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   <subfield code="a">ON DEFORMATIONS WITH CONSTANT MODIFIED STRETCHES DESCRIBING THE BENDING OF RECTANGULAR BLOCKS</subfield>
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   <subfield code="a">On certain loading paths the changes in the total energy associated with the deformations with constant modified stretches are due entirely to volume changes. We illustrate this situation by considering in plane-strain framework the deformations with constant modified stretches that describe the bending of rectangular blocks subject to prescribed boundary displacements. In particular we discuss certain conditions which imply that the total energy, regarded as a function of the deformed volume, V, attains a minimum at a certain value V0 of V. A compressible Varga material and a compressible neo-Hookean material are then used to exemplify our results.</subfield>
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