Studying our semirelativistic potential model and the numerical results, which succeeds in predicting and reproducing recently discovered higher resonances of
D,
Ds,
B, and
Bs, we find a simple expression for the mass gap between two spin multiplets of heavy-light mesons,
(0−,1−) and
(0+,1+). The mass gap between chiral partners defined by
ΔM=M(0+)−M(0−) and/or
M(1+)−M(1−) is given by
ΔM=M(0+)−M(0−)=M(1+)−M(1−)≈ΛQ−mq in the limit of heavy quark symmetry, and including
1/mQ corrections, we have
ΔM≈ΛQ−mq+(1.28×105+4.26×102
mq)/mQ with
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, a light quark mass
mq, and a heavy quark mass
mQ. This equation holds both for
D and
Ds heavy mesons. Our model calculations for the
B and
Bs also follow this formula.