18-Metilaminokoronaridin

18-Metilaminokoronaridin
Klinički podaci
AHFS/Drugs.com Monografija
Identifikatori
ATC kod nije dodeljen
PubChem[1][2] 44325016
ChemSpider[3] 24721797
Hemijski podaci
Formula C22H29N3O2 
Mol. masa 367,485
SMILES eMolekuli & PubHem
Farmakoinformacioni podaci
Trudnoća ?
Pravni status

18-Metilaminokoronaridin je organsko jedinjenje, koje sadrži 22 atoma ugljenika i ima molekulsku masu od 367,485 Da.

Osobine

Osobina Vrednost
Broj akceptora vodonika 4
Broj donora vodonika 2
Broj rotacionih veza 5
Particioni koeficijent[4] (ALogP) 3,0
Rastvorljivost[5] (logS, log(mol/L)) -4,4
Polarna površina[6] (PSA, Å2) 57,4

Reference

  1. Li Q, Cheng T, Wang Y, Bryant SH (2010). „PubChem as a public resource for drug discovery.”. Drug Discov Today 15 (23-24): 1052-7. DOI:10.1016/j.drudis.2010.10.003. PMID 20970519.  edit
  2. Evan E. Bolton, Yanli Wang, Paul A. Thiessen, Stephen H. Bryant (2008). „Chapter 12 PubChem: Integrated Platform of Small Molecules and Biological Activities”. Annual Reports in Computational Chemistry 4: 217-241. DOI:10.1016/S1574-1400(08)00012-1. 
  3. Hettne KM, Williams AJ, van Mulligen EM, Kleinjans J, Tkachenko V, Kors JA. (2010). „Automatic vs. manual curation of a multi-source chemical dictionary: the impact on text mining”. J Cheminform 2 (1): 3. DOI:10.1186/1758-2946-2-3. PMID 20331846.  edit
  4. Ghose, A.K., Viswanadhan V.N., and Wendoloski, J.J. (1998). „Prediction of Hydrophobic (Lipophilic) Properties of Small Organic Molecules Using Fragment Methods: An Analysis of AlogP and CLogP Methods”. J. Phys. Chem. A 102: 3762-3772. DOI:10.1021/jp980230o. 
  5. Tetko IV, Tanchuk VY, Kasheva TN, Villa AE. (2001). „Estimation of Aqueous Solubility of Chemical Compounds Using E-State Indices”. Chem Inf. Comput. Sci. 41: 1488-1493. DOI:10.1021/ci000392t. PMID 11749573. 
  6. Ertl P., Rohde B., Selzer P. (2000). „Fast calculation of molecular polar surface area as a sum of fragment based contributions and its application to the prediction of drug transport properties”. J. Med. Chem. 43: 3714-3717. DOI:10.1021/jm000942e. PMID 11020286. 

Literatura

Vanjske veze

Read other articles:

Louis Antoine de Poirot, Falcon 畫黃鷹. Tinta dan warna diatas sutra. Panjang 95 cm, Lebar 176.6 cm. Museum Istana Nasional Louis Antoine de Poirot (1735–1813) adalah seorang pelukis dan penerjemah Yesuit pada abad ke-18 dan awal abad ke-19, yang berkarya dalam penugasan kaisar Tiongkok Qianlong dan mengadopsi nama Mandarin He Qingtai (賀清泰). Ia adalah pelukis Barat terakhir yang bekerja untuk Qianlong, bersama dengan Bapa Giuseppe Panzi. Dua pelukis tersebut menggantikan Bapa Giuse...

 

Callistophytaceae adalah famili pakis berbiji dari zaman Karbon dan Perem. Mereka pertama kali muncul di akhir Pennsylvanium Tengah (Moscovian), 306,5 hingga 311,7 juta tahun yang lalu (Ma) di hutan tropis penghasil batubara di wilayah Eurasia dan menjadi elemen penting dari Pennsylvanium Atas (Kasimovium-Gjelium; 299,0-306,5 Ma) dalam puing-puing dan beberapa tanah gambut. Tempat dimana Callistophyta pernah hidup yang paling diketahui berasal dari bola batu bara yang telah membatu, di wilaya...

 

This article lists the provinces of South Africa by their average total fertility rate per woman according to data by Statistics South Africa. Provinces by average fertility rate, 2001–2026[1] Rank Province 2001–2006 2006–2011 2011–2016 2016–2021 2021–2026(est.) 1 Limpopo 3.23 3.37 3.16 3.09 3.03 2 Eastern Cape 3.14 3.22 2.97 2.91 2.87 3 Northern Cape 3.03 3.08 2.83 2.67 2.63 4 KwaZulu-Natal 2.97 2.98 2.71 2.59 2.53 5 North West 3.08 3.20 2.78 2.57 2.52 6 Mpumalanga 2.79 ...

Mitsutaro Shirai 1863-1932. Shirai Mitsutarō: A chronological table of natural history in Japan. (First edition, 1891) Mitsutarō Shirai (白井 光太郎, also styled 'Kōtarō' Shirai, 1863-1932)[1] was a Japanese plant pathologist, mycologist, and herbalist. He was the first president of the Phytopathology Society of Japan and emeritus professor of plant pathology, College of Agriculture, The University of Tokyo. He worked closely together with the German mycologist P. Hennings in...

 

Artikel ini perlu dikembangkan agar dapat memenuhi kriteria sebagai entri Wikipedia.Bantulah untuk mengembangkan artikel ini. Jika tidak dikembangkan, artikel ini akan dihapus. China Mobile Limited中国移动有限公司JenisPublik; Badan usaha milik negaraKode emitenSEHK: 941Komponen Indeks Hang SengISINHK0941009539IndustriTelekomunikasiPendahuluChina Telecom (Hong Kong) Ltd.[1]Didirikan3 September 1997; 26 tahun lalu (1997-09-03)[2]KantorpusatBeijing, TiongkokShanghai,...

 

Questa voce sugli argomenti stati scomparsi e Colombia è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Segui i suggerimenti del progetto di riferimento. Questa voce sull'argomento Panama è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Repubblica della Nuova Granada Motto: Libertad y Orden Repubblica della Nuova Granada - Localizzazione Dati amministrativiNome ufficialeRepública de la Nueva Granada Lingue uffic...

Державний комітет телебачення і радіомовлення України (Держкомтелерадіо) Приміщення комітетуЗагальна інформаціяКраїна  УкраїнаДата створення 2003Керівне відомство Кабінет Міністрів УкраїниРічний бюджет 1 964 898 500 ₴[1]Голова Олег НаливайкоПідвідомчі ор...

 

اقتحام المسجد الأقصى جزء من القضية الفلسطينية المعلومات البلد دولة فلسطين الموقع القدس الإحداثيات 31°46′34″N 35°14′09″E / 31.77617°N 35.23583°E / 31.77617; 35.23583   التاريخ 15 أبريل 2022(2 سنوات، و1 شهر، و1 أسبوع، و5 أيام) الخسائر الإصابات جرح 152 مدني فلسطيني و3 من ضباط الش...

 

Annual robotics challenge 26°34′50.08″S 151°50′23.79″E / 26.5805778°S 151.8399417°E / -26.5805778; 151.8399417 The UAV Challenge - Outback Rescue, also known as the UAV Outback Challenge or UAV Challenge, is an annual competition for the development of unmanned aerial vehicles. The competition was first held in 2007 and features an open challenge for adults, and a high-school challenge. The event is aimed at promoting the civilian use of unmanned aerial veh...

「離島」、「飛地」、あるいは「自治州」とは異なります。 海外領土・自治領の一覧(かいがいりょうど・じちりょうのいちらん)は、世界に存在する「独立国家以外の地域」の一覧である。 海外領土・自治領を示した世界地図       豪       智       丁       仏     ...

 

Der englische Begriff Silicon-on-Insulator (SOI, deutsch »Silizium auf einem Isolator«) bezeichnet einen speziellen Isolierschicht-Feldeffekttransistor, bei dem eine dünne Siliziumschicht (SOI) durch eine isolierende Schicht (meist buried-oxide, BOX, dt. »vergrabenes Oxid«, genannt) vom Silizium-Substrat getrennt ist. Dieser Aufbau ermöglicht kürzere Schaltzeiten und geringere Leistungsaufnahmen, besonders bezüglich der Leckströme. Außerdem ergibt sich eine verringerte Empfindl...

 

Afro-Caribbean musicStylistic originsAfrican music, Latin American music, European musicCultural originsAfrican diaspora, transatlantic slave tradeTypical instrumentscuatro guitar, tres guitar, guitarrón, agogō, güiro, cabasa, maracas, claves, congas, bongos, bombo, batáSubgenresson cubano, salsa, calypso, soca, mento, reggae, ska, merengue, merengRegional scenesCaribbean, United StatesLocal scenesBahamas, Barbados, Belize, Colombia, Cuba, Dominica, Dominican Republic, Guadeloupe, Guyana...

German rower Philipp WendePersonal informationBorn (1985-07-04) 4 July 1985 (age 38)Wurzen, East GermanyHeight199 cm (6 ft 6 in)Weight89 kg (196 lb) Medal record Men's rowing Representing  Germany Olympic Games 2012 London M4x 2016 Rio de Janeiro M4x World Championships 2015 Aiguebelette M4x 2011 Bled M4x 2014 Amsterdam M4x European Championships 2014 Belgrade M4x Rowing the quadruple sculls final at the 2012 Summer Olympics Philipp Wende (born 4 July 1985, ...

 

The Stromquist moving-knives procedure is a procedure for envy-free cake-cutting among three players. It is named after Walter Stromquist who presented it in 1980.[1] This procedure was the first envy-free moving knife procedure devised for three players. It requires four knives but only two cuts, so each player receives a single connected piece. There is no natural generalization to more than three players which divides the cake without extra cuts. The resulting partition is not nece...

 

Pour les articles homonymes, voir Cairn (homonymie). Un cairn dolménique est un monument de pierre sèche du Néolithique, circulaire ou quadrangulaire, qui recouvre entièrement un ou plusieurs dolmens à couloir. Les chambres de ces dolmens peuvent être en pierre sèche et à voûte en encorbellement (c'est le cas le plus fréquent au début du Ve millénaire) ou entièrement mégalithiques. Origines de la désignation Le mot vient du préceltique et celtique *karn et, par-delà, du...

Barony in County Laois, Ireland Upper Ossory in Daniel Beaufort's 1797 map of Ireland; it encloses Durrow, a detached part of County Kilkenny until 1842. Upper Ossory (Irish: Osraighe Uachtarach[1]) was an administrative barony in the south and west of Queen's County (now County Laois) in Ireland. In late Gaelic Ireland it was the túath of the Mac Giolla Phádraig (Fitzpatrick) family and a surviving remnant of the once larger kingdom of Ossory. The northernmost part of the Diocese o...

 

Type of railway network This article is about the type of light rail system. For suburban metro rail systems, see S-Bahn. For the railway line through Berlin, see Berlin Stadtbahn. For the railway line through Vienna, see Vienna Stadtbahn. Stadtbahn logo as used in North Rhine-Westphalia Stadtbahn (German pronunciation: [ˈʃtatˌbaːn] ⓘ; German for 'city railway'; plural Stadtbahnen) is a German word referring to various types of urban rail transport. One type of transport origina...

 

6th episode of the 2nd season of Glee Never Been KissedGlee episodeEpisode no.Season 2Episode 6Directed byBradley BueckerWritten byBrad FalchukFeatured musicOne Love/People Get ReadyTeenage DreamStart Me Up / Livin' on a PrayerStop! In the Name of Love / Free Your MindProduction code2ARC06Original air dateNovember 9, 2010 (2010-11-09)Guest appearances Iqbal Theba as Principal Figgins Dot-Marie Jones as Shannon Beiste Harry Shum, Jr. as Mike Chang Chord Overstreet as Sam E...

Italian semiotician, philosopher and writer (1932–2016) Umberto EcoOMRIEco in 1984Born(1932-01-05)5 January 1932Alessandria, Piedmont, Kingdom of ItalyDied19 February 2016(2016-02-19) (aged 84)Milan, Lombardy, ItalyAlma materUniversity of TurinSpouse Renate Ramge ​(m. 1962)​Children2Era20th-/21st-century philosophyRegionWestern philosophySchoolContinental philosophyPost-structuralism[1]InstitutionsUniversity of MilanUniversity of FlorenceUniver...

 

Practice of adding color to monochrome motion pictures This article is about colorization of monochrome moving-picture images. For colorization of still images, see Hand-colouring. Color applied to the 1925 film Lights of Old Broadway through the Handschiegl process Film colorization (American English; or colourisation [British English], or colourization [Canadian English and Oxford English]) is any process that adds color to black-and-white, sepia, or other monochrome moving-...