Ring-chain tautomerism and three- to four-component equilibria in fused-ring tetrahydro-1,3-oxazines
✍ Scribed by Kalevi Pihiaja; Aija Parkkinen; Ferenc Fülöp; Jonna Mattinen; Gábor Bernath
- Publisher
- Elsevier Science
- Year
- 1991
- Tongue
- French
- Weight
- 489 KB
- Volume
- 47
- Category
- Article
- ISSN
- 0040-4020
No coin nor oath required. For personal study only.
✦ Synopsis
The condensation of &-(1) and trans-2-hydroxymethyl-4-cyclohexenvl-l-amine (21 and 2,3-w-
(3) cyclo?2.2.l]heptyl&nine (4j and 2,3-d.&&-3_hydroxymethylbiwith 8 -different-aromatic aldehydes led to ring-chain tautomeric equilibria between epimeric tetrahydro-1,3-oxazines and open-chain Schiff bases. In all cases the equilibrium mixtures consisted of two epimeric ring forms although the 2-axial epimers of the cyclohexene-fused derivatives had only a minor contribution to the ringchain tautomeric equilibria. For the norbornane-fused derivatives the ring-chain tautomeric equilibria were taken equal to the ratio of the sum of the ring forms and the amount of the $-isomer of the open form in which case the simple equation, log KK = 0.76~ + log K derived recently for ring-chain tautomerism in 1,3-oxazines prevailes=ffgain for each system studied.
📜 SIMILAR VOLUMES
## Abstract magnified image The condensation products of 2‐aminoethanol or 3‐aminopropanol (bearing an alkyl substituent on the carbon adjacent to the nitrogen) with substituted benzaldehydes proved to exist in CDCl~3~ at 300 K as threecomponent tautomeric mixtures of the diastereomeric five‐ or s
## Abstract Condensation of __cis__‐__2__‐aminomethylcyclohexanol with __p__‐nitrobenzaldehyde under mild conditions initially gives the imine as the kinetically controlled product. The imine undergoes a solid‐state rearrangement to the bicyclic tetrahydro‐1, 3‐oxazine. The kinetics of the rearrang
Five-Component Equilibria of Ring-Chain Tautomeric Mixtures Derived from 3-Amino-1,2-propanediol and Aromatic Aldehydes. -The multicomponent tautomeric equilibria can be described by the equation logK = pσ+ + logK0, used earlier for the two-and three-component equilibria relating to only oxazine or