1-Methoxy-4-(Methylsulfonyl)Benzene 4-甲氧基苯基甲基砜

CAS 3517-90-6 MFCD00025069

化学结构图

3517-90-6
SMILES: COc1ccc(cc1)S(C)(=O)=O

化学属性

Mol. FormulaC8H10O3S
Mol. Weight186.231

别名和识别编码

Chemical Name1-Methoxy-4-(Methylsulfonyl)Benzene
Synonym 1-(Methylsulfonyl)-4-methoxybenzene; 4-Methoxy-1-(methylsulfonyl)benzene 1-methanesulfonyl-4-methoxy-benzene 4-Methoxyphenyl methyl sulfone p-(Methylsulfonyl)anisole p-Methoxyphenyl methyl sulfone p-anisyl methyl sulfone Anisole, p-(methylsulfonyl)- Benzene, 1-methoxy-4-(methylsulfonyl)- Methyl 4-methoxyphenyl sulfone
CAS Number3517-90-6
Chemical Name Translation4-甲氧基苯基甲基砜
MDL NumberMFCD00025069
InChIKeyKAZUCVUGWMQGMC-UHFFFAOYSA-N
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分类

  • {uni_hamburg} no charge; carbocycle; aromatic; 6RingOnly; 6ring; ether; sulfone; 1fragment

相关文献及参考

  • Short: II/27B Title: Diamagnetic Susceptibility of Organic Compounds, Oils, Paraffins and Polyethylenes Author: Kumar, M.; Gupta, R. Editor: Gupta, Radha Raman Source: Landolt-Börnstein, New Series Volume: II/27B Year: 2008 Keyword: diamagnetic susceptibility; organic compounds ISBN: 978-3-540-44359-9 (print) ISBN: 978-3-540-45860-9 (online) Internet Resource: doi:10.1007/978-3-540-45860-9 RefComment: VIII, 503 p. With CD-ROM., Hardcover RefComment: Written for: Scientists and researchers in the fields of physics, chemistry, materials science RefComment: Supplement and Revised Editon to II/16 Abstract: The volume II/27 has been divided into three subvolumes according to the classes of compounds: Subvolume A: Diamagnetic susceptibility and magnetic anisotropy of inorganic and organometallic compounds; Subvolume B: Diamagnetic susceptibility of organic compounds, oils, paraffins and polyethylenes; Subvolume C: Diamagnetic susceptibility and magnetic anisotropy of organic compounds. The data presented in this volume are based on the literature survey of the chemical abstracts up to 2005. The calculated values of diamagnetic susceptibility of organic compounds in the present subvolume II/27B are presented along with their experimental values. They have been calculated with the use of structural parameters in structural formula by using different theoretical methods available in the literature.

系列性分类

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