Chapter 2
Structural Actions, Load Paths, and Design Codes
Bachelors Program in Construction Technology
Steel Structures
•
Bachelor
Structural Actions, Load Paths, and Design Codes
Introduction
Steel structures are designed not merely by selecting sufficiently strong members, but by understanding how actions enter a building, travel through its structural system, and reach the ground. A roof load, for example, may pass through roof sheeting, purlins, rafters, columns, foundations, and soil. At every stage, the action may change in magnitude, direction, distribution, or combination with other actions.
Structural actions are commonly called loads in construction practice. The term action is broader: it includes imposed forces, deformations, environmental effects, and accidental events that produce effects in a structure. A sound design therefore requires three linked decisions:
identify credible actions and their characteristic values;
establish a continuous and stable load path; and
combine and factor actions in accordance with the governing design standard.
This chapter introduces these decisions for building-scale steel structures. It refers to internationally recognized approaches, including ASCE 7, the Eurocodes, and the International Building Code (IBC). These documents are examples of design frameworks, not interchangeable rules. The legally adopted national code, project specifications, and authority requirements always govern.
Learning Objectives
By the end of this chapter, a student should be able to:
distinguish permanent, variable, environmental, accidental, and construction actions;
estimate basic dead, live, wind, snow, seismic, crane, and construction actions;
explain tributary area and convert area loads into member line loads;
trace vertical and horizontal load paths through a steel building;
distinguish serviceability and ultimate limit-state design;
form representative factored and unfactored load combinations;
identify the appropriate role of national and international standards;
recognize load-path discontinuities, torsional effects, redundancy, and robustness issues;
communicate assumptions and limitations in a professional design basis.
1. Structural Actions and Their Classification
An action is an influence capable of producing stress, strain, displacement, vibration, or instability. The resulting internal forces—axial force, shear, bending moment, and torsion—are structural responses rather than actions themselves.
1.1 Permanent actions
Permanent actions, commonly denoted G, remain substantially constant during the reference period. They include:
self-weight of steel members, slabs, decking, cladding, finishes, ceilings, and permanent services;
fixed partitions and permanently installed equipment;
permanent prestress or imposed deformations where applicable; and
retained soil or permanent architectural features.
Self-weight is calculated from mass density and volume. For a member with density ρ, volume V, and gravitational acceleration g,
W = ρ V g
where W is weight in newtons, ρ is mass density in kg/m³, V is volume in m³, and g is approximately 9.81 m/s². In ordinary structural calculations, steel is often taken as approximately 78.5 kN/m³ by weight density. Manufacturer data should be used for proprietary products.
Dead load must include connections, bolts, weld metal, fire protection, secondary steel, and finishes when they are structurally supported. Omitting small items repeatedly can produce a significant design error.
1.2 Variable or imposed actions
Variable actions change with time, location, or use. The principal building example is live load Q, caused by occupants, movable furniture, stored materials, and movable partitions. Codes assign minimum uniformly distributed loads and, for some occupancies, concentrated loads. The correct value depends on occupancy, access, storage, assembly density, and whether reduction is permitted.
Live-load reduction is not a universal engineering judgment. It is permitted only where the adopted code provides a method and where the structural element’s tributary area, influence area, occupancy, and number of supported floors satisfy the stated conditions.
1.3 Environmental actions
Environmental actions include wind, snow, rain ponding, seismic ground motion, temperature change, ice, flood, and sometimes wave or current effects. Their magnitude depends strongly on location, terrain, topography, geometry, exposure, importance, and dynamic characteristics.
1.4 Accidental actions
Accidental actions have a low probability of occurrence but may have severe consequences. Examples include vehicle impact, gas explosion, local fire effects, dropped loads, abnormal removal of a column, and construction-stage instability. They are not generally treated by simply multiplying every ordinary load by a large factor. Codes may prescribe accidental combinations, protection measures, alternate-path analysis, compartmentation, or consequence-based design.
1.5 Deformation-imposed actions
Temperature gradients, support settlement, shrinkage, creep of composite slabs, fabrication tolerances, and lack of fit can generate forces when movement is restrained. A restrained thermal strain may be approximated by
εT = α ΔT
where ε_T is free thermal strain, α is the coefficient of thermal expansion (per °C), and ΔT is temperature change in °C. This equation gives free strain, not automatically the induced force. Force depends on restraint, stiffness, connection behavior, and compatibility with adjacent components.
2. Magnitude, Representation, and Tributary Area
Actions can be represented as concentrated forces, line loads, area loads, pressures, moments, imposed displacements, or acceleration fields. A floor imposed load is normally specified in kN/m²; a beam design requires a line load in kN/m.
If a beam supports a tributary width b_t and the floor action is uniformly distributed with intensity q, the equivalent line load is
w = q bt
where w is in kN/m when q is in kN/m² and b_t is in m. This conversion assumes the load is distributed uniformly over the tributary width and that the beam is the intended load collector.
For an interior beam supporting equal floor spans on both sides, b_t is often approximately half the adjacent span on each side. At an edge beam, it is commonly approximately half the adjacent span. These are geometric starting points, not substitutes for examining the actual slab, deck, joists, or secondary beams.
Worked Example 1: Floor load transferred to a beam
A steel beam supports a 3.0 m tributary width of composite floor. The characteristic permanent floor action is 4.0 kN/m² and the characteristic imposed action is 3.0 kN/m². The beam self-weight is 0.50 kN/m.
Permanent line action:
wG = 4.0 × 3.0 + 0.50 = 12.50 kN/m
Variable line action:
wQ = 3.0 × 3.0 = 9.00 kN/m
The unfactored service total is therefore 21.50 kN/m. A factored value must be obtained from the adopted code’s governing combination; it must not be selected from a memorized factor without confirming the code, limit state, and action combination.
3. Principal Building Actions
3.1 Dead loads in steel construction
Dead-load estimation should proceed from drawings, specifications, and material schedules. A preliminary estimate may use member unit weights, but the design model should be updated when sections, slab thicknesses, façade systems, fire protection, and services are known.
Important sources of error include:
treating a metal deck as weightless;
omitting wet concrete during construction;
ignoring façade eccentricity and support reactions;
excluding fireproofing and suspended services; and
double-counting or omitting load transferred through secondary members.
3.2 Live and storage loads
Live action depends on intended use. Office floors, residential rooms, corridors, stairs, libraries, warehouses, workshops, and assembly areas do not have the same loading requirements. Storage loads may be high and may create concentrated reactions at rack legs. Movable partitions may require a separate allowance where required by code.
A floor must also be checked for concentrated actions where specified. A uniformly distributed load alone may not represent the critical local effect on a slab, deck, beam flange, or connection.
3.3 Wind actions
Wind produces pressure and suction on external surfaces and internal pressure through openings. A simplified pressure relationship is often expressed as
q = ½ ρair V²
where q is velocity pressure in N/m², ρ_air is air density in kg/m³, and V is wind speed in m/s. This is a physical dynamic-pressure relationship, not by itself a complete design pressure.
Code wind pressure normally includes exposure, height, gust or direction effects, pressure coefficients, internal pressure, topography, importance, and sometimes dynamic response. A resulting net pressure may be conceptually represented as
pnet = pexternal − pinternal
with signs defined consistently. Roof zones near corners and edges commonly experience higher suction than central zones. Cladding fasteners and secondary members may be governed by local suction even when the main frame is governed by overall lateral response.
Wind load paths may include cladding, girts or purlins, façade columns, moment connections or bracing, diaphragms, collectors, vertical bracing, foundations, and soil. The load path must resist both positive pressure and suction, including reversal of connection forces.
3.4 Snow and rain actions
Snow action depends on ground snow climate, altitude, exposure, thermal characteristics, roof slope, drifting, sliding, and adjacent higher roofs. The roof value is not automatically equal to ground snow. Unbalanced snow and drift patterns can control rafters, purlins, parapets, and local connections.
Rainwater accumulation or ponding is a stability issue as well as a gravity-load issue. Deflection can deepen a pond, increasing water depth and load. Roof drainage, overflow provisions, stiffness, and second-order effects must be considered where ponding is credible.
3.5 Seismic actions
Seismic action arises from inertial forces generated when the ground accelerates. A simplified equivalent lateral-force concept is
V = Cs W
where V is design base shear, C_s is a code-defined seismic response coefficient, and W is the effective seismic weight. The coefficient depends on hazard, soil, structural system, ductility or response modification, period, damping, and importance.
This expression is not a complete seismic design procedure. The adopted seismic code determines whether equivalent lateral force, modal response spectrum, nonlinear, or other analysis is required. Seismic design also requires attention to diaphragm behavior, collectors, drift, P–Δ effects, ductile detailing, connection rotation capacity, anchorage, nonstructural components, and foundation compatibility.
A useful distinction is that wind is primarily an externally applied pressure action, whereas seismic force is principally an inertia action related to mass and acceleration. Both can govern lateral systems, but they demand different detailing and analysis philosophies.
3.6 Crane actions
Overhead cranes impose vertical wheel loads, transverse surge, longitudinal traction, impact or dynamic allowances, and sometimes skewing forces. The runway system must transfer wheel loads through rails, runway beams, brackets, columns, bracing, and foundations. Crane actions are highly repetitive and may cause fatigue, even when their static strength effects appear moderate.
The crane supplier’s data and the relevant crane standard should be used. Critical information includes wheel spacing, maximum wheel load, trolley position, lifting capacity, duty class, acceleration, braking, rail tolerances, and fatigue cycles.
3.7 Construction actions
The structure may experience its most vulnerable condition during erection rather than in its completed state. Construction actions include:
bundles of steel or decking placed on incomplete floors;
wet concrete and construction personnel;
temporary lifting, impact, and erection equipment;
wind acting before cladding and permanent bracing are installed;
temporary supports, jacks, and shoring reactions; and
accidental instability caused by omitted or loose temporary connections.
The design team should define the assumed erection sequence and identify which stability systems are temporary. A completed building model cannot safely represent every construction stage.
4. Load Paths and Structural Systems
A load path is the physical and mechanical route by which an action is transmitted to the ground. A complete path has no unverified discontinuity and satisfies equilibrium, compatibility, strength, stiffness, stability, and connection requirements.
Vertical and lateral load paths in a steel building
Figure: Vertical and lateral load paths in a steel building
Figure: Simplified vertical and lateral load paths in a steel building.
4.1 Vertical load path
A typical gravity path is:
roof or floor surface → slab or deck → secondary beams → primary beams or girders → columns or walls → base plates and anchors → foundations → soil.
Each interface requires a design check. For example, a beam may be adequate in bending but fail at a web connection, a column may be adequate in axial compression but vulnerable to buckling, or a base plate may not distribute compression adequately to concrete.
4.2 Lateral load path
A wind or seismic path commonly consists of façade or roof cladding, purlins or girts, diaphragm action, collectors, vertical bracing or moment frames, beam-column joints, column bases, anchor rods, foundations, and soil. A diaphragm must be designed for in-plane shear, chord forces, collector forces, discontinuities, and connection transfer—not merely assumed to be rigid.
4.3 Redundancy, continuity, and robustness
Redundancy provides alternative routes when a member or connection loses capacity. It is not a replacement for adequate design. Discontinuities such as transfer girders, large openings, setbacks, soft storeys, interrupted bracing, and irregular diaphragm geometry require deliberate analysis.
Robustness addresses disproportionate collapse and abnormal events. Measures may include tying systems together, designing key elements, providing alternate load paths, compartmentation, and controlling accidental actions. The chosen strategy must follow the governing code and risk assessment.
5. Design Situations and Limit States
Structural design normally considers at least two broad categories:
Ultimate limit states (ULS): collapse, rupture, buckling, overturning, sliding, loss of equilibrium, and other failures threatening life or structural integrity.
Serviceability limit states (SLS): excessive deflection, vibration, drift, local damage, ponding, leakage, discomfort, or impaired function.
An action effect may be calculated from a structural model as a function of actions:
Ed = f(G, Q, W, S, A, …)
where E_d is a design effect, f represents structural analysis, and the symbols represent relevant permanent, variable, wind, snow, and accidental actions. The model must include appropriate stiffness, releases, support conditions, second-order effects, and construction stage assumptions.
5.1 Representative combinations
The exact factors and combinations depend on the adopted standard. Two common frameworks are illustrated below.
A representative LRFD/strength combination used in many U.S.-style code systems has the form
U = 1.2D + 1.6L + 0.5(Lr \, or \, S \, or \, R)
where U is a required strength effect, D is dead load, L is live load, L_r is roof live load, S is snow load, and R is rain load. Other combinations address wind, earthquake, or combinations of several transient actions. The actual adopted edition must be consulted.
A representative Eurocode-style persistent or transient combination is expressed conceptually as
Ed = ∑ γG Gk + γQ Qk,1 + ∑ γQ ψ0,i Qk,i
where G_k is a characteristic permanent action, Q_{k,1} is the leading variable action, Q_{k,i} are accompanying variable actions, γ are partial factors, and ψ₀ are combination factors. Nationally determined parameters and the applicable National Annex are essential.
For SLS, characteristic, frequent, or quasi-permanent combinations may be used. A simple characteristic combination can be written as
Eser = Gk + Qk,1 + ∑ ψ0,i Qk,i
The notation indicates a method, not permission to mix values from different codes. Never combine a wind coefficient from one standard with action factors from another without a documented basis.
Worked Example 2: Illustrative ultimate combination
Using the values from Worked Example 1, take G = 12.50 kN/m and Q = 9.00 kN/m. For illustration only, apply the combination U = 1.2G + 1.6Q:
The result is 29.40 kN/m. This is not a code-approved design value until the governing jurisdiction, load category, combination set, reductions, and load factors have been verified.
6. Design Codes and Professional Use
Codes provide minimum requirements for safety, reliability, serviceability, materials, analysis, detailing, inspection, and construction. Standards are usually organized into related documents rather than one universal book.
Design need
Typical reference family
Main function
General actions and combinations
ASCE 7; EN 1990 and EN 1991; national loading code
Defines actions, combinations, and design situations
Steel member and connection design
AISC 360; EN 1993; national steel standard
Strength, stability, connections, and detailing
Seismic design
ASCE 7; EN 1998; national seismic code
Hazard, analysis, ductility, and seismic detailing
Building regulation
IBC or national building code
Legal minimums, occupancy, fire, and coordination
Welding and fabrication
AWS standards; EN 1090; national execution standards
Crane actions, fatigue, runway and equipment requirements
A competent designer establishes a design basis before calculation. It should record:
project location and governing authority;
adopted code editions and National Annexes where relevant;
occupancy, risk category, and design life;
material grades and execution class;
site wind, snow, seismic, flood, and geotechnical parameters;
action sources and assumed load areas;
analysis method, stability assumptions, and software version;
load combinations and accidental scenarios; and
inspection, testing, and construction assumptions.
Code compliance is necessary but not sufficient. The engineer must also resolve interfaces among architect, geotechnical engineer, façade designer, mechanical services, fabricator, erector, fire engineer, and crane supplier.
7. Illustrative Case: A Small Steel Warehouse with an Overhead Crane
Background
Consider a single-storey steel warehouse containing an overhead travelling crane. The building has steel portal frames, roof purlins, wall girts, metal cladding, a concrete ground slab, and runway beams supported by selected columns. The site is exposed to strong wind and moderate snow.
Problem
A preliminary scheme checked only roof gravity loads and basic frame wind pressure. It did not include crane braking, snow drift at a parapet, construction-stage bracing, or the effect of the crane runway on column torsion.
Analysis
The design team first prepared an action register. Permanent actions included steel, cladding, insulation, roof sheeting, services, and fire protection. Variable actions included roof maintenance load, snow, crane lifted load, crane wheel loads, and operational impact. Environmental actions included wind and temperature. Construction actions included temporary erection wind and bundled purlins. Accidental actions included a dropped load scenario and possible vehicle impact near a corner column.
The load paths were then mapped. Roof gravity actions passed from sheeting to purlins, rafters, columns, bases, foundations, and soil. Wind actions passed through cladding and girts into portal frames and roof bracing. Crane wheel actions passed through rails and runway beams into brackets and columns. Longitudinal crane braking was transmitted through runway bracing and the building’s foundations. This revealed that the runway beams were not merely gravity members; they were also part of a longitudinal force-transfer system.
created separate load cases for maximum lifted load, trolley position, transverse surge, longitudinal traction, and unloaded crane mass;
checked portal-frame interaction with runway brackets and column torsion;
designed roof and wall bracing for both wind directions and temporary erection stages;
included balanced and unbalanced snow drift patterns;
checked diaphragm and collector connections rather than assuming perfect force distribution;
coordinated base plates, anchor rods, foundations, and geotechnical bearing assumptions; and
documented inspection requirements for crane rails, runway welds, fatigue-sensitive details, and erection tolerances.
Outcome
The revised design increased local runway-column connection capacity, added longitudinal bracing, modified the base connection, and introduced an erection hold point requiring temporary bracing before cladding installation. The final system was slightly heavier but had a traceable load path and a more reliable construction sequence.
Learning points
A load may have several components and several transfer mechanisms.
Operational actions can govern fatigue even when static strength is satisfactory.
Temporary conditions require explicit design.
Load-path drawings are valuable coordination documents, not merely presentation graphics.
The crane supplier’s information is a design input, not an optional refinement.
8. Common Errors, Limitations, and Best Practice
Common errors
selecting loads from an unsuitable occupancy category;
treating characteristic values as factored design values;
mixing standards without checking compatibility;
omitting self-weight of finishes, connections, or fire protection;
applying wind only to the main frame and not to cladding connections;
ignoring reverse wind, uplift, drift, or torsion;
assuming a diaphragm is rigid without checking its construction;
designing the completed structure but not the erection stages; and
failing to communicate changes in assumptions to the project team.
Limitations of simplified models
A two-dimensional frame model may not capture diaphragm flexibility, out-of-plane bracing, torsional response, façade interaction, local connection deformation, or construction instability. A rigid diaphragm assumption can redistribute forces unrealistically when collectors or deck connections are weak. Linear elastic analysis may also be inadequate where yielding, buckling, contact, uplift, or large displacement is expected.
Simplification is appropriate only when its consequences are understood. Model complexity should follow structural behavior and risk, not software capability.
Technology and AI in load assessment
Digital twins, BIM models, automated quantity take-off, sensor monitoring, and machine-learning tools can assist action assessment and quality control. They can identify quantities, compare revisions, and flag unusual sensor patterns. However, automated outputs require engineering verification. AI may misclassify occupancy, omit hidden construction stages, or use non-applicable code provisions. The responsible engineer must preserve traceability, data provenance, version control, human review, and professional accountability.
Best-practice workflow
Define the building use, geometry, site, materials, and design life.
Identify all credible actions, including temporary and accidental actions.
Record characteristic values and their sources.
Draw vertical and lateral load paths.
Establish structural systems and realistic boundary conditions.
Select the governing code and compatible material and execution standards.
Form ULS, SLS, seismic, fatigue, construction, and accidental combinations as applicable.
Analyze members, connections, foundations, and interfaces.
Check robustness, reversals, discontinuities, and construction stages.
Communicate assumptions, limitations, inspection requirements, and changes.
Chapter Summary
Structural actions include permanent, variable, environmental, accidental, and deformation-imposed influences. Dead load must include all permanently supported components, while live load depends on occupancy and use. Wind is a pressure and suction action; snow requires attention to drift and unbalanced patterns; seismic action is primarily inertial and depends on mass, hazard, structural system, and ductility. Crane and construction actions may control specialized or temporary conditions.
A safe steel structure has a continuous vertical and lateral load path from the point of action to the ground. Tributary area provides a practical way to convert area actions into member loads, but actual load distribution depends on stiffness, geometry, connections, diaphragms, and construction. ULS combinations address strength and stability; SLS combinations address deflection, vibration, drift, and function. Load factors and combination factors must come from the adopted code.
Design codes establish minimum legal and technical requirements, but professional design also requires a documented design basis, coordinated interfaces, realistic modeling, construction-stage planning, robustness, and engineering judgment. The central professional question is not simply “What is the load?” but “Where does it act, how does it travel, and what happens when the assumed path is interrupted?”
Key Terms
Action: An influence capable of producing structural response.
Accidental action: A rare action such as impact, explosion, or abnormal local damage.
Characteristic value: A representative action value defined by a code before safety factors are applied.
Collector: A structural component that gathers and transfers diaphragm forces to a vertical lateral system.
Dead load: Load from permanent components and fixed equipment.
Design basis: A documented record of codes, assumptions, actions, materials, analysis, and criteria.
Diaphragm: A roof or floor system that transfers in-plane lateral forces.
Factor: A multiplier used by a design standard to account for uncertainty or reliability.
Imposed load: A variable load caused by occupancy, movable contents, or use.
Load path: The physical and mechanical route by which action effects reach the ground.
Limit state: A condition beyond which strength, stability, serviceability, or function is unacceptable.
Permanent action: An action that remains substantially constant during the reference period.
Ponding: Accumulation of water whose added weight and deflection may intensify one another.
Robustness: Ability to resist disproportionate consequences from local damage or abnormal events.
Seismic base shear: Code-defined total horizontal design force at the base of a structure.
Tributary area: Area assumed to contribute load to a particular member or support.
Ultimate limit state: Condition involving collapse, instability, rupture, or loss of equilibrium.
Variable action: An action whose magnitude or position changes with time or use.
Velocity pressure: Dynamic pressure associated with moving air, before code-specific coefficients are applied.
Review Questions
Short Answer Questions
Distinguish a structural action from a structural response.
What is a tributary width, and how is it used to obtain a beam line load?
Why are construction-stage actions important in steel design?
State the difference between an ultimate and a serviceability limit state.
Why must the legally adopted national code govern over an informal international reference?
Long Answer Questions
Explain the vertical and lateral load paths in a typical multi-storey steel building.
Discuss the principal factors that influence design wind pressure on a building.
Compare wind and seismic actions in terms of physical origin, analysis, and detailing.
Explain how crane actions affect runway beams, columns, bracing, foundations, and fatigue design.
Describe a professional workflow for developing and documenting a structural design basis.
Analytical / Application Questions
A beam supports a 2.5 m tributary width. The floor permanent action is 5.0 kN/m², the imposed action is 2.5 kN/m², and beam self-weight is 0.40 kN/m. Calculate the unfactored permanent and imposed line actions and explain what additional information is needed for a factored design combination.
Draw and explain a complete load path for wind suction on a roof corner, including cladding, secondary steel, diaphragm or bracing, foundations, and soil.
A warehouse has an overhead crane and is erected before permanent wall cladding is installed. Identify at least six relevant action cases and explain how the temporary condition may differ from the completed-building design.
Multiple Choice Questions with Answers
Question 1
Which item is normally classified as a permanent action?
A. Movable office furniture
B. Self-weight of a steel column
C. Temporary construction workers
D. Crane braking force
Correct Answer: B. Self-weight of a steel column
Question 2
A floor action of 4 kN/m² acts over a beam tributary width of 3 m. What equivalent line action results?
A. 1.33 kN/m
B. 7 kN/m
C. 12 kN/m
D. 16 kN/m
Correct Answer: C. 12 kN/m
Question 3
Which sequence best represents a typical vertical gravity load path?
A. Soil → foundation → roof → beam
B. Roof or floor → secondary members → primary members → columns → foundation → soil
C. Columns → cladding → slab → soil
D. Foundation → diaphragm → roof → soil
Correct Answer: B. Roof or floor → secondary members → primary members → columns → foundation → soil
Question 4
The expression q = ½ ρair V² represents which physical quantity?
A. Snow drift pressure
B. Velocity pressure associated with moving air
C. Seismic base shear
D. Thermal strain
Correct Answer: B. Velocity pressure associated with moving air
Question 5
Which action is primarily an inertia effect caused by ground acceleration?
A. Seismic action
B. Dead load
C. Cladding self-weight
D. Rainwater ponding
Correct Answer: A. Seismic action
Question 6
What is the principal purpose of an ultimate limit-state combination?
A. To check paint durability
B. To assess strength, stability, and loss of equilibrium
C. To determine architectural color
D. To calculate only unfactored service deflection
Correct Answer: B. To assess strength, stability, and loss of equilibrium
Question 7
Which statement about design codes is correct?
A. All international codes may be mixed freely.
B. The oldest available code is always preferred.
C. The legally adopted national code and project requirements govern.
D. Codes are unnecessary if a computer model is used.
Correct Answer: C. The legally adopted national code and project requirements govern.
Question 8
Why can a crane action be important for fatigue design?
A. Crane loads are always accidental.
B. Crane actions may repeat many times during the structure’s life.
C. Crane loads never affect connections.
D. Fatigue depends only on dead load.
Correct Answer: B. Crane actions may repeat many times during the structure’s life.
Question 9
What is a collector in a lateral-force-resisting system?
A. A device that measures rainfall
B. A member that gathers and transfers diaphragm forces
C. A foundation drainage pipe
D. A temporary lifting sling
Correct Answer: B. A member that gathers and transfers diaphragm forces
Question 10
Which is a credible construction-stage action or condition?
A. Temporary wind before permanent bracing is complete
B. Only the final occupied live load
C. A code factor without a physical action
D. A finished façade after demolition
Correct Answer: A. Temporary wind before permanent bracing is complete