行22字, 小字雙行同. 白口, 左右雙邊, 單黑魚尾. 版心上鐫題名, 中鐫卷次, 下鐫葉次.書名頁刻"醫學心悟, 歙程山齡原本, 附外科十法, 經綸堂梓".目錄首葉版心下刻"經綸堂". 卷六為"外科十法".前有乾隆五十六年[1791]王文治序, 言汪氏重刻此書.《中國中醫古籍總目》05661著錄乾隆五十六年[1791]汪氏書粟軒刻本.鈐"莊兆祥印"朱, 白文各一方.Xian zhuang.Kuang 16.3 x 10.5 gong fen, 11 hang 22 zi, xiao zi shuang hang tong. Bai kou, zuo you shuang bian, dan hei yu wei. Ban xin shang juan ti ming, zhong juan juan ci, xia juan ye ci.Detailed notes in vernacular field only.Mu lu shou ye ban xin xia ke "Jing lun tang". Juan liu wei "Wai ke shi fa"Detailed notes in vernacular field only.Detailed notes in vernacular field only.Cheng Guopeng zhuan.Qian "Zhuang Zhaoxiang yin" zhu, bai wen ge yi fang
Ji yu fei fang she dao fang she zhuan bian de ke kong dan xing te xing he tuo pu chao gou cai liao bian ji
No full textAs external pressure is applied to a pack of disordered particles, the system will be condensed into an amorphous jammed state possessing excess low-frequency vibrations and liquid-like mechanical responses, where the shear modulus (G) vanishes and the bulk modulus (K) holds a finite value. The criterion to judge whether such an ensemble of particles can be regarded as a continuous medium is still ambiguous due to the complexity of the system brought up by the non-affinity describing to what extent the internal particles tend to slide away from each other. In this article, by building the 2D packing derived networks, a ’liquid-solid’ transition governed by networks’ graph topology is investigated. This transition sheds a light on designing mechanical metamaterials, which permits one to separately tune its moduli or fix the Poisson ratio as well as enhance its stiffness. Our work reveals a more comprehensive understanding of how topological factors take effects on mechanical responses of randomly packing derived networks and provide more freedom in experimentally constructing tunable mechanical metamaterials.On the other hand, deformed Kagome lattices which perform fancy topological properties, are characterized by its polarization. This polarization can be calculated from its unit cell’s geometry. Domain wall between two kinds of polarization lattices can be either self-stress state or soft mode. Self-stress states, in which net force is zero with nonzero structural elements forces play an important role in load-bearing ability of ideal central-force networks’ structures and network consisting of real materials with bending forces. Soft mode demonstrated as a deformation of the structure with zero elements forces is a zero-frequency vibrational mode with zero vibrational energy. By tailoring the localization of self-stress states and soft modes, we can achieve diverse mechanical properties such as certain buckling of selective elements, particular force chains in the structure and vibration transformation along chosen path.當外部壓力施加到一堆無序的顆粒上時，该 系統 会 凝 聚 為 非晶体的阻塞 形 態， 这时体 系 具有 大 量的低頻振動 模式 和類似液體的機械響應 状态 此时该体系的 剪切模量（ G ）消失，體積模量 K 为 有限的值。由於非 仿射 性描述 的 內部顆粒趨向於彼此滑動離開的程度所帶來的系統的複雜性，判斷這種顆粒的整體是否可以視為連續介質的標準仍然不明確。在本文中，通過構建 2D 堆積 衍生網絡，研究了由網絡圖拓撲控制的 液固 過渡。這一轉變為機械超材料的設計提供了啟示，它使人們可以分別調整其模量或固定泊鬆比並增強其強度。我們的工作揭示了對拓撲因素如何影響隨機堆積派生網絡的機械響 應的更全面的理解，並為實驗構造可調機械超材料 提供了更多自由。另一方面，表現出奇特的拓撲特性的變形的Kagome 晶格的特徵是其極化。極化可以根據其晶胞的幾何形狀來計算。兩種極化晶格之間的疇壁可以是自應力狀態或軟模式。在自應力狀態下，淨力為零且結構元素非零，力在理想的中心力網絡的結構和由具有彎曲力的真實材料組成的網絡的承載能力中起著重要作用。 已經 證明具有零元素力的結構變形的軟模式是具有零振動能量的零頻率振動模式。通過調整自應力狀態和軟模式的局部化，我們可以實現多種機械性能，例如選擇元件的某些屈曲，結構中特定的力鏈以及沿選定路徑的振動轉換。Fang, Chenchao = 基於非仿射到仿射轉變的可控彈性特性和拓撲超構材料編輯 / 房臣超.Ph.D. Chinese University of Hong Kong 2020.Includes bibliographical references (leaves 76-91).Abstracts also in Chinese.Title from PDF title page (viewed on October 19, 2022).Fang, Chenchao = Ji yu fei fang she dao fang she zhuan bian de ke kong dan xing te xing he tuo pu chao gou cai liao bian ji / Fang Chenchao
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