An α-helix and a β-strand are said to be
interactively packed if at least one residue in each of
the secondary structural elements loses 10% of its solvent
accessible contact area on association with the other secondary
structural element. An analysis of all such 5,975 nonidentical
α/β units in protein structures, defined at ≤2.5
Å resolution, shows that the interaxial distance
between the α-helix and the β-strand is linearly
correlated with the residue-dependent function, log[(V/nda)/n-int],
where V is the volume of amino acid residues in
the packing interface, nda is the normalized difference
in solvent accessible contact area of the residues in packed
and unpacked secondary structural elements, and n-int
is the number of residues in the packing interface. The
β-sheet unit (βu), defined as a pair of adjacent
parallel or antiparallel hydrogen-bonded β-strands,
packing with an α-helix shows a better correlation
between the interaxial distance and log(V/nda)
for the residues in the packing interface. This packing
relationship is shown to be useful in the prediction of
interaxial distances in α/β units using the interacting
residue information of equivalent α/β units of
homologous proteins. It is, therefore, of value in comparative
modeling of protein structures.