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Lumber - Bending Capacities - CSA O86
Lumber size and orientation
Lumber
2x4 - On edge
2x6 - On edge
2x8 - On edge
2x10 - On edge
2x12 - On edge
4x4 - On edge
4x6 - On edge
4x8 - On edge
1x6 - Flat
2x4 - Flat
2x6 - Flat
2x8 - Flat
2x10 - Flat
2x10 - Plank
2x12 - Flat
4x6 - Flat
4x8 - Flat
Width
b
=
in
mm
Depth
d
=
in
mm
Cross section
A
=
in
2
mm
2
Section modulus
S
=
in
3
mm
3
Moment of inertia
I
=
in
4
mm
4
Wood properties
Wood species and grade
Douglas Fir-Larch - Select Structural
Douglas Fir-Larch - No. 1 / No.2
Douglas Fir-Larch - No. 3 / Stud
Hemlock-Fir - Select Structural
Hemlock-Fir - No. 1 / No.2
Hemlock-Fir - No. 3 / Stud
Spruce-Pine-Fir (SPF) - Select Structural
Spruce-Pine-Fir (SPF) - No. 1 / No.2
Spruce-Pine-Fir (SPF) - No. 3 / Stud
Northern Species - Select Structural
Northern Species - No. 1 / No.2
Northern Species - No. 3 / Stud
Bearing resistance
Fcp
=
psi
MPa
Planar shear resistance
Fv
=
psi
MPa
Bending resistance
Fb
=
psi
MPa
Modulus of elasticity
E
=
psi
MPa
Deflection criteria
Allowable relative deflection
L/270
L/360
Allowable absolute deflection
Δ
max
=
in
mm
Size of supports
Support width
Lcp
=
in
mm
Support area
Acp
=
in
2
mm
2
Factors
Load factor
α
=
Resistance factor
φ
=
Resistance factor (bearing)
φb
=
Load-duration
Short term
Standard term
Long term
KD
=
System
Single member
Case 1
Case 2
KH
=
Service-condition
Dry
Wet
Shear
KSv
=
Bending
KSb
=
Bearing
KScp
=
Deflection
KSE
=
Treatment
Un-treated
KT
=
Size factor
KZv, KZb
=
Size factor (bearing)
KZcp
=
Lateral stability
KL
=
Bearing length
KB
=
Allowable capacities
Allowable bearing
(KD, KScp, KT, KB, KZcp,α,φb)
B
=
lbf
kN
Allowable shear
(KD, KH, KSv, KT, KZv,α,φ)
V
=
lbf
kN
Allowable moment
(KD, KH, KSB, KT, KZB, KL,α,φ)
M
=
lbf•ft
kN•m
Modulus of elasticity
(KSE, KT)
Ef
=
psi
Mpa
Bending stiffness
(Ef x I)
EI
=
lbf•ft
2
kN•m
2
Allowable loads (imperial)
UDL ( PLF )
Point load ( lbf )
Span ( ft )
Criteria
Single span
Double span
Triple span
Single span
R
V
M
Δmax
Allowable loads (metric)
UDL ( kN/m )
Point load ( kN )
Span ( m )
Criteria
Single span
Double span
Triple span
Single span
R
V
M
Δmax
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