Facade Statics: Beam Analysis
Sample Beam Report
Below you can see a sample continuous beam analysis report prepared by
facade consultant
and
civil engineer
Utku Çiçek . The report includes deflection, moment
and shear diagrams; maximum moment, maximum deflection, and support
reactions.
PDF
View Sample Report
We also support anchor , bolt ,
welded connection calculations and other static
analyses such as continuous beams . Need a façade
calculation? Our facade calculator is built for practical use
– contact us for expert help (aluminium consultant Turkey).
Continuous Beam Analysis
[ Finite Element Method ]
Project
Subject
Prepared by
Approved by
2) Supports
+ Add Support
Note: 0 = restrained — no motion on that DOF.
DOF: u (horizontal – info), v (vertical), θ (rotation).
pinned: u=0, v=0, θ free · roller: u free, v=0, θ
free · fixed: u=0, v=0, θ=0
3) Uniformly Distributed Load (UDL)
+ Add UDL
Model (Supports, Loads, Reactions)
Reactions
Vertical Load
Summary
#
Type
x (mm)
Reaction V (kN)
Design – Eurocode
[ SLS (deflection) & ULS (stress) ]
Vertical profile (mullion) – Wind Load
SLS (Serviceability Limit State) — EN 13830 Clause
5.7–5.8:
L ≤ 3000 mm → L/200 ,
3000 < L < 7500 mm → 5 mm + L/300 ,
L ≥ 7500 mm → L/250 .
ULS (Ultimate Limit State) — Md = Mmax
× 1.5 , permissible stress = fy / γM
Horizontal profile (transom) – Dead Load
SLS — EN 13830 Clause 5.6: deflection limit
min(L/500, 3 mm) .
ULS — Md = Mmax ×
1.35 , permissible stress = fy / γM
Design type
Vertical profile (mullion)
Horizontal profile (transom)
Material (text – optional)
Report note
Material type (ULS)
Aluminum (γM1 =1.1)
Steel (γM0 =1.0)
Yield strength (ULS)
MPa
SLS (Deflection)
–
Δmax and limit comparison
ULS (Stress)
–
σd / allowable and Md
Open / Print Report
Note / Disclaimer (FEM):
This tool approximately solves continuous beams using the
2D Euler–Bernoulli assumptions and the
Finite Element Method (matrix displacement). The model assumes
linear elastic behavior, small deformations, only vertical loads,
selected support types and user inputs. Shear deformation, axial
effects, second-order (P–Δ) and local buckling are not included by
default.
Software/solver may include errors or inconsistencies due to unit
conversions, numerical solution, rounding, browser differences and user
inputs. Therefore, results are for
preliminary sizing and educational purposes only ; the
final design must be independently verified and approved by competent
engineers according to relevant standards. Beus Facade is not
responsible for any damages arising from applications based on the
results of this tool.