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Challenge ~10 min · ~14 min remaining

Challenge: two states, one linear law

Double the load, predict the effect on RFY, and demonstrate proportionality.

Challenge — Two states, one linear law

Modify the case to solve two load steps:

  • Load step 1: FY=-500 N, TIME=1.
  • Load step 2: FY=-1000 N, TIME=2.

You must keep both sets and demonstrate:

RFY₂ / RFY₁ = 2
RMZ₂ / RMZ₁ = 2

Each state must close force and moment with an error less than 0.5 %. The challenge is completed using a script, without selecting entities from the interface.

Predict before executing

If the reasons are not two, which hypothesis would you review first: linearity, substitution of the load, active set or support selection? Sort those checks before looking at the `.out`.

Conceptual explorer · not a solver

Explore force and moment equilibrium

Use this to make a prediction. Your MAPDL run and exported evidence remain the source of truth.

Transfer case

Transfer case: eccentrically loaded frame

Move the equilibrium audit to a frame where moment must close as well as force.

Deliberate-practice target

Transfer equilibrium checking to an eccentric frame and close forces and moments in a declared coordinate system.

Execution cycle

  1. 1 Declare sign convention.
  2. 2 Predict reaction and moment.
  3. 3 Extract reaction sums.
  4. 4 Compare forces and moments separately.
Evidence to retain
2 · Rate your evidence

Free body and signs

The coordinate system, sign convention, and moment arms are declared before calculation.

Force closure

Applied resultant and reactions are compared with an explicit denominator and tolerance.

Moment closure

The eccentric-load moment and reaction moments close in the same coordinate system.

Engineering verdict

The report distinguishes solver completion, verified equilibrium, and model limitations.

Your reflection stays in this browser.

Graduated hints

1 · Concept hint

Force and moment must close in a declared coordinate system.

2 · Command hint

Extract reactions and use a consistent geometric arm.

3 · Explained solution

Document denominators, signs, and tolerances separately.