23.03.2013 Views

Series editors' preface - Wood Tools

Series editors' preface - Wood Tools

Series editors' preface - Wood Tools

SHOW MORE
SHOW LESS

Create successful ePaper yourself

Turn your PDF publications into a flip-book with our unique Google optimized e-Paper software.

80 Conservation of Furniture<br />

(a)<br />

(b) (c)<br />

Figure 2.16 Roughly speaking, tangential shrinkage is<br />

double radial shrinkage. This difference in dimensional<br />

change when wood is seasoned causes the distortion<br />

seen in representative shapes cut from logs (a) and<br />

commonly results in radial cracks in logs (b), or<br />

squared timbers (c) containing the pith of the tree<br />

are not commonly available, as are data for<br />

perpendicular shrinkage (i.e. shrinkage across<br />

the grain). It should be cautioned, however,<br />

that abnormal wood tissue, such as juvenile<br />

wood, reaction wood, or pieces with crossgrain,<br />

may exhibit longitudinal shrinkage of up<br />

to 10–20 times normal. In addition, it should be<br />

expected that abnormal wood will occur<br />

unevenly in severity and in distribution, and<br />

that the resulting uneven longitudinal shrinkage<br />

may produce warping.<br />

Shrinkage across the grain (transverse<br />

shrinkage), however, is significant, and tangential<br />

shrinkage is always greater than radial<br />

shrinkage. Average tangential shrinkage varies<br />

between species over the range of about 4 to<br />

12%, with an overall average of about 8%.<br />

Average radial shrinkage values range from<br />

about 2 to 8%, averaging slightly over 4%. The<br />

result of differences in radial and tangential<br />

shrinkage is illustrated in Figure 2.16.<br />

2.4.4 Estimating dimensional change<br />

There is a difference between shrinkage, which<br />

occurs as the change in dimensions of wood<br />

on initial drying from the green condition, and<br />

movement, the dimensional change which<br />

takes place when wood that has been dried is<br />

subjected to changes in atmospheric conditions<br />

below the fibre saturation point (Farmer, 1972).<br />

It is possible that a wood may shrink quite<br />

appreciably in drying from the green condition<br />

yet it may undergo comparatively small dimensional<br />

changes when subjected to a given<br />

range of atmospheric conditions in service. The<br />

reason is that the fibre saturation point, the<br />

moisture content value at which appreciable<br />

shrinkage begins to take place, varies between<br />

different species. In addition, the moisture con-<br />

Shrinkage (%)<br />

8.6<br />

8.0<br />

4.0<br />

Radial<br />

Tangential<br />

0.1<br />

Longitudinal<br />

0<br />

(OD)<br />

5 10 15<br />

EMC (%)<br />

20 25 28<br />

(FSP)<br />

Figure 2.17 Typical relationships of tangential, radial<br />

and longitudinal shrinkage to equilibrium moisture<br />

content, shown from oven dry (OD) to fibre saturation<br />

point (FSP). Note that shrinkage along the grain<br />

(longitudinal) is negligible. Tangential shrinkage is<br />

roughly double radial shrinkage, thus the historical<br />

preference for quartersawn boards when maximum<br />

dimensional stability was required

Hooray! Your file is uploaded and ready to be published.

Saved successfully!

Ooh no, something went wrong!