Dynamic mechanical characterization of mechanosorptive effects in wood and paper

Dynamic mechanical studies in dual cantilever and tensile stretching mode of Scots pine veneer, birch veneer and paper under stepwise humidity changes between 5% and 85% relative humidity are reported. The loss tangent (tan delta) shows a transient peak every time the relative humidity of the surrou...

Full description

Saved in:
Bibliographic Details
Published inEuropean journal of wood and wood products Vol. 54; no. 4; pp. 263 - 271
Main Authors EBRAHIMZADEH, P. R, KUBAT, J, MCQUEEN, D. H
Format Journal Article
LanguageEnglish
Published Berlin Springer 01.07.1996
Subjects
Online AccessGet full text

Cover

Loading…
More Information
Summary:Dynamic mechanical studies in dual cantilever and tensile stretching mode of Scots pine veneer, birch veneer and paper under stepwise humidity changes between 5% and 85% relative humidity are reported. The loss tangent (tan delta) shows a transient peak every time the relative humidity of the surrounding atmosphere is changed. In the bending mode a clamping arrangement that is freely movable in the longitudinal direction gives more distinct damping peaks than does a static fixture. There is a close relationship between the rate of sorption/desorption and the shape of the tan delta peak. In response to reduction of the rate of humidity change the damping transients slowly disappear. They also diminish in strength as the temperature is raised toward 60 degrees C. Their strengths increase as the measuring frequency is lowered toward 0.01 Hz. Also, when the samples are highly compressed or prestressed with static loads the peak heights are greatly reduced. The tans peaks become less distinct and eventually disappear when the amplitude of the vibration increases. Long time testing results in significant changes in the shapes of the tan delta versus time data. A working hypothesis is that these phenomena are closely related to molecular diffusion of water through the sample material. Simple estimates show that the relaxation time for a diffusion related process should be of the order of a minute.
ISSN:0018-3768
1436-736X
1436-736X
DOI:10.1007/s001070050179