The invention discloses an entropy
theory based assembly contact
stress distribution assessment method which includes the steps of firstly, building a measurement coordinate
system and a three-dimensional
solid model to a to-be-tested part, subjecting the three-dimensional
solid model to finite element
cell meshing, and calculating
strain energy density of each
cell; secondly, calculating the overall entropy estimate value, the overall maximum entropy, the overall normalized entropy value Hs according to the
strain energy density of each
cell; thirdly, judging whether Hs is greater than or equal to the set threshold value, if so, then taking Hs as an
assessment index to assess
assembly stress distribution uniformity of surfaces of the to-be-tested part, and if not, then going to the next step; fourthly, building multiple sections perpendicular to the Z-axis of the measurement coordinate
system; fifthly, searching a section with convex hulls of which quantity and area accounting for the maximum ratio to the surface area of the to-be-tested part, and calculating the convex
hull height entropy estimate value, the convex
hull height maximum entropy, and the convex
hull normalized entropy value Hcs; sixthly, building the
assessment index Ec that is equal to AHS + BHCS; and finally assessing the
assembly stress distribution uniformity of the surfaces of the to-be-tested part according to the
assessment index Ec.