Model a simply-supported RC beam, apply dead and live loads, run a linear static analysis, and extract moment, shear, and deflection diagrams.
Every multi-story frame is just a collection of beams and columns. Understanding beam analysis in isolation — with verified results against hand calculation — gives you the confidence to trust the software on complex models.
A beam in equilibrium: external loads are balanced by support reactions; internal forces (moment, shear) are what the cross-section must resist.
Build a 6 m simply-supported beam (300×500 mm, f'c = 25 MPa) with UDL dead = 10 kN/m, live = 8 kN/m.
New model → set 1 bay (6 m) in X, 1 story (0 to 0 — just a flat grid). No Y bays needed for a 2D beam.
Define → Section Properties → Frame Sections → Add New → Concrete Rectangular. Set b=300 mm, h=500 mm.
Select left node → Assign → Joint → Restraints → Pin (fix UX, UY, UZ). Right node → Roller (fix UY only).
Define → Load Patterns → add DEAD, LIVE. Select beam → Assign → Frame Loads → Distributed. Enter 10 kN/m for DEAD, 8 kN/m for LIVE.
Define → Load Combinations → Add: 1.2×DEAD + 1.6×LIVE. Analyze → Run Analysis. View → Show Forces/Stresses → Frames.
Midspan moment should be ≈ wL²/8. Check against hand calc: M = (12+12.8)×6²/8. If they match, your model is correct.
Answer these without looking at ETABS.