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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]

A Haworth projection depicts cyclic monosaccharide connectivity and substituents above or below a reference ring plane; it does not assert a physically flat ring.

In water, D-glucose mainly occupies cyclic forms. The C5 hydroxy group adds to the C1 aldehyde, forming a cyclic hemiacetal; reversible opening restores the aldehyde. Reclosure can give either anomer. Their changing proportions cause mutarotation, the approach of optical rotation to an equilibrium value. This pathway involves changing chemical bonds, rather than simply rotating a hydroxy group about a single chemical bond.^[ref]

In this conventional Haworth projection, C5's $\mathrm{C}{\mathrm{H}}_2\mathrm{OH}$ group points up. The alpha anomer's C1 hydroxy group points down, on the opposite face; the beta anomer's points up, on the same face. C2/C3/C4 retain down/up/down hydroxy groups. These are above/below relationships to a reference ring plane, not a claim that the ring is physically flat.^[ref]

The anomeric carbon is C1, the existing carbonyl group carbon that becomes a new stereocenter; no extra carbon chemical atom appears. The two anomers differ at that centre while retaining the other configurations.^[ref]

Trace the ring as C1–C2–C3–C4–C5–O5–C1, where O5 denotes the oxygen originally in the C5 hydroxy group. It contains five carbon chemical atoms and one oxygen; C6 remains attached outside the ring. The C1 carbonyl group oxygen becomes the C1 hydroxy group oxygen. This accounts for every oxygen: O5 in the ring and five hydroxy groups at C1, C2, C3, C4 and C6. Ring closure preserves ${\mathrm{C}}_6{\mathrm{H}}_{12}{\mathrm{O}}_6$. A six-membered ring and a six-carbon sugar are thus different counts.