LVL Beam Span Calculator
Estimate LVL beam spans and preliminary sizes for U.S. Microllam and Versa-Lam products. Compare uniform loads, deflection, shear, and bearing.
40 psf live, 10 psf dead, L/360 live · L/240 total | Standard residential floors
Fb = 2600 psi · E = 2.0 × 10⁶ psi · Dry-use only
Design span measured center-to-center of bearings. All loads are uniformly distributed.
Half the joist span on each side = total tributary width on the beam.
Preliminary sizing only — for dry-use U.S. LVL beams under uniformly distributed gravity loads. Confirm final sizing, bearing, bracing, and connections with the manufacturer or a licensed structural engineer.
Preliminary Matches
Microllam 2.0E (U.S.)
16 ft span · 40/10 psf live/dead · 12 ft tributary
#12-ply 3.5″ × 14″
Meets modeled checksWeyerhaeuser Microllam 2.0E · Source: TJ-9000 (May 2025) · Governing: Live Deflection
Dry-use U.S. LVL · simple span · uniformly distributed gravity load · Cd=1 · 12 ft tributary · 40/10 psf live/dead (NDS 2018 per ICC-ES ESR-1387)
Not evaluated: Connection design (built-up-member fastening, end connections) · Lateral-torsional buckling / compression-edge bracing · Support-member verification (columns, studs, foundation) · Point loads, seismic, or lateral loads · Fire-resistance design · Exterior / wet-service conditions · Bearing capacity (no bearing length supplied)
#22-ply 3.5″ × 16″
Meets modeled checksWeyerhaeuser Microllam 2.0E · Source: TJ-9000 (May 2025) · Governing: Bending
Dry-use U.S. LVL · simple span · uniformly distributed gravity load · Cd=1 · 12 ft tributary · 40/10 psf live/dead (NDS 2018 per ICC-ES ESR-1387)
Not evaluated: Connection design (built-up-member fastening, end connections) · Lateral-torsional buckling / compression-edge bracing · Support-member verification (columns, studs, foundation) · Point loads, seismic, or lateral loads · Fire-resistance design · Exterior / wet-service conditions · Bearing capacity (no bearing length supplied)
#33-ply 5.25″ × 11⅞″
Meets modeled checksWeyerhaeuser Microllam 2.0E · Source: TJ-9000 (May 2025) · Governing: Live Deflection
Dry-use U.S. LVL · simple span · uniformly distributed gravity load · Cd=1 · 12 ft tributary · 40/10 psf live/dead (NDS 2018 per ICC-ES ESR-1387)
Not evaluated: Connection design (built-up-member fastening, end connections) · Lateral-torsional buckling / compression-edge bracing · Support-member verification (columns, studs, foundation) · Point loads, seismic, or lateral loads · Fire-resistance design · Exterior / wet-service conditions · Bearing capacity (no bearing length supplied)
Span Table
Microllam 2.0E · All guide-valid widths × depths · 40/10 psf live/dead · 12 ft tributary
| Section | Max Span |
|---|---|
| 5½″ | 5′1″ |
| 7¼″ | 6′8″ |
| 9¼″ | 8′7″ |
| 9½″ | 8′9″ |
| 11¼″ | 10′3″ |
| 11⅞″ | 10′10″ |
| 14″ | 12′7″ |
| 2-ply 5½″ | 6′6″ |
| 2-ply 7¼″ | 8′7″ |
| 2-ply 9¼″ | 10′11″ |
| 2-ply 9½″ | 11′3″ |
| 2-ply 11¼″ | 13′4″ |
| 2-ply 11⅞″ | 14′1″ |
| 2-ply 14″ | 16′7″ |
| 2-ply 16″ | 19′0″ |
| 2-ply 18″ | 21′4″ |
| 2-ply 20″ | 23′9″ |
| 3-ply 5½″ | 7′6″ |
| 3-ply 7¼″ | 9′11″ |
| 3-ply 9¼″ | 12′7″ |
| 3-ply 9½″ | 12′11″ |
| 3-ply 11¼″ | 15′4″ |
| 3-ply 11⅞″ | 16′2″ |
| 3-ply 14″ | 19′1″ |
| 3-ply 16″ | 21′10″ |
| 3-ply 18″ | 24′7″ |
| 3-ply 20″ | 27′4″ |
| 4-ply 5½″ | 8′3″ |
| 4-ply 7¼″ | 10′11″ |
| 4-ply 9¼″ | 13′11″ |
| 4-ply 9½″ | 14′4″ |
| 4-ply 11¼″ | 16′11″ |
| 4-ply 11⅞″ | 17′11″ |
| 4-ply 14″ | 21′1″ |
| 4-ply 16″ | 24′1″ |
| 4-ply 18″ | 27′2″ |
| 4-ply 20″ | 30′2″ |
Green cells = meets the 16 ft modeled span. Red = does not meet. All spans assume simple support and uniformly distributed gravity load. Preliminary sizing only.
Preliminary sizing only. This calculator does not check connection design, lateral-torsional buckling, support-member capacity, point loads, seismic/lateral loads, fire design, or exterior/wet-service conditions. Confirm final sizing, bearing, bracing, and connections with the manufacturer or a licensed structural engineer.
LVL Beam Span Calculator
Compare preliminary beam sizes and span tables for verified U.S. LVL products
Use this LVL beam span calculator to estimate preliminary LVL sizes for simple-span U.S. Microllam and Versa-Lam beams under uniform loads. Compare bending, shear, deflection, and optional bearing checks, then confirm the final design with the current manufacturer guide and a qualified professional.
3 U.S. Product-Region Datasets
Microllam 2.0E (TJ-9000), Versa-Lam East (2.1E/3100Fb), and Versa-Lam West (2.1E) — with published weight, moment, shear, and inertia values.
5 Constraint Checks
Bending moment, shear, live-load deflection, total-load deflection, and optional bearing. TJ-9000 equation for Microllam; apparent-E bending for Versa-Lam.
Span Table Included
Every guide-valid width × depth combination is evaluated and displayed in an interactive, scrollable span table.
Verified Products & Sources
Product-region records with current guide sources and design properties
| Product | Region | Source / Revision |
|---|---|---|
| Microllam 2.0E | U.S. | TJ-9000 (May 2025) NDS 2018 per ICC-ES ESR-1387 |
| Versa-Lam 2.1E | U.S. East | Eastern Versa-Lam LVL Design Guide, Rev 06.08.20 NDS 2018 per ICC-ES ESR-1040 |
| Versa-Lam 2.1E | U.S. West | Western Versa-Lam LVL Design Guide, Rev 06.20.19 NDS 2018 per ICC-ES ESR-1040 |
Design basis: The 2024 NDS is the current general standard for wood construction. Proprietary product reports and their stated design basis control the product-specific values. Values from different report editions are not mixed.
How Are Preliminary LVL Sizes Evaluated?
Bending, shear, live-load deflection, and total-load deflection checks per the 2024 NDS and product-specific guides
This calculator evaluates each candidate beam section against five independent checks. The most demanding check (highest utilization) is the governing constraint. The 2024 NDS provides the general framework; proprietary product reports control the product-specific design values, depth factors, and deflection methods.
Section Properties
Published: weight (plf), I (in⁴), M_allow (ft-lb), V_allow (lb) Source: TJ-9000 (Microllam), Boise East/West guides (Versa-Lam)
Every section uses published weight, moment of inertia, allowable moment, and allowable shear directly from the manufacturer's current guide. Published capacities already reflect the product's depth factors and grade-specific adjustments.
Load Assembly & Adjusted Design Values
w_total = (LL + DL) × tributaryWidth + published weight (plf) M′ = M_allow × Cd V′ = V_allow × Cd
Beam self-weight uses the published plf value from the manufacturer guide. The load duration factor Cd per NDS Table 2.3.2 is applied to both allowable moment and shear. Fc⊥ does not receive a Cd increase.
Bending & Shear Checks
M_demand = w_total × L² / (8 × 12) (ft-lb) V_demand = w_total × L / 2 (lb) M ≤ M_allow × Cd V ≤ V_allow × Cd
Bending moment and shear demand are compared against published allowable capacities from the manufacturer guide. Published values already include depth factors. The load duration factor Cd is applied to both moment and shear.
Live-Load & Total-Load Deflection
Microllam: Δ = 270wL⁴/(Ebd³) + 28.8wL²/(Ebd) Versa-Lam: Δ = 5wL⁴/(384EI) with apparent E Δ ≤ L / divisor
Live-load deflection uses the live-load deflection limit (e.g., L/360). Total-load deflection uses the total-load limit (e.g., L/240). Microllam uses the documented TJ-9000 equation. Versa-Lam uses apparent-E bending deflection.
Optional Bearing Check
Required bearing = Reaction / (b × F_c⊥′) Bearing passes if supplied ≥ required.
Bearing capacity is checked only when an available bearing length is supplied. The support-material capacity remains outside scope. Without bearing length, span checks are displayed but bearing is explicitly unevaluated.
Worked Example: 16′ Residential Floor Beam
Microllam 2.0E, 2-ply 14″ beam, 12′ tributary width, 40/10 psf live/dead, L/360 live · L/240 total
- Published single-ply × 2 derived: 14.2 plf self-weight, 800 in⁴, M_allow = 24,260 ft-lb, V_allow = 9,310 lb
- w_total = (40+10)×12 + 14.2 = 614.2 plf, w_live = 40×12 = 480 plf
- M_demand at 16 ft = (614.2/12)×192²/8/12 ≈ 19,654 ft-lb ≤ 24,260 ft-lb — passes (81% utilized)
- V_demand = 614.2×16/2 ≈ 4,914 lb ≤ 9,310 lb — passes (53% utilized)
- Δ_live ≈ 0.478″ ≤ 192/360 = 0.533″ — passes
- Δ_total ≈ 0.612″ ≤ 192/240 = 0.800″ — passes
- Governing: live-load deflection
- Beam weight ≈ 227 lbs, end reaction ≈ 4,914 lb
Preliminary example using Microllam 2.0E published values per TJ-9000. Source: Weyerhaeuser.
Understanding the Inputs
How each field affects the calculation
Tributary Width
The width of floor or roof area that loads onto the beam, measured as half the joist span on each side. If joists span 12 ft on both sides, the tributary width is 12 ft (not 24). The calculator assumes uniformly distributed loads — point loads from columns or concentrated loads are outside scope.
Section Selection (Width × Depth)
Choose from guide-valid width and depth combinations. Widths correspond to the number of plies (1-ply = 1¾″, 2-ply = 3½″, etc.). Built-up (multi-ply) members require field fastening — connection design for built-up members is not checked by this calculator. Depths are actual (not nominal) dimensions.
Live vs. Total Deflection
Live-load deflection (e.g., L/360) controls floor stiffness under occupancy loads. Total-load deflection (e.g., L/240) controls long-term sag under the full dead-plus-live load. Both limits are checked independently; the more restrictive one governs.
Bearing
LVL beams need adequate bearing at each support. If an available bearing length is supplied, a perpendicular-compression check is performed. Support-material capacity (e.g., the stud pack or foundation below) remains outside scope.
Bracing
All results assume adequate lateral bracing at supports and along the compression edge. Unbraced beams may fail at loads well below calculated values due to lateral-torsional buckling. Compression-edge lateral support and support bracing are required assumptions, not calculated checks.
What This Calculator Does Not Check
Know the limitations before relying on results
Connection Design
Built-up-member fastening, end connections, and hanger selection are not evaluated. Multi-ply beams require proper nailing or bolting per the manufacturer's connection schedule.
Lateral-Torsional Buckling
Unbraced compression edges can cause beams to twist and buckle at loads significantly below the calculated bending capacity. Lateral bracing is assumed but not verified.
Support Members
Columns, stud packs, foundation walls, and other support members are not checked. Verify that supporting elements can carry the end reactions.
Point Loads & Non-Uniform Loads
Only uniformly distributed gravity loads are considered. Point loads from columns, headers, or equipment, seismic/lateral loads, and fire design are excluded.
Exterior / Wet-Service
All products are evaluated for dry-use conditions only. Exterior, wet-service, or treated applications are outside scope.
Key Considerations
Getting the best result from your LVL beam project
Upgrade depth before adding plies for deflection
Deflection is proportional to 1/d³. Going from 9¼″ to 14″ depth increases stiffness by ~3.5×. Adding plies helps bending and shear — if deflection governs, increase depth first.
Use the span table for quick comparison
The span table shows every guide-valid width × depth combination at once. Green cells meet your entered span; red cells do not.
Check bearing length
LVL beams need adequate bearing at supports — typically 1.5″ minimum for residential, more for heavy loads. Enter an optional bearing length to check perpendicular-compression capacity.
Versa-Lam 7″ load distribution
Per the Boise Cascade guide, 7″-wide Versa-Lam members must be top-loaded or loaded from both sides. One-sided loading of 7″ members is not covered by this calculator's uniformly distributed load assumption. Verify your loading configuration against the manufacturer's installation requirements.
Related calculators
For joist sizing, use the joist span calculator. For roof dimensions, see the roof size calculator. For steel beam weight, try the I-beam weight calculator.
Frequently Asked Questions
Common questions about LVL beam sizing, spans, and load calculations
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Last updated Jul 17, 2026