Abstract
AbstractThis paper introduces, with the development of user-subroutines in the finite-element software Abaqus FEA®, a new practical analysis tool to simulate transient nonlinear moisture transport in wood. The tool is used to revisit the calibration of moisture simulations prior to the simulation of mechanical behaviour in bending subjected to climate change. Often, this calibration does not receive sufficient attention, since the properties and mechanical behaviour are strongly moisture dependent. The calibration of the moisture transport simulation is made with the average volumetric mass data experimentally obtained on a paired specimen of Norway spruce (Picea abies) with the dimensions $$30\times 15\times 640\, {\mathrm{mm}}^{3}$$
30
×
15
×
640
mm
3
. The data, from a 90-day period, were measured under a constant temperature of 60 °C and systematic relative humidity cycles between 40 and 80%. A practical method based on analytical expressions was used to incorporate hysteresis and scanning behaviour at the boundary surface. The simulation tool makes the single-Fickian model and Neumann boundary condition readily available and the simulations more flexible to different uses. It also allows for a smoother description of inhomogeneity of material. The analysis from the calibration showed that scanning curves associated with hysteresis cannot be neglected in the simulation. The nonlinearity of the analysis indicated that a coherent set of moisture dependent diffusion and surface emission coefficient is necessary for the correct description of moisture gradients and mass transport.
Publisher
Springer Science and Business Media LLC
Subject
Industrial and Manufacturing Engineering,Plant Science,General Materials Science,Forestry
Reference56 articles.
1. Alexandersson M, Askfelt H, Ristinmaa M (2016) Triphasic model of heat and moisture transport with internal mass exchange in paperboard. Transp Porous Med 112:381–408
2. Angst-Nicollier V (2012) Moisture induced stresses in glulam. Doctoral thesis, Norwegian University of Science and Technology
3. Bratasz Ł, Kozłowska A, Kozłowski R (2012) Analysis of water adsorption by wood using the Guggenheim–Anderson–de Boer equation. Eur J Wood Prod 70:445–451
4. Dassault Systèmes (2017a) SIMULIA user assistance 2017. Abaqus Theory Guide, Providence
5. Dassault Systèmes (2017b) SIMULIA user assistance 2017. Abaqus User Subroutines Reference Guide, Providence
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