Academic literature on the topic 'Zong ji xie chang'

Методом цитратной золь-гель технологии получен новый двойной борат рубидия–гольмия состава Rb3HoB6O12. Соединение кристаллизуется в тригональной сингонии (пр. гр. R32, a = 13.4038(7), с = 30.315(2) Å, V = 4716.76 Å3) и плавится инконгруэнтно при 818 °С. Попытки получить в однофазном состоянии Rb3HoB6O12 методом твердофазных реакций не привели к положительному результату REFERENCES Wu C., Yang G., Humphrey M.G., Zhang C. Recent advances in ultraviolet and deep-ultraviolet secondorder nonlinear optical crystals // Chem. Rev., 2018, v. 375, pp. 1–30. https://doi.org/10.1016/j.ccr.2018.02.017 Bubnova R., Volkov S., Albert B., Filatov S. Borates – crystal structures of prospective nonlinear optical materials: high anisotropy of the thermal expansion caused by anharmonic atomic vibrations // Crystals, 2017, v. 7, pp.1–32. DOI: 10.3390/cryst7030093 Becker P. Borate materials in nonlinear optics // Mater., 1998, v. 10, pp. 979–992. https://doi.org/10.1002/(SICI)1521-4095(199809)10:13<979::AIDADMA979>3.0.CO;2-N Chen C., Li R. The anionic group theory of the nonlinear optical effect and its applications in the development of new high-quality NLO crystals in the borate series // Rev. Phys. Chem., 1988, v. 8, pp. 65–91. https://doi.org/10.1080/01442358909353223 Chen C., Wu Y., Jiang A., Wu B., You G., Li R., Lin S. New nonlinear-optical crystal: LiB3O5 // Opt. Soc. Am. B: Opt. Phys., 1989, v. 6, pp. 616–621. https://doi.org/10.1364/JOSAB.6.000616 French R. H., Ling J. W., Ohuchi F. S., Chen C. T. Electronic structure of b-BaB2O4 and LiB3O5 nonlinear optical crystals // Rev. B: Condens. Matter, 1991, v. 44, pp. 8496–8502. https://doi.org/10.1103/Phys-RevB.44.8496 Yusuke Mori, Ikio Kuroda, Satoshi Nakajima, Takamoto Sasaki, Sadao Nakai. New nonlinear optical crystal: Cesium lithium borate // Phys. Lett., 1995, v. 67, pp. 1818–1820. https://doi.org/10.1063/1.115413 Haohai Yu, Zhongben Pan, Huaijin Zhang, Jiyang Wang. Recent advances in self-frequency-doubling crystals // Materiomics, 2016, v. 2, pp. 55–65. https://doi.org/10.1016/j.jmat.2015.12.001 Bajor A.L., Kisielewski J., Klos A., Kopzyński K., Lukasiewicz T., Mierczyk J., Mlyńczak J. Assessment of gadolinium calcium oxoborate (GdCOB) for laser applications // Opto-electronics Review, 2011, v. 19, pp. 439–448. https://doi.org/10.2478/s11772-011-0042-2 Dan Zhao, Cong-Kui Nie, Ye Tian, Bao-Zhong Liu, Yun-Chang Fan, Ji Zhao. A new luminescent host material K3GdB6O12: synthesis, crystal structure and luminescent properties activated by Sm3+ // Kristallogr., 2018, v. 233, pp. 411–419. https://doi.org/10.1515/zkri-2017-2101 Dan Zhao, Fa-Xue Ma, Rui-Juan Zhang, Wei Wei, Juan Yang, Ying-Jie Li. A new rare-earth borate K3LuB6O12: crystal and electronic structure, and luminescent properties activated by Eu3+ // Mater Sci: Mater Electron., 2017, pp. 1–9. https://doi.org/10.1007/s10854-016-5501-6 Atuchin V. V., Subanakov A. K., Aleksandrovsky A. S., Bazarov B. G., Bazarova J. G., Dorzhieva S. G., Gavrilova T. A., Krylov A. S., Molokeev M. S., Oreshonkov A. S., Pugachev A. M., Tushinova Yu. L., Yelisseyev A. P. Exploration of structural, thermal, vibrational and spectroscopic properties of new noncentrosymmetric double borate Rb3NdB6O12 // Powder Technol., 2017, v. 28, pp. 1309–1315. https://doi.org/10.1016/j.apt.2017.02.019 Atuchin V. V., Subanakov A. K., Aleksandrovsky A. S., Bazarov B. G., Bazarova J. G., Gavrilova T. A., Krylov A. S., Molokeev M. S., Oreshonkov A. S., Stefanovich S. Yu. Structural and spectroscopic properties of new noncentrosymmetric selfactivated borate Rb3EuB6O12 with B5O10 units // Des., 2018, v. 140, pp. 488–494. https://doi.org/10.1016/j.matdes.2017.12.004 Sangen Zhao, Guochun Zhang, Jiyong Yao, Yicheng Wu. K3YB6O12: A new nonlinear optical crystal with a short UV cutoff edge // Res. Bull., 2012, v. 47, pp. 3810–3813. https://doi.org/10.1016/j.materresbull.2012.05.062 Miriding Mutailipu, Zhiqing Xie, Xin Su, Min Zhang, Ying Wang, Zhihua Yang, Muhammad Ramzan Saeed Ashraf Janjua, Shilie Pan. Chemical cosubstitution- oriented design of rare-earth borates as potential ultraviolet nonlinear optical materials // Am. Chem. Soc., 2017, v. 139, pp. 18397–18405. https://doi.org/10.1021/jacs.7b11263 Li Yang, Yingpeng Wan, Honggen Weng, Yanlin Huang, Cuili Chen, Hyo Jin Seo. Luminescence and color center distributions in K3YB6O12 : Ce3+ phosphor // Phys. D: Appl. Phys., 2016, v. 49 (325303), pp. 1–12. https://doi.org/10.1088/0022-3727/49/32/325303

Šiame straipsnyje tyrinėjama klasikinio daoizmo pagrindėjų - Laozi ir Zhuangzi - idėjų transformacija įtakingoje Kinijos menininkų intelektualų (wenrenhua) estetikoje. Darbas pagrįstas autentiškais šaltiniais (klasikinio daoizmo tekstais - “Laozi”, “Zhuangzi” bei tapybos teorijos ir estetikos veikalais - Gu Kaizhi “Lun hua”(“Apie tapybą”), “Hua Yuntaishan ji” (“Užrašai apie tai, kaip tapyti Debesų terasos kalną”), Zong Bingo “Hua shanshui xu” (“Įvadas į peizažinę tapybą”), Wang Wei (415-145) “Xu hua” (“Įvadas į tapybą”), Xie He “Guhua pinlu” (“Senosios tapybos principai”), Wang Wei (701-769) “Shanshui jue” (“Peizažinės tapybos paslaptys”), “Shanshui lun” (“Apie peizažinę tapybą”, Shi Tao “Kugua heshang hualu” (“Vienuolio, vardu Kartus Moliūgas, pasakojimai apie tapybą”), Su Shi, Mi Fu, Ni Zanio, Zhao Mengfu, Dong Qichango ir kt. traktatais. Remiantis daoistiniais filosofiniais-estetiniais principais (Dao, qi (gyvybinė energija), ziran (spontaniškumas, savaimingumas), pu (pirminis paprastumas), xu (tuštumas) ir kt.) bei pamatinėmis menininkų intelektualų estetikos kategorijomis (shen (dvasia), yi (idėja-mintis), qi (gyvybinė energija), ziran (spontaniškumas, savaimingumas), pu (pirminis paprastumas), sheng (gyvybė, gyvybingumas) bei jų deriniais - zhuan shen, shenqi, shengqi ir kt.) atskleidiama, kaip Laozi ir Zhuangzi idėjos iš esmės nulėmė visą tolesnę wenrenhua estetikos sklaidą.

by Leung Chu Wah.
Parallel title in Chinese characters.
Thesis (M.Phil.)--Chinese University of Hong Kong, 1992.
Includes bibliographical references (leaves 181-182).
Acknowledgements --- p.vi
Abstract --- p.vii
Chapter 1. --- Introduction --- p.1
Chapter 2. --- Evaluation of Far Field by Lai and Char's Method --- p.6
Chapter 2.1 --- Far Field Expression --- p.6
Chapter 2.2 --- Radiation Power --- p.12
Chapter 2.3 --- Gaussian Curvature and Point of Stationary Phase of Cylindrically Symmetry DWS --- p.16
Figures for Chapter2 --- p.19
Chapter 3. --- Synchrotron Radiation in Vacuum Using Lai and Char's Method --- p.20
Chapter 3.1 --- The Far Field --- p.20
Chapter 3.2 --- Current Density for a Gyrating Charge --- p.22
Chapter 3.3 --- Radiation Power --- p.25
Chapter 3.4 --- Some Angular Properties of Synchrotron Radiation --- p.29
Chapter 3.5 --- Total Power Emitted in N-th Harmonic --- p.32
Chapter 3.6 --- Total Power Emitted in All Harmonics --- p.33
Figures for Chapter3 --- p.36
Chapter 4. --- Synchrotron Radiation in a Cold Magnetoplasma --- p.42
Chapter 4.1 --- DWS for a Cold Magnetoplasma --- p.42
Chapter 4.2 --- Derivatives of kp and Gaussian Curvature of DWS --- p.45
Chapter 4.3 --- Group Velocity --- p.46
Chapter 4.4 --- Current Density --- p.47
Chapter 4.5 --- Point of Stationary Phase --- p.48
Chapter 4.6 --- Identification of Different Wave Modes --- p.48
Chapter 4.7 --- Radiation Power --- p.49
Chapter 4.8 --- Relation with Vacuum Case --- p.53
Figures for Chapter4 --- p.56
Chapter 5. --- Incoherent Radiation from an Assembly of Charges --- p.79
Chapter 5.1 --- Total Incoherent Energy Flux from N Particles --- p.79
Chapter 5.2 --- Synchrotron Radiation from Particles with Momentum Distribution --- p.80
Chapter 5.3 --- Mono-Energetic Particles with Distributed Parallel Momentum --- p.82
Chapter 5.4 --- "Angular Distribution, Frequency Distribution and Total Radiation Power" --- p.87
Figures for Chapter5 --- p.88
Chapter 6. --- Coherent Radiation from an Assembly of Charges --- p.94
Chapter 6.1 --- Bunching Factor --- p.94
Chapter 6.2 --- Some Arrangements of Particles --- p.96
Chapter 6.2.1 --- Charges Distributed Uniformly over an Arc of Angular Width --- p.96
Chapter 6.2.2 --- Charges Distributed Along a Straight Line --- p.100
Chapter 6.2.3 --- Charges Distributed Uniformly on a Helical Path --- p.101
Chapter 6.2.4 --- Charges Distributed Randomly on an Arc --- p.102
Chapter 6.3 --- Effect of Bunching in a Cold Magnetoplasma --- p.104
Figures for Chapter6 --- p.105
Chapter 7. --- Correction to Radiation Power Formula for Degenerate DWS --- p.113
Chapter 7.1 --- Far Field Expression for Degenerate DWS --- p.113
Chapter 7.2 --- Radiation Power for Degenerate DWS --- p.115
Chapter 7.3 --- Alternate Proof for the Extra Factorin (7.2.11) --- p.118
Chapter 7.4 --- Example of Degenerate DWS - Vacuum --- p.120
Chapter 8. --- "Ratio of Emitted Power to Received Power, f" --- p.122
Chapter 8.1 --- Group Velocity in terms of Derivatives of DWS --- p.122
Chapter 8.2 --- Calculation of Derivatives --- p.124
Chapter 8.3 --- Expression for f --- p.126
Chapter 8.4 --- Alternate Form of f --- p.127
Chapter 8.5 --- Examples of Calculating f Using (8.4.1) --- p.129
Chapter 8.5.1 --- Isotropic Cold Plasma --- p.129
Chapter 8.5.2 --- Cold Magnetoplasma --- p.130
Figures for Chapter8 --- p.132
Chapter 9. --- Comparison of Far Field by Lai and Chan with that by Others --- p.135
Chapter 9.1 --- Expressing the Far Field Ratio in terms of Derivatives of DWS and WS --- p.135
Chapter 9.2 --- Far Field Ratio for an Uniaxial Non-Dispersive Medium --- p.137
Chapter 9.3 --- Far Field Ratio for an Isotropic Cold Plasma --- p.138
Chapter 10. --- Minimum Far Field Distance to a Moving Radiating Source in an Anisotropic and Dispersive Medium --- p.140
Chapter 10.1 --- Sub-Dominant Terms of the Far Field --- p.141
Chapter 10.2 --- Minimum Far Field Distance --- p.147
Chapter 10.3 --- Minimum Far Field Distance in an Isotropic Non-Dispersive Medium --- p.152
Chapter 10.4 --- Minimum Far Field Distance in an Isotropic Dispersive Cold Plasma --- p.156
Chapter 10.5 --- Minimum Far Field Distance for Alfven Waves in a Cold Magnetoplasma --- p.159
Chapter 10.6 --- Comparison of Results by Other Authors --- p.162
Figures for Chapter 10 --- p.165
Chapter 11. --- Conclusions
Chapter Appendix 1. --- Calculation of the Total Power Emitted in Synchrotron Radiation in Vacuum --- p.170
Chapter Appendix 2. --- "Derivatives of stix's Parameters and a1,a2 of Equation (4.1.22)-(4.1.23 )" --- p.176
Chapter Appendix 3. --- Dispersion Relation for Alfven Wavesin a Cold Magnetoplasma --- p.179
References --- p.181