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µ« ʵ¼ÊÉÏ Nuclear Magnetic Resonance in Solid Polymers ºÍ Multidimensional Solid-State NMR and PolymersÕâÁ½±¾ÊéÖÐÖ»ÓÐËÄ´ÎÁãÐǵØÒýÓÃÑîÓñÁ¼µÄ¹¤×÷£¬ÔõôÄÜ˵£º ¡°¶ÔÕâЩм¼Êõ¾ùÒÔרÃŵÄÕ½ڽøÐÐÈ«Ãæ½éÉÜ¡±£¿×îºóÒ»¾ä»°¸üÊÇÀ×ÈË£º ¶øÇÒ£¬ÕâЩз½·¨Ò²³ÉΪ Spiess ½ÌÊÚÑо¿Ð¡×é»ñ1987Äê10ÔÂDFG°ä·¢µÄLeibniz½±µÄÖ÷ÒªÄÚÈÝ¡£ Ê×ÏÈ£¬ÕýÈçÎÒÃÇÉÏÃæËù˵µÄÄÇÑù£¬»ñLeibniz½±µÄÊÇSpiess ½ÌÊÚ£¬¶ø²»ÊÇSpiess ½ÌÊÚÑо¿Ð¡×é¡£Æä´Î£¬°´ÕÕÕâ¸ö˵·¨£¬Ó¦¸ÃÊÇSpiess ½ÌÊÚÄÃ×ÅÑîÓñÁ¼µÄ¿ÆÑгɹûÈ¥Áì½±£¬ÕæÊÇÂ𣿠ÎÒÃÇÀ´¿´¿´ÑîÓñÁ¼86-93Äê·¢±íµÄ¿ÆÑгɹû£¬ÒÔÏÂÊǹȸèѧÊõºÍSCIÊý¾Ý¿â×ÛºÏËÑË÷µÄ½á¹û£¨×ó±ßµÄÊÇѧÊõ¹È¸èµÄÒýÓôÎÊý£©£º APPROXIMATE CALCULATIONS OF THE PRINCIPAL COMPONENTS OF RADIUS OF GYRATION FOR GAUSSIAN CHAINS
Y YULIANG¡ - Öйú¿ÆѧA ¼(Ó¢ÎÄ°æ), 1986 - scichina.com
Y Yang, T Yu - Makromolekulare Chemie-Macromol. Chem. ¡, 1986 - meplab.fudan.edu.cn
Y Yang, T Yu - Die Makromolekulare Chemie, 1987 - Wiley Online Library Monte Carlo Simulation of Molecular Weight Distribution of Condensation Polymers Y Yuliang, S Meng, Q Nianhua¡ - 1988 - mathnet.or.krChinese Science Bulletin ( Vol.33 NO.2 ) ÍøÒ³¿ìÕÕ sci δÊÕ¼ Graph Theory of Configurational and Viscoelastic Properties of Polymers
Y Yuliang¡ - 1988 - mathnet.or.kr ÍøÒ³¿ìÕÕ sci ÒýÓôÎÊý £´
Y Yang - Die Makromolekulare Chemie, 1989 - Wiley Online Library UN-EQUALLY REACTIVE PRIMARY RADICAL TERMINATION IN POLYMERIZATION [J]
T Weida, Y Yuliang, SUN Meng¡ - Acta Polymerica Sinica, 1990 - en.cnki.com.cn Polymer Dispersed Liquid Crystals for Display Application [J]
LFPBY Yuliang - Journal of Functional Polymers, 1990 - en.cnki.com.cn MONTE-CARLO SIMULATION OF MOLECULAR-WEIGHT DISTRIBUTION OF CONDENSATION POLYMERS - SAMPLE DUPLICATION METHOD FOR INCREASING THE EFFICIENCY OF SIMULATION Author(s): YANG, YL; LU, JM; LUO, DX, et al. Source: CHINESE SCIENCE BULLETIN Volume: 35 Issue: 20 Pages: 1745-1748 Published: OCT 1990 sci ÒýÓôÎÊý £± Preparation of Epoxy-based PDLC and Its Electro-optical Properties [J]
ZHLFY Yuliang - Journal of Functional Polymers, 1991 - en.cnki.com.cn
Y Yang - Die Makromolekulare Chemie, 1991 - Wiley Online Library The Morphology and Optic-Electric Properties of PDLC [J]
LFPBY Yuliang - Journal of Functional Polymers, 1991 - en.cnki.com.cn Birefringence patterns of nematic droplets
J Ding, Y Yang - Jpn. J. Appi. Phys. Vol, 1992 - meplab.fudan.edu.cn STOCHASTIC BOUNDARY CONDITIONS OF MONTE CARLO STATISTICAL PHYSICS
¡, J Lu, Y Yang - Chinese Journal of Computation Physics, 1992 - en.cnki.com.cn MOLECULAR-WEIGHT DISTRIBUTION OF AB, AR TYPE CONDENSATION
POLYMERS OBTAINED BY ADDING AB MONOMERS IN BATCHES Monte Carlo Simulation of Sequence Distributions of Terpolymerization
Z Sheng, L Dexin, Y Yuliang¡ - Journal of Functional ¡, 1993 - en.cnki.com.cn Gridding Method and Analytical Method for Calculating Polarizing Optical Patterns [J]
DJY Yuliang - Journal of Functional Polymers, 1993 - en.cnki.com.cn Monte Carlo simulation of kinetics and chain©length distribution in radical polymerization
¡, H Zhang, Y Yang - Macromolecular Theory and ¡, 1993 - Wiley Online Library ´Ó ÖÐÎÒÃÇ¿ÉÒÔ¿´³ö£¬ÑîÓñÁ¼ÁôѧµÂ¹ú¼°»Ø¹úÒ»Á½ÄêËù·¢±íµÄÎÄÕ»ù±¾Ã»ÓÐÈËÒýÓ᣺óÃ漸ƪÎÄÕÂÊÇÓÐЩÒýÓ㬵«ÕâÀëSpiess ½ÌÊÚ»ñLeibniz½±ÒѾËÄÎå ÄêÁË¡£ÓÐÈË¿ÉÄÜ»áÎÊ£¬87ÄêÓÐһƪSCIÒýÓÃΪ9µÄÎÄÕ£¬µ«ÔÚ£¹£¶ÄêÇ°ÕâƪÎÄÕ²ű»ÒýÓÃÈý´Î£¬ÆäÖÐÁ½´ÎÊÇÑî×Ô¼ºÒýÓõġ£8£¹ÄêÓÐһƪSCIÒýÓÃΪ£¸µÄÎÄ Õ£¬µ«ÔÚ£¹£¶ÄêÇ°ÕâƪÎÄÕ²ű»ÒýÓöþ´Î£¬ÆäÖÐÒ»´ÎÊÇÑî×Ô¼ºÒýÓõġ£ ÈÃÎÒÃÇÔÙÀ´¿´¿´Spiess ½ÌÊÚÔÚ80Äê´ú·¢±íµÄ³É¹û°É£¡ ÒÔÏÂÊǹȸèѧÊõºÍSCIÊý¾Ý¿âËÑË÷µÄ½á¹û£¬×ó±ßÊǹȸèÒýÓôÎÊý£¬ÎÒÃÇÑ¡ÒýÓôÎÊý×î¶àµÄÊ®¶þƪ£º Molecular dynamics of solid polymers as revealed by deuteron NMR HW Spiess - Colloid & Polymer Science, 1983 ¨C Springer ±»ÒýÓôÎÊý£º257 - Ïà¹ØÎÄÕ sci ÒýÓôÎÊý 393 Deuteron spin alignment: A probe for studying ultraslow motions in solids and solid polymers
HW Spiess - The Journal of Chemical Physics, 1980 - link.aip.org Solid echoes in the slow-motion region
HW Spiess, H Sillescu - Journal of Magnetic Resonance (1969), 1981 - Elsevier Deuteron NMR¡ªa new toolfor studying chain mobilityand orientationin polymers H Spiess - ¡ of Polymersin the Solid State I: Part A: NMRand Other ¡, 1985 - Springer ±»ÒýÓôÎÊý£º163 - Ïà¹ØÎÄÕ sci ÒýÓôÎÊý 291 Phenylene motionin polycarbonateand polycarbonate/additive mixtures M Wehrle, GP Hellmann¡ - Colloid & Polymer Science, 1987 - Springer ±»ÒýÓôÎÊý£º70 - Ïà¹ØÎÄÕ - ËùÓÐ 2 ¸ö°æ±¾ sci ÒýÓôÎÊý 111 Deuteron two-dimensional exchange NMR in solids
¡, B Blumich, HW Spiess - Journal of Magnetic Resonance (1969 ¡, 1988 - Elsevier
¡, S Wefing, B Blumich, HW Spiess - Chemical physics letters, 1986 - Elsevier
¡, S Kaufmann, HW Spiess - The Journal of chemical physics, 1988 - link.aip.org Structure and order in partially oriented solids: characterization by 2D-magic-angle-spinning NMR
¡, VD Vogt, HW Spiess - The Journal of chemical physics, 1987 - cat.inist.fr Two©dimensional exchange NMR of powder samples. I. Two©time distribution functions
¡, HW Spiess - The Journal of chemical physics, 1988 - link.aip.org
¡, K Schmidt-Rohr, HW Spiess - Advances in magnetic ¡, 1989 - cat.inist.fr
¡, S Wefing, HW Spiess - The Journal of chemical physics, 1986 - link.aip.org ¡¡¡¡¡¡¡¡ Å£È˾ÍÊÇÅ£ÈË£¡ºÜÃ÷ÏÔ£¬ÑîÓñÁ¼ºÍËûµÄµ¼Ê¦¸ù±¾²»ÊÇÒ»¸öµµ´Î£¬Ïà²îÊ®Íò°ËǧÀSpiess ½ÌÊÚ»ñLeibniz½±¸ù±¾²»ÐèÒªËû°ï棡ÑîÓñÁ¼Áìµ¼µÄ¸ß·Ö×Ó¿ÎÌâ×éµÄÍøÕ¾ÉϵÄÐû´«ÔÙÒ»´ÎÑÏÖصØÍáÇúÊÂʵ£¡ ËÄ¡¢¶ÔÑîÓñÁ¼ÕýÃæµÄÐû´« ÎÒÏë¶ÔÒÔÉϵÄÕâЩÖÊÒÉ£¬ÑîÓñÁ¼ºÍ¸´µ©´óѧÎÞ·¨ÔÙ×ÔÔ²Æä˵ÁË£¬ËùÒÔÑîÓñÁ¼¶Ô´ËÊÂʼÖÕ±£³Ö³ÁĬ£¡´ó¸ÅÊÇĬÈÏÁË°É£¡ÁíÒ»·½ÃæÎÒÃÇÒ²×¢Òâµ½Ò»¸öÓÐȤµÄÏÖÏó£ºÔÚ±»½Ò·¢ÉæÏÓÔì¼ÙÖ®ºó£¬ÑîÓñÁ¼¿ªÊ¼ÔÚÐí¶àýÌåºÍÍøÕ¾ÉÏÒÔÊ®·ÖÕýÃæµÄÐÎÏó³öÏÖ¡£ ÖпÆԺԺʿÑîÓñÁ¼£ºÑ§¿Æ±ÚÀÝÅàÑø²»³öδÀ´È˲Å--ÎÄ»¯--ÈËÃñÍø ¸´µ©Ð£³¤ÑîÓñÁ¼£ºÖйú´óѧ¾«ÉñÐéÍÑ_ÐÂÀ˽ÌÓý_ÐÂÀËÍø ¸´µ©´óѧУ³¤ÑîÓñÁ¼£ºÒ»Á÷´óѧҪ¼áÊØѧÊõ¾«Éñ_Æë³Íø ¿ÆѧÍø¡ª¸´µ©´óѧУ³¤ÑîÓñÁ¼£º±ÜÃâÐÐÕþ¶ÔѧÊõµÄÒ°Âù¸ÉÔ¤ ¿ÆѧÍø¡ª¸´µ©Ð£³¤ÑîÓñÁ¼£º´óѧ²»ÄÜûÓС°¾«ÉñΧǽ¡± ¸´µ©´óѧ¼á³ÖÈ¥ÐÐÕþ»¯ УÁìµ¼²»½øÈëѧÊõίԱ»á¡ª¡ªÖÐÐÂÍø ÑîÓñÁ¼:´óѧµÄÔðÈÎ------·ï»ËÍø ¸´µ©´óѧУ³¤ÑîÓñÁ¼:´óѧ²»ÄÜ¡°Ç§Ð£Ò»Ã桱ËѺü ÑîÓñÁ¼:´óѧºÍѧÕ߶¼Ó¦¼áÊØѧÊõ¾«ÉñºÍѧÊõ´«Í³º¼ÖÝÍø ¸´µ©Ð£³¤Ö±ÑÔ£º´óѧУ³¤ÊÇÓ°ÏìУ·çµÄ¹Ø¼üÈËÎï_ÐÂÀ˽ÌÓý_ÐÂÀËÍø ¸´µ©¡°Á¢ÏÜ¡±ÏÞÖÆÐÐÕþȨÁ¦ ѧÊõίԱ»á¿ÉÕÙ¼ûУ³¤_×ÊѶƵµÀ_·ï»ËÍø ¸´µ©´óѧУ³¤Í´Åú½ÌÓý¹¦Àû»¯:ѧÉúÈÈÖԳɹ¦Ãؾ÷_ÐÂÎÅÖÐÐÄ_ÐÂÀËÍø ¸´µ©Ð£³¤ÑîÓñÁ¼£ºÒª¶ôÖÆÔì¼Ù¾ÍÒªÈÃÔì¼ÙÕ߸¶³ö³ÁÖØ´ú¼Û ¡¡¡¡¡ µ«ºÜÃ÷ÏÔ£¬Ö»ÒªËû¶ÔÔì¼ÙµÄÏÓÒÉ»¹¼ÌÐø±£³Ö³ÁĬ£¬ÄÇôËùÓÐÆäËûµÄÑÔÐж¼ÊÇͽÀ͵ģ¡ Îå¡¢½áÊøÓï Õý ÈçÎÒÃÇÔÚÎÄÕ¿ªÍ·Ëù˵µÄÄÇÑù£¬ÑîÓñÁ¼Ò»»Ø¹ú¾ÍÔÚ¹úÄÚѧÊõ½çƽ²½ÇàÔÆ£¬»ñµÃÒ»´ó¶ÑµÄѧÊõÍ·ÏΡ£Èç½ñËûÒÑÊÇÖйú¿ÆѧԺԺʿ£¬¸´µ©´óѧУ³¤£¬¹úÎñԺѧλίԱ»á°ì ¹«ÊÒÖ÷ÈΣ¬½ÌÓý²¿Ñ§Î»¹ÜÀíÓëÑо¿Éú½ÌÓý˾˾³¤¡£ÎÒÃÇÓÐÀíÓÉÏàÐÅ£¬80Äê´úÄ©90Äê´ú³õ£¬¹ØÓÚLeibniz½±µÄÐé¼ÙÐû´«ÔÚËûµÄÕâЩ½úÉýÖÐÆðµ½Äª´óµÄ×÷ÓᣠÕâÑùµÄÐé¼ÙÐû´«ÏÖÔÚ»¹¹ÒÔÚÑîÓñÁ¼Áìµ¼µÄ¸ß·Ö×Ó¿ÎÌâ×éµÄÍøÕ¾ÉÏ£¡¶ÔÓÚËùÓÐÕâÒ»ÇУ¬ÑîÓñÁ¼¸ù±¾ÍѲ»Á˸Éϵ¡£ ´Ó ·½ÖÛ×ÓÖÊÒÉÑîÓñÁ¼»Ñ³Æ»ñleifnibz½±µ½ÏÖÔÚÒѾ¹ýÈ¥Ò»Äê°ëÁË£¬¿ÉÎÒÃÇ´ÓδÍü¼Ç£¡ÕâÒ»Äê°ëµÄʱ¼äÄÚÐÂÓïË¿Éϼì¾Ù³öÎÞÊýµÄѧÊõ³óÎÅ£¬µ«×÷ÕßÈÏΪ¾ÍÑÏÖØ³Ì ¶È¶øÑÔûÓÐÒ»¸ö³óÎÅÄܺÍÕâ¸öʼþÏà±È¡£Èç¹ûÑîÓñÁ¼Ôì¼ÙÊôʵ£¨´ÓÄ¿Ç°µÄÇé¿öÀ´¿´£¬ËƺõÖ»²îÑîÓñÁ¼µãÍ·³ÐÈÏÁË£©£¬ÄÇôÕ⽫ÊÇÖйúѧÊõ½çºÍ½ÌÓý½ç×î´óµÄ³ÜÈ裡ÊÇ ¶ÔÖйúѧÊõµÀµÂ¹«È»µØ¼ṳ̀£¡ËùÓÐÓÐÁ¼ÖªµÄѧÕ߶¼Ó¦µ±¹Ø×¢´ËÊ£¬ÖлªÑ§ÊõÉ˲»Æð°¡£¡
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