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Structural Engineering Exam (SE) Lateral Forces (Wind/Earthquake) — Breadth Flashcards

62 question-and-answer cards covering Lateral Forces (Wind/Earthquake) — Breadth as it is examined in Structural Engineering Exam (SE). 24 of them are printed below, taken from across the deck — no signup, no paywall on the preview.

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24 sample cards from the Lateral Forces (Wind/Earthquake) — Breadth deck

Sampled from the end of the deck, so these are different cards from the ones shown on the syllabus page.

  1. What is a dual system in seismic design?

    A system combining moment frames with shear walls or braced frames, where the moment frames are designed to independently resist at least $25\%$ of the base shear, providing a backup load path. It earns higher $R$ values.

  2. List the five horizontal (plan) structural irregularities in ASCE 7.

    1a/1b Torsional and extreme torsional irregularity, 2 Reentrant corner, 3 Diaphragm discontinuity, 4 Out-of-plane offset, 5 Nonparallel systems.

  3. List the five vertical structural irregularities in ASCE 7.

    1a/1b Stiffness/soft story (and extreme soft story), 2 Weight (mass) irregularity, 3 Vertical geometric irregularity, 4 In-plane discontinuity in lateral element, 5a/5b Discontinuity in lateral strength (weak story / extreme weak story).

  4. How is a torsional irregularity (Type 1a) quantified?

    It exists when the maximum story drift at one end exceeds $1.2$ times the average of the two ends: $\delta_{max} > 1.2\,\delta_{avg}$. Extreme torsional (1b) when $\delta_{max} > 1.4\,\delta_{avg}$. Applies only with rigid/semirigid diaphragms.

  5. How is a soft story (vertical stiffness irregularity) defined?

    A story whose lateral stiffness is less than $70\%$ of the story above, or less than $80\%$ of the average of the three stories above. Extreme soft story uses $60\%$ and $70\%$ thresholds.

  6. What is a weak story (vertical strength irregularity Type 5)?

    A story whose lateral strength is less than $80\%$ of the story above (extreme: $<65\%$). Extreme weak stories are prohibited in higher SDCs without special exceptions because they concentrate inelastic demand.

  7. Distinguish flexible, rigid, and semirigid diaphragms and how each distributes lateral force.

    Flexible diaphragm: distributes force to vertical elements by tributary area (independent of stiffness). Rigid diaphragm: distributes by relative stiffness of vertical elements and transmits torsion. Semirigid: deformation between the two, requires stiffness-based modeling.

  8. What is the role of diaphragm chords, and what force do they carry?

    Chords are the diaphragm's 'flanges' at the edges; they resist the in-plane flexural tension and compression from diaphragm bending. The chord force is $$T = C = \frac{M}{d} = \frac{w L^{2}}{8 d}$$ for a simply supported diaphragm of depth $d$.

  9. What is a collector (drag strut) and why is it critical?

    A collector gathers (drags) diaphragm shear into the vertical LFRS elements (shear walls/frames) where the wall is shorter than the diaphragm. It is force-controlled and typically designed with overstrength $\Omega_0$ to avoid premature failure of the load path.

  10. What does 'continuous load path' mean for lateral resistance and what is anchorage's role?

    Lateral forces must travel continuously from the point of application (cladding/diaphragm) through connections to the LFRS and into the foundation/ground without a break. Anchorage (e.g., wall-to-diaphragm ties, hold-downs, anchor bolts) provides the connections that complete this path and resist uplift/sliding.

  11. What is the concern with wall anchorage in flexible-diaphragm buildings (e.g., tilt-up)?

    Out-of-plane inertial forces can pull heavy concrete/masonry walls away from flexible roof diaphragms. ASCE 7 requires explicit wall anchorage forces (with continuous cross-ties and avoidance of toe-nail/embedded-strap eccentric connections) to prevent wall separation and collapse.

  12. What is the design seismic force for nonstructural components, $F_p$?

    $$F_p = \frac{0.4\, a_p\, S_{DS}\, W_p}{R_p / I_p}\left(1 + 2\frac{z}{h}\right)$$ bounded by $0.3 S_{DS} I_p W_p \leq F_p \leq 1.6 S_{DS} I_p W_p$, where $z/h$ = relative height of attachment.

  13. In the component force $F_p$, what do $a_p$, $R_p$, and $I_p$ represent?

    $a_p$ = component amplification factor (1 to 2.5; flexible/resonant components get higher values). $R_p$ = component response modification (ductility of attachment). $I_p$ = component importance factor (1.0 or 1.5 for life-safety/essential components).

  14. Why does nonstructural force increase with height $z/h$?

    The factor $\left(1 + 2\,z/h\right)$ reflects floor acceleration amplification up the building: components at the roof ($z/h=1$) experience up to $3\times$ the ground-level component force because the structure amplifies input motion at upper floors.

  15. What is the P-delta (P-$\Delta$) effect under lateral loads?

    Gravity loads acting through the lateral displacement of a structure create additional overturning moments and story shears, amplifying drift. It is a second-order geometric stability effect that can lead to collapse if the structure is too flexible.

  16. How is the stability coefficient $\theta$ defined and what is its limit?

    $$\theta = \frac{P_x \Delta\, I_e}{V_x h_{sx} C_d}$$ P-delta may be neglected if $\theta \leq 0.10$. It must not exceed $\theta_{max} = \dfrac{0.5}{\beta C_d} \leq 0.25$, where $\beta$ is the shear demand-to-capacity ratio.

  17. What is the allowable story drift $\Delta_a$ basis and how is design story drift computed?

    Design drift $\delta_x = \dfrac{C_d \delta_{xe}}{I_e}$ must be $\leq \Delta_a$, where $\Delta_a$ depends on Risk Category and system (commonly $0.020 h_{sx}$ for typical buildings, tighter for essential facilities).

  18. How does soil-structure interaction (SSI) generally affect seismic response?

    SSI lengthens the effective fundamental period (foundation flexibility) and adds foundation/radiation damping, which usually reduces base shear. ASCE 7 permits SSI provisions but caps the base-shear reduction to avoid unconservative results.

  19. What lateral foundation behaviors must be checked for a shallow foundation under seismic/wind?

    Overturning (bearing/uplift at footing edges), sliding (base friction and passive resistance), and bearing capacity under combined vertical + lateral demand. Factors of safety against sliding and overturning are typically required, with foundation reaction redistribution.

  20. What is liquefaction and why does it matter for lateral design?

    Saturated, loose granular soils lose shear strength under cyclic shaking as pore pressure rises, behaving like a fluid. It causes loss of bearing/lateral support, settlement, and lateral spreading, and triggers Site Class F (site-specific analysis) considerations.

  21. How is base shear distributed between piles/footings resisting lateral load?

    Lateral resistance comes from passive soil pressure on pile caps/grade beams and pile bending/shear (often modeled with p-y soil springs). Force distributes to piles by relative stiffness; batter piles add axial-component lateral resistance.

  22. Compare wind and seismic loading in terms of how the loads are generated.

    Wind is an externally applied pressure proportional to exposed area and (velocity)$^2$, largest on tall/large-surface structures. Seismic is an inertial force proportional to mass and ground acceleration ($F = ma$), largest for heavy structures; ductility reduces seismic but not wind demand.

  23. What is the design flood load consideration for lateral (hydrostatic and hydrodynamic) effects?

    Hydrostatic lateral pressure increases linearly with depth, $p = \gamma_w h$; hydrodynamic (flowing water) drag force is $$F_{dyn} = \tfrac{1}{2} C_d \rho V^{2} A.$$ Breaking waves and debris/impact loads must also be considered in flood hazard zones.

  24. What governs tsunami lateral loads in ASCE 7 Chapter 6, and which structures must be designed for them?

    Tsunami loads apply to Risk Category III–IV (and some II) structures in Tsunami Design Zones. They include hydrostatic, hydrodynamic drag, debris impact, and buoyancy/uplift, based on inundation depth and flow velocity from probabilistic runup maps; loads are checked at multiple inundation 'load cases.'

What this deck covers

The Lateral Forces (Wind/Earthquake) — Breadth deck follows the Structural Engineering Exam (SE) Lateral Forces (Wind/Earthquake) — Breadth syllabus — 4 chapters and 17 topics — so questions land on material that is genuinely examinable rather than trivia around it. That works out to roughly 15.5 cards per chapter.

Answers are written to be recallable, not just readable — averaging about 244 characters, which is long enough to carry the reasoning and short enough to say out loud.

A deck like this earns its keep on the second and third pass. Read the syllabus first so you know the shape of the subject, then use the cards to find the specific facts that have not stuck.

Lateral Forces (Wind/Earthquake) — Breadth flashcards FAQ

How many Lateral Forces (Wind/Earthquake) — Breadth flashcards are in this Structural Engineering Exam (SE) deck?

62 cards. This page previews 24 of them, sampled evenly across the deck so you can judge the difficulty before installing anything.

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What do the Lateral Forces (Wind/Earthquake) — Breadth cards cover?

They follow the Structural Engineering Exam (SE) Lateral Forces (Wind/Earthquake) — Breadth syllabus — 4 chapters and 17 topics — so the questions track what is actually examinable.

How should I use these flashcards?

Read the syllabus first so you know the shape of the subject, then drill the deck. Examius schedules each card with spaced repetition, so cards you keep missing come back sooner and ones you know drift further apart.