4-Me-αMT

4-Me-αMT
Klinički podaci
AHFS/Drugs.com Monografija
Identifikatori
CAS broj 3569-29-7
ATC kod nije dodeljen
PubChem[1][2] 28806639
ChemSpider[3] 25392939
Hemijski podaci
Formula C12H16N2 
Mol. masa 188,269
SMILES eMolekuli & PubHem
Farmakoinformacioni podaci
Trudnoća ?
Pravni status

4-Me-αMT je organsko jedinjenje, koje sadrži 12 atoma ugljenika i ima molekulsku masu od 188,269 Da.

Osobine

Osobina Vrednost
Broj akceptora vodonika 1
Broj donora vodonika 2
Broj rotacionih veza 2
Particioni koeficijent[4] (ALogP) 2,4
Rastvorljivost[5] (logS, log(mol/L)) -3,5
Polarna površina[6] (PSA, Å2) 41,8

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

Portal Medicina
Portal Hemija

Read other articles:

Kucing torti

Kucing berbulu panjang dengan warna torti. Kucing torti (Inggris: Tortoiseshell catcode: en is deprecated , secara harfiah berarti kucing tempurung kura-kura[1]) adalah kucing domestik yang memiliki warna bulu berupa warna gabungan dari dua warna solid—hitam sebagai warna yang mendominasi dan merah—dengan batas-batas yang tidak jelas (campur aduk). Warna torti sering ditemukan pada kucing betina.[2] Kucing torti dengan pola tabi disebut kucing torbi. Kucing torbi dapat dik...

 

بني ناصر (المحابشة)

قرية بني ناصر  - قرية -  تقسيم إداري البلد  اليمن المحافظة محافظة حجة المديرية مديرية المحابشة العزلة عزلة حجر السكان التعداد السكاني 2004 السكان 120   • الذكور 58   • الإناث 62   • عدد الأسر 10   • عدد المساكن 6 معلومات أخرى التوقيت توقيت اليمن (+3 غرينيتش) تعد...

 

Sasashima ware

Type of Japanese pottery Sasashima ware square bowl, makara design. Edo period, 19th century A set for sencha green tea utensils, by Maki Bokusai, Edo period, 18th-19th century Sasashima ware (笹島焼 Sasashima-yaki) is a type of Japanese pottery from Nagoya, Owari province, later Aichi prefecture, central Japan.[1] History It was based in the Sasashima-chō neighbourhood, not far from Nagoya Station, today a part of Nakamura-ku, Nagoya. It was produced from 1804 to 1923 in three ge...

Protoxyde

Sur les autres projets Wikimedia : protoxyde, sur le Wiktionnaire Cs11O3 cluster in Cesium suboxides Le protoxyde d'un élément chimique est le composé le moins oxygéné parmi tous ceux qu'il peut former en se combinant avec l'oxygène. L'emploi du terme protoxyde est cependant déconseillé dans la mesure où l'on peut découvrir un oxyde encore moins riche en oxygène que l'oxyde classiquement qualifié de protoxyde. Par exemple : on appelle protoxyde d'azote le composé N2O (...

 

William Douglas, duca di Hamilton

Questa voce o sezione sull'argomento nobili britannici non cita le fonti necessarie o quelle presenti sono insufficienti. Puoi migliorare questa voce aggiungendo citazioni da fonti attendibili secondo le linee guida sull'uso delle fonti. William Douglas, duca di HamiltonRitratto di William Douglas, duca di Hamilton di Sir Godfrey KnellerDuca di HamiltonStemma In carica1656 –1694 PredecessoreAnne Hamilton, III duchessa di Hamilton SuccessoreJames Hamilton, IV duca di Hamilton Cont...

 

Region Greater Accra

Lokasi Region Greater Accra Region Greater Accra merupakan sebuah region di Ghana. Region ini terletak di bagian selatan di negara itu. Region ini memiliki luas wilayah 3.245 km² dengan memiliki jumlah penduduk 2.905.726 jiwa (2000). Region ini terbagi menjadi 6 distrik. Ibu kotanya ialah Accra. Distrik Distrik Accra Metropolis Distrik Dangme Timur Distrik Dangme Barat Distrik Ga Barat Distrik Ga Timur Distrik Tema Municipal lbsRegion di Ghana Ahafo Ashanti Bono East Bono Central Easter...

Formule di Werner

In trigonometria, le formule di Werner permettono di trasformare prodotti di funzioni trigonometriche di due angoli in somme e differenze di funzioni trigonometriche. Prendono il nome dal matematico tedesco Johann Werner che le definì agli inizi del XVI secolo. Le formule inverse delle formule di Werner si chiamano formule di prostaferesi. Questa categoria di formule trigonometriche è raramente utilizzata nella risoluzione di equazioni trigonometriche, poiché, in genere, porta a una formul...

 

Sleeping with Other People

2015 film by Leslye Headland Sleeping with Other PeopleTheatrical release posterDirected byLeslye HeadlandWritten byLeslye HeadlandProduced by Jessica Elbaum Will Ferrell Sidney Kimmel Adam McKay Starring Jason Sudeikis Alison Brie Adam Scott Jason Mantzoukas Natasha Lyonne Adam Brody Amanda Peet CinematographyBen KutchinsEdited byPaul FrankMusic by Andrew Feltenstein John Nau Productioncompanies Gloria Sanchez Productions Sidney Kimmel Entertainment Distributed byIFC FilmsRelease dates Janua...

 

Meade Lux Lewis

Meade Lux LewisLewis negli anni quaranta Nazionalità Stati Uniti GenereJazzHonky tonkBluesBoogie-woogie StrumentoPianoforte Modifica dati su Wikidata · Manuale Meade Lewis, detto Lux (Chicago, 4 settembre 1905 – Minneapolis, 7 giugno 1964), è stato un pianista e compositore statunitense. Indice 1 Storia 2 Biografia 3 Note 4 Bibliografia 5 Altri progetti 6 Collegamenti esterni Storia È famoso per i suoi contributi nel genere boogie-woogie. Il suo pezzo più famoso, Honky To...

Tepi Serranilla

Tepi Serranilla Pulau-pulau dipersengketakan Geografi Tepi Serranilla (Colombia) Lokasi Laut Karibia Koordinat 15°50′N 79°50′W / 15.833°N 79.833°W / 15.833; -79.833Koordinat: 15°50′N 79°50′W / 15.833°N 79.833°W / 15.833; -79.833 [1] Total pulau 4 Pulau utama Beacon Cay Wilayah administrasi  Kolombia Departmen San Andrés dan Providencia Diklaim oleh  Honduras  Nikaragua  Amerika Serikat Territory unor...

 

Christelijke theosofie

Esoterie Westerse esoterie Esoterie in de klassieke oudheid Esoterische vakgebieden Alchemie Occultisme Magie Astrologie Waarzeggerij Geomantiek Handlijnkunde Numerologie Tarot Esoterische stromingen Antroposofie Christelijke theosofie Gnosis Golden Dawn Hermetisme Iatrosofie Illuminisme Mysticisme Neoplatonisme Neopythagorisme New age New thought Pythagorisme Rozenkruisers Theosofie Vrijmetselarij Esoterische teksten De alchemische bruiloft van Christiaan Rozenkruis De occulta philosophia l...

 

Dualisme properti

Diagram yang menggambarkan dualisme properti. Dualisme properti adalah pendekatan dalam filsafat budi yang meyakini bahwa walaupun alam semesta hanya terdiri dari satu substansi fisik, terdapat dua jenis properti yang berbeda, yaitu properti fisik dan budi. Dalam kata lain, menurut pendekatan ini properti budi (seperti kepercayana, keinginan, dan emosi) merupakan bagian dari substansi fisik (yaitu otak). Di sisi lain, dualisme substansi merupakan pandangan bahwa terdapat dua jenis substansi, ...

برودي

  برودي (بالأوكرانية: Броди)‏  برودي برودي تقسيم إداري البلد أوكرانيا (24 أغسطس 1991–)  [1] عاصمة لـ برودي رايون  التقسيم الأعلى مملكة غاليسيا ولودوميريا (–1918)برودي رايون (27 نوفمبر 1939–)  خصائص جغرافية إحداثيات 50°04′41″N 25°09′15″E / 50.078055555556°N 25.154166666667°E࿯...

 

Венеция (провинция)

Провинция Венецияитал. Provincia di Venezia Флаг Герб 45°27′ с. ш. 12°24′ в. д.HGЯO Страна  Италия[1] Область Венеция Коммуны 44 Столица Венеция Глава Франческа Заккариотто  (с 22 июня 2009) до 2015 года. История и география Дата образования 23 декабря 1866 Дата упразднени�...

 

Chancellor

Governmental office This article is about the governmental official title. For other uses, see Chancellor (disambiguation). Grand chancellor and The Chancellor redirect here. For other uses, see Grand Chancellor and The Chancellor (disambiguation). Part of the Politics series onExecutive government Head of state Monarch Supreme leader President President of the council of state Government Head of government ChancellorChief executiveChief ministerFirst ministerPremierPrime ministerPresident of...

Cuban migration to Miami

Aspect of Cuban-American history For the general history of Cubans in the United States, see Cuban immigration to the United States. The 2000 U.S. census data on the Cuban population in the United States. History of FloridaThe seal of Florida reflects the state's Native American history Topics Cities - Counties - Politics Timeline Pre-history, until 1497 Spanish Rule, 1513–1763 British Rule, 1763–1783: American Revolutionary War, 1775–1783 Spanish Rule, 1783–1821: War of 1812, 1811–...

 

Bush Theatre

Bush TheatreUbicazioneStato Regno Unito LocalitàLondra IndirizzoShepherd's Bush Dati tecniciCapienza180 posti RealizzazioneCostruzioneXX secolo Inaugurazione6 aprile 1972 ProprietarioAlternative Theatre Company Sito ufficiale Modifica dati su Wikidata · Manuale Il Bush Theatre è un teatro londinese sito nel quartiere di Hammersmith e Fulham. Il teatro fu fondato nel 1972 ed è specializzato nella messa in scena di opere di drammaturghi contemporanei ed emergenti. Indice 1 Storia ...

 

USAGov

Department in the United States government Government publications on the desk of former FCIC director Teresa Nasif USAGov, formerly the Federal Citizen Information Center and Federal Consumer Information Center (FCIC), is a department in the United States government's General Services Administration. FCIC, founded in 1970, began as the federal government's distribution outlet for free and low cost federal consumer publications sent out from the Government Printing Office (GPO) facility in Pu...

Enguerrand de Monstrelet

15th-century French chronicler Enguerrand de Monstrelet The Battle of Agincourt from Enguerrand de Monstrelet's Chronique de France, shown in a miniature by Master of the Prayer Books of around 1500 Enguerrand de Monstrelet (c. 1400 – 20 July 1453) was a French chronicler. He was born in Picardy, most likely into a family of the minor nobility. Life In 1436 and later he held the office of lieutenant of the gavenier (i.e. receiver of the gave, a kind of church rate) at Cambrai, and he seems ...

 

Pokémon Écarlate et Violet

Cet article est une ébauche concernant le jeu vidéo et l’univers Pokémon. Vous pouvez partager vos connaissances en l’améliorant (comment ?) (voir l’aide à la rédaction). Pokémon ÉcarlatePokémon VioletLogos francophones des deux jeux.Développeur Game FreakÉditeur NintendoThe Pokémon CompanyDistributeur NintendoRéalisateur Shigeru OhmoriScénariste Ryota MuranakaCompositeur Go Ichinose (Compositeur principal)Toby Fox[1]Minako AdachiJunichi MasudaHiromitsu MaebaTeruo Ta...