Codex @codex  0

Proton coupling across H-C-C≡C-H can resolve a small four-bond splitting. In a propargyl acetal this connects the acetal methine and terminal alkyne proton.

Conversion of an acetal and water to its corresponding carbonyl compound and alcohols.

An acetal formed with benzaldehyde, containing a Ph–CH unit attached to two oxygens. It can protect a diol and is acid-labile.

D-glucopyranose is the six-membered-ring hemiacetal form of D-glucose. The ring contains five carbon atoms and one oxygen atom; the sixth carbon, C6, lies outside the ring. Its name specifies both the glucose configuration and the ring form, but without an α or β prefix it does not select a single anomer.^[ref]

Ring closure connects the C5 hydroxy group to the C1 aldehyde carbon of open-chain D-glucose. C1 becomes the anomeric carbon. No chemical atoms are lost in forming this cyclic hemiacetal, so both anomers retain the molecular formula ${\mathrm{C}}_6{\mathrm{H}}_{12}{\mathrm{O}}_6$.

In the conventional Haworth projection of D-glucose, the anomeric hydroxy group and the C5 hydroxymethyl substituent are on opposite faces in α-D-glucopyranose and on the same face in β-D-glucopyranose. This relative relationship is more useful than saying that α always means “down”: how a structure is drawn and which sugar configuration is involved must also be specified.^[ref]

An original information-counting comparison uses three labels. ${\mathrm{C}}_6{\mathrm{H}}_{12}{\mathrm{O}}_6$ gives composition; D-glucopyranose additionally specifies a particular sugar configuration and six-membered ring; α-D-glucopyranose further fixes the anomeric configuration. The α and β forms therefore provide an immediate pair of structures with the same elemental count. Neither the molecular formula nor the number of ring atoms alone determines the stereochemistry.

Replacing the anomeric hydroxy group by $\mathrm{OC}{\mathrm{H}}_3$ gives the corresponding methyl glycoside; choosing the α configuration yields methyl α-D-glucopyranoside. Free D-glucopyranose and that acetal derivative differ in chemical identity even though their names share the same sugar-derived root.^[ref]

In its classical oxygen-linked sense, a glycoside is a mixed acetal derived from a cyclic monosaccharide, with the anomeric hydroxy group replaced by an $\mathrm{OR}$ group. The substituent attaches at the anomeric carbon through a glycosidic bond. The partner recovered after removing the sugar residue is commonly called the aglycone.^[ref]

Methyl α-D-glucopyranoside is the nomenclature document's simple example. Comparing it with cyclic glucose, replace the anomeric $\mathrm{OH}$ by $\mathrm{OC}{\mathrm{H}}_3$. As an original atom-counting check, the net addition is $\mathrm{C}{\mathrm{H}}_2$, giving ${\mathrm{C}}_7{\mathrm{H}}_{14}{\mathrm{O}}_6$ from the free glucose formula ${\mathrm{C}}_6{\mathrm{H}}_{12}{\mathrm{O}}_6$. This is structural bookkeeping, not a proposed one-step laboratory procedure.

Both the ring form and the anomer belong to the identity: specifying α-D-glucopyranoside conveys more information than merely saying that a molecule contains glucose. The acetal at that centre also differs from the free hemiacetal of the parent sugar.

The attachment atom matters to naming. IUPAC discusses oxygen-, sulfur-, nitrogen- and carbon-linked derivatives separately and discourages some broad biochemical uses of the word glycoside. A structural description should therefore state the actual connection rather than treating every sugar-containing molecule as the same class.^[ref]

An acetal derived formally from a ketone, with two carbon substituents and two oxygen substituents at its acetal carbon.

acid activation can cleave an anomeric acetal bridge, producing an oxocarbenium-like electrophile and a free alcohol on the former tether. methanol capture produces a methyl acetal; anomeric stereochemistry and chair preference must be distinguished.

Methyl α-D-glucopyranoside is the α anomer of the methyl oxygen-linked glycoside derived from D-glucopyranose. Relative to the cyclic sugar, the hydroxy group at the anomeric carbon is replaced by $\mathrm{OC}{\mathrm{H}}_3$. The six-membered ring form, the D configuration and the α configuration specify different aspects of the identity.^[ref]

The name is a compact structural description. “Methyl” identifies the methyl group of the $\mathrm{OR}$ attachment; “glucopyranoside” identifies the cyclic sugar-derived part and its glycosidic substitution. The α label specifies its anomeric carbon configuration. Merely giving a molecular formula cannot recover those distinctions.

An original atom-counting example starts with glucose, ${\mathrm{C}}_6{\mathrm{H}}_{12}{\mathrm{O}}_6$. Replacing $\mathrm{OH}$ by $\mathrm{OC}{\mathrm{H}}_3$ adds $\mathrm{C}{\mathrm{H}}_2$ overall, giving ${\mathrm{C}}_7{\mathrm{H}}_{14}{\mathrm{O}}_6$. Formal hydrolysis accounting isThe partner $\mathrm{C}{\mathrm{H}}_4\mathrm{O}$ is methanol, the aglycone in this example. This equation balances chemical atoms; it does not supply reaction conditions or say which glucose forms are present after a real experiment. An α-to-β configuration change would leave the elemental count unchanged.

This example distinguishes the acetal of a classical glycoside from the free cyclic sugar's hemiacetal. It is therefore a useful small molecule for learning how naming encodes more information than elemental composition.^[ref]

copper(I) converts the methyl grignard reagent into a softer organocopper nucleophile. Methyl undergoes 1,4 addition to the beta carbon of the cycloheptenone, giving a metal enolate rather than direct 1,2 addition to the ketone carbonyl.

The carbon nucleophilic site of this enolate, at the alpha carbon, attacks the aldehyde carbonyl in the second reagent. Its C=O $\pi$ electrons move to oxygen; protonation of the resulting alkoxide gives the beta-hydroxy ketone side chain. The cyclic acetal is a protected ketone and survives these nucleophilic conditions.

The beta methyl group shields one face of the cyclic enolate. Aldol bond formation from the less crowded opposite face places the new alpha side chain trans to the beta methyl group. Thus the two starred ring centers have an anti relationship; the two mirror-related products are possible from achiral starting materials and reagents. This argument does not assign the separate, unstarred alcohol center, for which the question gives no specified configuration.

The alkene attacks electrophilic mercury(II), with acetate departure as appropriate, to give a bridged mercurinium ion between the ring carbon and the exocyclic methylene. That bridge is polarized: the more substituted ring carbon can better stabilize developing positive charge than the terminal CH2 carbon. water attacks the ring carbon, opening the mercury bridge there, and deprotonation gives the tertiary alcohol with an exocyclic CH2–HgOAc substituent.

Subsequent sodium-borohydride demercuration replaces the terminal C–Hg bond by C–H. Thus the original exocyclic CH2 becomes Me, and the new OH remains on the substituted ring carbon. The result is Markovnikov hydration of the exocyclic alkene. There is no need for a freely equilibrating tertiary carbocation, and no rearrangement of the carbohydrate carbon skeleton or cleavage of the methyl acetal is required. The question does not require the mercury-stage facial selection or a detailed demercuration mechanism.

protonation activates the oxygen of the anomeric acetal bridge. Cleavage of its bond to the anomeric carbon releases that tether oxygen as the terminal primary alcohol, while the other ring oxygen stabilizes the developing anomeric electrophile by lone pair donation. The resulting oxocarbenium description has a nearly planar reactive anomeric centre; it need not be drawn as a long-lived free carbocation.

methanol attacks that centre, giving a protonated methyl acetal, and deprotonation regenerates acid. The former bridge becomes CH2OH; the anomeric substituent becomes OMe. The other C–O bonds and existing carbon configurations are retained. The ring can adopt a different chair once the bridge constraint is removed, so an apparent movement of substituents in the projection does not imply inversion at all the other carbons.

The depicted anomeric OMe is axial in the product chair. This geometry allows an endocyclic oxygen lone pair to align antiperiplanar to the exocyclic C–OMe bond, providing $n_O\to {\sigma }_{C-O}^{\ast }$ stabilization associated with the anomeric effect. Acidic conditions also permit cleavage and recapture at the anomeric centre, so selection is not simply backside displacement at an unchanged tetrahedral starting carbon. The anomeric effect rationalizes the specified axial product; the scheme alone gives neither its numerical equilibrium population nor evidence that every other anomer is absent.

triethylamine removes an alpha proton from nitromethane to generate a nitronate population. Its carbon attacks the cyclic ketone carbonyl of E, forming a new C–CH2NO2 bond while the C=O pi pair moves onto oxygen. protonation by triethylammonium or another proton donor gives the tertiary alcohol F and regenerates base. This is a Henry reaction, also called a nitroaldol reaction: the former ketone carbon now bears both OH and CH2NO2.

The nitro group remains attached to its original nitromethane carbon; attack through oxygen would give a different connectivity. The methyl acetal and the original alcohol substituents need not be cleaved or displaced. This addition produces the isolated connectivity without requiring dehydration to a nitroalkene. The stated complex mixture is compatible with competing additions or stereoisomers, but the scheme supplies no basis for claiming F is the unique or kinetically dominant product. Only its formation is being explained.

E, with the axial anomeric acetate, hydrolyses faster. The tert-butyl substituent strongly favours the chair in which it is equatorial, so the two substrates cannot freely interchange axial and equatorial acetate simply by an inexpensive ring inversion. protonation activates the anomeric acetoxy leaving group. As its C–O bond cleaves to release acetic acid, a lone pair on the endocyclic oxygen donates into the developing anomeric orbital, producing an oxocarbenium ion. water attacks that carbon, and deprotonation gives the cyclic hemiacetal. Attack from either face accounts for the unspecified anomeric configuration of OH in the product.

The axial C–OAc bond in E can adopt antiperiplanar geometry relative to an endocyclic oxygen lone pair. This favourable $n_O\to {\sigma }_{C-O}^{\ast }$ interaction assists departure in the ionization transition state. The corresponding bond in F is poorly aligned in its preferred chair; achieving comparable overlap requires an unfavourable chair change, placing tert-butyl axial, or substantial ring distortion. The distinction is stereoelectronic control of acetal hydrolysis, rather than merely counting steric crowding in the products.

An axial acetal can itself receive ground-state stabilization from the anomeric effect, so “axial means unstable” is not an adequate rate argument. What matters is the relative Gibbs energy of activation for the departing bond and the geometry of lone-pair assistance. Conformationally locked model acetals experimentally demonstrate faster acid-catalysed cleavage of the axially oriented isomer, although their numerical rate ratios should not be transferred to these different substrates.^[ref]

Protonation of a spiroacetal oxygen makes the adjacent C–O bond easier to cleave. Reversible opening gives an oxocarbenium ion, in which the spiro carbon is locally planar. The tethered alcohol can attack either face; deprotonation closes the acetal and regenerates acid. Repetition interconverts the spiro epimers while retaining the other stereogenic centres. Methanol can participate in reversible proton transfer or trapping, but there is no need to invert the remote carbon centres.

The anomeric effect is the preference, in suitable cyclic acetals, for an electronegative substituent at an anomeric carbon to occupy an axial position even when simple steric reasoning favours equatorial. An important orbital contribution is donation from an endocyclic oxygen lone pair into the antibonding orbital of the adjacent exocyclic C–O bond, $n_{\mathrm{O}}\to {\sigma }_{\mathrm{C}-\mathrm{O}}^{\ast }$. The chair's axial arrangement supplies favourable antiperiplanar overlap. Electrostatic and solvation contributions can also affect the observed conformational preference.

A has a strong ester C=O band at roughly $1715$–$1730\mathrm{c}{\mathrm{m}}^{-1}$, lowered by conjugation with C=C. B's unconjugated ester carbonyl is nearer $1735$–$1750\mathrm{c}{\mathrm{m}}^{-1}$; it also has terminal-alkene features, including the approximately $990/910\mathrm{c}{\mathrm{m}}^{-1}$ pair.

C has no carbonyl band. Its terminal alkyne gives a relatively sharp sp C-H stretch near $3300\mathrm{c}{\mathrm{m}}^{-1}$ and a usually weaker C≡C feature near $2100$–$2150\mathrm{c}{\mathrm{m}}^{-1}$. C-O stretching alone is less diagnostic because esters and the acetal all contain C-O bonds. The numbers are characteristic ranges, not exact frequencies inferred from an unprinted IR trace.

Carbon-13 NMR spectra: 1 = C, 2 = A, 3 = B. Approximate shifts, read from the printed axes, are shown in the annotated structures.

The two methyls in A are chemically distinct because one is cis and the other trans to each substituent at the other alkene carbon. Their two measured shifts are secure; assigning an individual methyl to a particular side of the drawn double bond requires an additional stereospecific shift argument or experiment, so their spatial interchange is left explicit.

A: ethoxy CH${}_2$ ↔ CH${}_3$, $J\simeq 7\mathrm{Hz}$; vinyl CH ↔ each alkene methyl, small ${}^{4}J\simeq 1$–$1.5\mathrm{Hz}$.

C: ethoxy CH${}_2$ ↔ CH${}_3$, about $7\mathrm{Hz}$; the two OCH${}_2$ proton types have a geminal coupling of about $9$–$10\mathrm{Hz}$; acetal CH ↔ C≡CH has ${}^{4}J\simeq 2\mathrm{Hz}$.

B: internal vinyl CH ↔ trans terminal H, about $17\mathrm{Hz}$; ↔ cis terminal H, about $10\mathrm{Hz}$; terminal CH${}_2$ geminal coupling about $1$–$2\mathrm{Hz}$. Vinyl CH ↔ OCH${}_2$ is about $6\mathrm{Hz}$. Both vicinal links along the butanoate alkyl chain are about $7$–$8\mathrm{Hz}$.

Use $J=300\Delta \delta$ when a separation is measured in ppm. Thus $0.057\mathrm{ppm}$ corresponds to about $17\mathrm{Hz}$, whereas $0.023\mathrm{ppm}$ corresponds to about $7\mathrm{Hz}$. These are approximate readings, not a fitted spin simulation.

The small four-bond splittings illustrate allylic scalar coupling and acetal-alkyne long-range coupling.

A, spectrum 4: ethoxy CH${}_3$ at about $1.3$ is a NMR triplet, and OCH${}_2$ at about $4.15$ is a NMR quartet. The two alkene methyls at about $1.9$ and $2.2$ each integrate to three protons; they are apparent NMR singlets on the overview but have small allylic NMR doublet splitting. The vinyl CH at about $5.7$ is correspondingly a narrow NMR multiplet, formally a quartet of quartets when its two methyl couplings are unequal, or approximately a NMR septet if they coincide. A broadened overview must not be used to declare all those small couplings exactly zero.

C, spectrum 5: the acetal CH at about $5.25$ and terminal C≡CH at about $2.55$ each integrate to one proton and show their small mutual long-range NMR doublet splitting. The ethoxy methyls give a six-proton NMR triplet near $1.25$. The OCH${}_2$ region has two sets near $3.6$ and $3.75$, each integrating to two protons. These are an ABX3 spin system: geminal coupling and coupling to CH${}_3$ produce approximately one doublet of quartets for each proton type, with second-order distortion in the expanded trace. Treating the whole region as one ideal four-proton NMR quartet misses the printed structure.

B, spectrum 6: the internal alkene CH near $5.95$ is a doublet of doublets of triplets from trans/cis coupling to CH${}_2$ and vicinal coupling to OCH${}_2$. The two terminal alkene protons near $5.2$–$5.35$ are distinct doublet of doublets-type signals, with possible additional small allylic splitting. OCH${}_2$ near $4.6$ is principally a NMR doublet. The acyl-alpha CH${}_2$ near $2.3$ is a NMR triplet, the middle CH${}_2$ near $1.65$ an approximate NMR sextet or overlapping NMR triplet of quartets, and the terminal methyl near $0.95$ a NMR triplet.

Spectrum 4 has one vinyl proton, two alkene-methyl groups and an ethoxy group. Spectrum 5 has one acetal proton, one terminal-alkyne proton and two equivalent ethoxy groups. Spectrum 6 has the three-proton terminal-alkene pattern and the allylic OCH${}_2$ group, together with the butanoate chain.