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Your turn ~7 min · ~29 min remaining

Check files and the physical result

Look for independent evidence: files, solution completion, deformed shape, and expected displacement.

What files should you find

Public recordsWhat’s onWhy It Matters
m00_session.outText log from /OUTPUT,m00_session,out until the later /OUTPUT command.Diagnostics and a reproducible trace of the script.
m00_cantilever.outOutput associated with the job name (/FILNAME).MAPDL reserves it with that name; in M00 the useful record of the script is in m00_session.out.
m00_cantilever.rstStructural ResultsAllows post-processing.
m00_cantilever.log Session logCommands sent during the session.Helps rebuild actions.
m00_cantilever.dbModel database on disk.The M00 template does not run SAVE; do not expect this file unless you save it yourself.

If you run the template multiple times (for example, in the linearity challenge), the file m00_session.out is overwritten at each run. Files may also appear with numbered job names such as m00_cantilever1.out when /FILNAME,...,1 opens a new record. For script diagnosis, use m00_session.out of the execution you just completed.

How to read the .out file

The template includes /OUTPUT,m00_session,out immediately after /FILNAME. From there, what MAPDL writes in the Output Window also remains in m00_session.out until the final /OUTPUT, which returns output to the live window. Open it as text and search, in this order:

  1. ERROR or FATAL: may invalidate or stop the execution.
  2. WARNING: Requires interpretation; not all warnings are of equal severity.
  3. The solution section: confirms that it was reached SOLVE.
  4. The end of the file: check that the script reached POST1.

Do not change solver options at random at the first message. Identify the stage first, the entity and instruction related to the symptom.

Independent physical check

For a rectangular beam:

I = B·H³/12
|uy_tip| = P·L³/(3·E·I)

With the model values:

I = 4.1667E-6 m⁴
|uy_tip| ≈ 3.81E-4 m = 0.381 mm

The 3D solid model does not have to match Euler–Bernoulli exactly. In this first session we look for the order of magnitude. M04 and M07 will turn this comparison into a formal study.

Quick check

SOLVE finishes without errors. What can you conclude?