Α-硝基甲苯

α-硝基甲苯
英文名 α-nitrotoluene
(nitromethyl)benzene
识别
CAS号 622-42-4  checkY
SMILES
 
  • c1ccccc1C[N+](=O)[O-]
性质
化学式 C7H7NO2
摩尔质量 137.14 g·mol−1
熔点 80.7 °C(353.8 K)[1]
沸点 114—115 °C(387—388 K)(12 Torr)[2]
231—233 °C(504—506 K)(分解)[3]
若非注明,所有数据均出自标准状态(25 ℃,100 kPa)下。

α-硝基甲苯是一种有机化合物,化学式为C7H7NO2。它可由亚硝酸银溴化苄乙醚中反应得到。[4]苯甲醇亚硝酸钠乙酸的存在下于二氯甲烷中反应,也能制得α-硝基甲苯。[5]它可以被还原剂还原为苄胺[6]

参考文献

  1. ^ Copisarow, M. The purification of trinitrotoluene. Chemical News and Journal of Industrial Science, 1916. 113. 37-38.
  2. ^ Zalukajevs, L. Preparation of phenylnitromethane from phenylacetic acid(俄文). Latvijas PSR Zinatnu Akademijas Vestis, 1954. 3/80. 101-106.
  3. ^ G. B. Brown, R. L. Shriner. SALTS OF NITRO COMPOUNDS. II. THE REACTION OF THE SILVER SALT OF PHENYLNITROMETHANE WITH DIPHENYLBROMOMETHANE. The Journal of Organic Chemistry. 1937-09, 02 (4): 376–380 [2020-06-27]. ISSN 0022-3263. doi:10.1021/jo01227a010 (英语). 
  4. ^ Guofei Huang, Xiaoyu Ren, Chunhui Jiang, Jia-Hong Wu, Guowei Gao, Tianli Wang. Efficient synthesis of ( E )-2-nitromethylcinnamates via phosphine-catalyzed tandem α-addition and 1,3-rearrangement. Organic Chemistry Frontiers. 2019, 6 (16): 2872–2876 [2020-06-27]. ISSN 2052-4129. doi:10.1039/C9QO00478E (英语). 
  5. ^ A. Vidal-Albalat, K. Świderek, J. Izquierdo, S. Rodríguez, V. Moliner, F. V. González. Catalytic enantioselective epoxidation of nitroalkenes. Chemical Communications. 2016, 52 (65): 10060–10063 [2020-06-27]. ISSN 1359-7345. doi:10.1039/C6CC03539F (英语). 
  6. ^ Lei Yu, Qi Zhang, Shu-Shuang Li, Jun Huang, Yong-Mei Liu, He-Yong He, Yong Cao. Gold-Catalyzed Reductive Transformation of Nitro Compounds Using Formic Acid: Mild, Efficient, and Versatile. ChemSusChem. 2015-09-21, 8 (18): 3029–3035 [2020-06-27]. doi:10.1002/cssc.201500869 (英语). 

Read other articles:

Artikel ini sebatang kara, artinya tidak ada artikel lain yang memiliki pranala balik ke halaman ini.Bantulah menambah pranala ke artikel ini dari artikel yang berhubungan atau coba peralatan pencari pranala.Tag ini diberikan pada Desember 2023. Daftar penghargaan dan nominasi yang diterima oleh Zindagi Na Milegi Dobara Dari kiri: Hrithik Roshan, Katrina Kaif, Abhay Deol, dan Farhan Akhtar pada pembukaan Zindagi Na Milegi Dobara. Penghargaan dan nominasi Penghargaan Menang Nominasi Penghargaa...

 

Artikel ini merupakan bagian dari seriKota Vatikan Sejarah Kadipaten Roma (533–751) Donasi Pippin (750-an) Negara Kepausan (754–1870) Annatae Kongregasi untuk Perbatasan Undang-Undang Dasar Pemerintahan Sekuler Negara Gereja Penyerangan Roma oleh Muslim (846) Penaklukan Roma (1870) Tahanan dalam Vatikan (1870–1929) Permasalahan Roma Undang-Undang Jaminan Perjanjian Lateran (1929) Kota Vatikan (1929–sekarang) Gubernur Kota Vatikan Sejarah Gereja Katolik sejak 1962 Sejarah kepausan Inst...

 

1988 1994 Élections cantonales de 1992 dans la Sarthe 19 des 40 cantons de la Sarthe 22 et 29 mars 1992 Type d’élection Élections cantonales RPR Sièges obtenus 9 UDF Sièges obtenus 5 DVD Sièges obtenus 4 EXG Sièges obtenus 1 Président du Conseil général de la Sarthe Sortant Élu Michel d'Aillières UDF François Fillon RPR modifier - modifier le code - voir Wikidata  Les élections cantonales ont eu lieu les 22 et 29 mars 1992. Lors de ces élections...

Consonantal sound represented by ⟨ŋ̊⟩ in IPA Voiceless velar nasalŋ̊Audio sample source · help The voiceless velar nasal is a type of consonantal sound, used in some spoken languages. The symbol in the International Phonetic Alphabet that represents this sound is ⟨ŋ̊⟩, a combination of the letter for the voiced velar nasal and a diacritic indicating voicelessness. (For reasons of legibility, the ring is usually placed above the letter, rather than regular...

 

This article needs additional citations for verification. Please help improve this article by adding citations to reliable sources. Unsourced material may be challenged and removed.Find sources: W237BZ – news · newspapers · books · scholar · JSTOR (August 2020) (Learn how and when to remove this message) Radio station in Clayton, North CarolinaW237BZTranslator of WDCG-HD2, DurhamClayton, North CarolinaBroadcast areaRaleigh/DurhamFrequency95.3 MHzBrandi...

 

Ираклеониты — ученики гностика Ираклеона (II век). Упоминаются как особая секта Епифанием и Августином; при крещении и миропомазании они соблюдали обряд помазания елеем и при этом произносили воззвания на арамейском языке, которые должны были освободить душу от власт�...

French sponge cake named after the city of Genoa This article is about the sponge cake. It is not to be confused with Genoa cake. GenoiseGenoise sheet and roundsAlternative namesGenoese cake, Genovese cakeTypeSponge cakePlace of originFranceMain ingredientsFlour, sugar, eggsVariationsChocolate genoise  Media: Genoise Ladyfingers A génoise (US: /ʒeɪˈnwɑːz, ʒəˈ-/, UK: /dʒeɪˈ-, dʒɛˈ-/,[1][2][3][4] French: [ʒenwaz]; usually spelled ...

 

Mappa dell'Eurozona      Zona euro      UE appartenenti agli AEC II      UE appartenenti agli AEC II con deroga      UE non appartenenti agli AEC II      Non UE che usano bilateralmente l'euro      Non UE che usano unilateralmente l'euro Voce principale: Monete in euro. Le monete euro lituane sono in circolazione dal 1º gennaio 2015. La...

 

Brandcenter at VCUFormer nameVCU AdcenterTypeMaster's degree programEstablished1996Parent institutionVirginia Commonwealth UniversityStudents200LocationRichmond, Virginia, U.S.CampusUrbanWebsitewww.brandcenter.vcu.edu The Brandcenter at VCU (often called Brandcenter, formerly known as VCU Adcenter) is a master's program for advertising, branding and creative problem-solving at Virginia Commonwealth University. The school is part of the VCU School of Business.[1] Program and concentrat...

State election in Malaysia 2013 Perak state election ← 2008 5 May 2013 (2013-05-05) 2018 → ← List of Malaysian State Assembly Representatives (2008–2013)#Perakmembers elected →59 seats to the Perak State Legislative Assembly30 seats needed for a majority   Majority party Minority party Third party   Leader Zambry Abdul Kadir Ngeh Koo Ham Muhammad Nur Manuty Party UMNO DAP PKR Alliance Barisan Nasional Pakatan Rakyat Pakata...

 

Canadian research institution NINT redirects here. For the “Nederlands Instituut voor Nijverheid en Techniek” (NINT), see NEMO (museum). Not to be confused with the U.S. government program National Nanotechnology Initiative. Nanotechnology Research Centre, Edmonton Alberta The National Research Council of Canada Nanotechnology Research Centre (formerly National Institute for Nanotechnology)[citation needed] is a research institution located on the University of Alberta main campus...

 

This article uses bare URLs, which are uninformative and vulnerable to link rot. Please consider converting them to full citations to ensure the article remains verifiable and maintains a consistent citation style. Several templates and tools are available to assist in formatting, such as reFill (documentation) and Citation bot (documentation). (June 2022) (Learn how and when to remove this message) This is a list of diplomatic missions in Romania. There are 84 diplomatic missions in Buchare...

German family business Fichtel & SachsCompany typePrivateIndustryAutomotiveFoundedAugust 1895; 128 years ago (1895-08)Schweinfurt,Germany (as Schweinfurt Precision Ball Bearing factories)FounderErnst SachsKarl Fichtel Defunct2011SuccessorMannesmannZF Friedrichshafen HeadquartersSchweinfurt, GermanyArea served Worldwide ProductsMotorsBicyclesBall bearingsAutomotive partsRevenue Euro 1.832 billion (2009)[1]Number of employees16,488 [1] (...

 

This article needs additional citations for verification. Please help improve this article by adding citations to reliable sources. Unsourced material may be challenged and removed.Find sources: Roosevelt in Africa – news · newspapers · books · scholar · JSTOR (May 2019) (Learn how and when to remove this message) 1910 American filmRoosevelt in AfricaA group of golden wolves from the filmDirected byCherry KeartonStarringTheodore RooseveltRelease date A...

 

Canadian politician France GélinasMPPGélinas in 2020Critic, Health CareIncumbentAssumed office June 25, 2014LeaderAndrea Horwath and Peter Tabuns (interim)Chief Whip of the Ontario New Democratic PartyIn officeAugust 23, 2018 – August 30, 2019LeaderAndrea HorwathPreceded byJohn VanthofSucceeded byJohn VanthofCritic, Francophone Affairs; and Long-Term CareIn officeJune 25, 2014 – June 7, 2018LeaderAndrea HorwathMember of the Ontario Provincial Parliamentfor Nickel B...

Gandharan founder of Dzogchen tradition An illustration of Garab Dorje Garab Dorje (c. 665) (Tibetan: དགའ་རབ་རྡོ་རྗེ་, Wylie: dga’ rab rdo rje)[1] was the first human to receive the complete direct transmission teachings of Sutra, Tantra and Dzogchen. The circumstances of his birth are shrouded in different interpretations, with some accounts describing a miraculous birth by a virgin daughter of the king of Uddiyana. Garab Dorje became the first teacher...

 

Berikut ini adalah daftar keseluruhan adu penalti yang pernah dilaksanakan pada turnamen final Piala Dunia FIFA.[1] Untuk pertandingan gugur yang berakhir seri setelah waktu normal dan perpanjangan waktu, edisi awal Piala Dunia hingga tahun 1958 menggunakan aturan pertandingan ulang (replay). Dengan jadwal pertandingan yang semakin padat, pertandingan seri tahun 1962 di babak perempat final dan semifinal akan ditentukan melalui pengundian.[2] Perubahan aturan pertama kali dius...

 

1967 1973 Élections législatives de 1968 en Vaucluse 3 sièges de députés à l'Assemblée nationale 23 et 30 juin 1968 Corps électoral et résultats Inscrits 196 570 Votants au 1er tour 160 426   81,61 %  0,3 Votes exprimés au 1er tour 156 393 Votants au 2d tour 162 146   82,46 % Votes exprimés au 2d tour 156 881 Union des républicains de progrès Liste Union pour la défense de la RépubliqueRépublicains indépendantsDivers droi...

  هذه المقالة عن نادي سانتوس. لمعانٍ أخرى، طالع سانتوس (توضيح). سانتوس الاسم الكامل نادي سانتوس لكرة القدم اللقب Peixe (السمك)Alvinegro (الأسود والأبيض) تأسس عام 14 أبريل 1912 (منذ 112 سنة) الملعب ملعب أوربانو كالديرا، سانتوس(السعة: 21,256) البلد  البرازيل الدوري الدوري البرازيلي الد...

 

Tensor describing energy momentum density in spacetime Contravariant components of the stress–energy tensor. General relativity G μ ν + Λ g μ ν = κ T μ ν {\displaystyle G_{\mu \nu }+\Lambda g_{\mu \nu }={\kappa }T_{\mu \nu }} Introduction HistoryTimelineTests Mathematical formulation Fundamental concepts Equivalence principle Special relativity World line Pseudo-Riemannian manifold Phenomena Kepler problem Gravitational lensing Gravita...