  In the spirit of the Ax-Kochen-Ershov principle, we show that in certain
cases the burden of a Henselian valued field can be computed in terms of the
burden of its residue field and that of its value group. To do so, we first see
that the burden of such a field is equal to the burden of its RV-sort. These
results are generalisations of a work of Chernikov and Simon.
