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)
5
芳香族化合物的命名;苯的结构和稳定性;芳香性和
规则
芳香性离子和芳杂环化合物;多环芳香化合
物;芳香族化合物的反应:亲电取代;芳香环的烷基化和酰化:Friedel-Crafts 反应;亲电取代的取代基效应;亲核芳香
取代;芳香族化合物的氧化和还原反应;有机合成介绍:多取代苯。2 学时
Chapter 9 Structure Determination: Mass Spectrometry, Infrared Spectroscopy, and Ultraviolet Spectroscopy
Mass Spectrometry of Small Molecules: Magnetic-Sector Instruments; Interpreting Mass Spectra;
Some Common Functional Groups; Mass Spectrometry in Biological Chemistry: Time-of-Flight (TOF) Instruments
Spectroscopy and the Electromagnetic Spectrum; Infrared Spectroscopy; Interpreting Infrared Spectra;
of Some Common Functional Groups; Ultraviolet Spectroscopy;
Interpreting Ultraviolet Spectra: The Effect of
Conjugation; Conjugation, Color, and the Chemistry of Vision; (2 credit hours)
第九章 结构测定:质谱,红外光谱和紫外光谱
小分子质谱:磁质谱仪;质谱解析;常见官能团的质谱;生物化学中的质谱:时间飞行(TOF)质谱仪;光谱和电磁谱;
红外光谱;红外光谱的解析;常见光能团的红外光谱;紫外光谱;紫外光谱的解析:共轭效应;共轭,颜色和视觉化学。
2 学时
Chapter 10 Structure Determination: Nuclear Magnetic Resonance Spectroscopy
Nuclear Magnetic Resonance Spectroscopy; The Nature of NMR Absorptions; Chemical Shifts;
13
Signal Averaging and FT-NMR; Characteristics of
13
C NMR Spectroscopy; DEPT
13
C NMR Spectroscopy; Uses of
13
NMR Spectroscopy;
1
H NMR Spectroscopy and Proton Equivalence; Chemical Shifts in
1
H NMR Spectroscopy
Integration of
1
H NMR Absorptions: Proton Counting; Spin-Spin Splitting in
1
H NMR Spectra; More Complex Spin-
Splitting Patterns; Uses of
1
H NMR Spectroscopy; (2 credit hours)
第十章 结构测定:核磁共振光谱
核磁共振光谱;NMR 吸收的本质;化学位移;碳谱:信号平均和傅里叶变换 NMR;碳谱的特征;DEPT 谱;碳谱的使
用;氢谱和质子等价;氢谱化学位移;氢谱积分:质子数;氢谱中的自旋裂分;复杂的自旋裂分模式;氢谱的使用;2 学
时
Chapter 11 Organohalides: Nucleophilic Substitutions and Eliminations
Names and Structures of Alkyl Halides; Preparing Alkyl Halides from Alkenes: Allylic Bromination;
Halides from Alcohols; Reactions of Alkyl Halides: Grignard Reagents; Organometallic Coupling Reactions;
the Nucleophilic Substitution Reaction; The S
N
2 Reaction; Characteristics of the S
N
2 Reaction; The S
N
1 Reaction
Characteristics of the S
N
1 Reaction; Biological Substitution Reactions; Elimination Reactions;
Deuterium Isotope Effect; The E1 and E1cB Reactions; Biological Elimination Reactions (3 credit hours)
第十一章 有机卤化物:亲核取代和消除
烷基卤化物的命名和结构;从烯烃制备烷基卤化物:烯丙位溴化;从醇制备烷基卤化物;烷基卤化物的反应:Grignard
试剂;金属有机偶联反应;亲核取代反应的发现;S
N
2 反应;S
N
2 反应的特征;S
N
1 反应;S
N
1 反应的特征;生物取代反
应;消除反应;E2 反应和氘代同位素效应;E1 和 E1cB 反应;生物消除反应。3 学时
Chapter 12 Alcohols, Phenols, and Thiols; Ethers and Sulfides
Naming Alcohols, Phenols, and Thiols; Properties of Alcohols, Phenols, and Thiols;
Preparing Alcohols from Carbonyl
Compounds; Reactions of Alcohols; Oxidation of Alcohols and Phenols; Protection of Alcohols;
Reactions of Thiols; Ethers and Sulfides; Preparing Ethers; Reactions of Ethers; Crown Ethers and Ionophores
Preparation and Reactions of Sulfides; (2 credit hours)
第十二章 醇,酚和硫醇与醚和硫醚