| The strength of structural
timber is described in terms of "stress
grades". This allows material with similar
physical properties to be grouped together to
meet the requirements of specific end uses. A stress grade is defined
in AS 1720, SSA TIMBER STRUCTURES CODE, as the
classification of timber for structural purposes
by means of either visual or machine grading.
The stress grade
indicates the basic working stresses and
stiffnesses to be used for structural design
purposes. For example, the basic working stress
in bending for F7 grade timber is approximately 7Mpa.
Timber may be
stress graded either visually or mechanically.
Visual stress
grading.
When timber is
graded visually, the resulting stress grade is
influenced by both the inherent strength of the
species concerned and the quality (or grade) of
the particular parcel of timber.
Grade descriptions
are listed in Australian Standard specifications
for structural timber. They place limits on the
size or extent of strength reducing
characteristics, such as knots or sloping grain.
The two main
specifications are:
- AS 2082,
TIMBER-HARDWOOD-VISUALLY STRESS GRADED
FOR STRUCTURAL PURPOSES and
- AS 2858,
TIMBER-SOFTWOOD VISUALLY STRESS-GRADED
FOR STRUCTURAL PURPOSES.
There are seven
strength groups for unseasoned timber (S1 to S7,
with S1 being the strongest) and eight for
seasoned timber (SD1 to SD8, with SD1 being the
strongest). The relationship between these
strength groups and the visual grades is
illustrated in Table 1 below. An exception to the
general rule is Cypress pine. The appropriate
stress grades for Cypress pine are F4, F5 and F7.
Refer to AS 2858. The relationship between visual
structrual grades and strength groups for various
species is shown in Table 2.
Mechanical
stress grading
Stress grades may
also be determined by mechanical grading such as
machine stress grading or proof grading.
The basis of
machine stress grading is that stiffness of
timber is closely correlated to strength.
Individual pieces are fed into a machine in a
longitudinal direction and continually deflected
in the narrow dimension. The relationship between
load and deflection gives the stiffness, and
hence the stress grade of the piece. Machine
grading of radiata pine has led to the
introduction of the MGP (Machine Graded Pine)
system of grading.
Proof grading
allocates a stress grade to a piece of timber if
it sustains a specific proof bending stress. The
proof stress applied is generally 2.2 to 2.4
times the actual design stress. The load is
applied on edge to simulate the usual loading
mode in service.
References: NAFI
Timber Manual: Timber Datafile P1 Timber
Species and Properties.
Table 1 Strength
Group/Stress Grade/Visual Grade Relationship
| Strength
Group |
Stress Grade |
| Structural
No.: |
1 |
2 |
3 |
4 |
5 |
| Unseasoned
Timber |
| S1 |
F27 |
F22 |
F17 |
F14 |
F11 |
| S2 |
F22 |
F17 |
F14 |
F11 |
F8 |
| S3 |
F17 |
F14 |
F11 |
F8 |
F7 |
| S4 |
F14 |
F11 |
F8 |
F7 |
F5 |
| S5 |
F11 |
F8 |
F7 |
F5 |
F4 |
| S6 |
F8 |
F7 |
F5 |
F4 |
- |
| S7 |
F7 |
F5 |
F4 |
- |
- |
| Seasoned
Timber |
| SD1 |
F43 |
F34 |
F27 |
F22 |
F17 |
| SD2 |
F34 |
F27 |
F22 |
F17 |
F14 |
| SD3 |
F27 |
F22 |
F17 |
F14 |
F11 |
| SD4 |
F22 |
F17 |
F14 |
F11 |
F8 |
| SD5 |
F17 |
F14 |
F11 |
F8 |
F7 |
| SD6 |
F14 |
F11 |
F8 |
F7 |
F5 |
| SD7 |
F11 |
F8 |
F7 |
F5 |
F4 |
| SD8 |
F8 |
F7 |
F5 |
F4 |
- |
|