Functions
dict	board ()

	cell (rec)

	ladder (B, md, tbl, prefix, bins, dom, refid)

	main (argv=None)

Variables
	HERE = Path(__file__).resolve().parent

	DT = HERE.parent

	MOD = DT.parent

	REPO = MOD.parent

str	SYNC = HERE / ".sync" / "claims"

str	SCORE_DOSE = "20"

list	OBS

Detailed Description

make_M_report.py — campaign M: binning convergence against the exact arm.

    python make_M_report.py            # markdown to stdout
    python make_M_report.py --out FILE

Campaign M asks one question that Table 4 could not answer cleanly: at a FIXED
domain and a FIXED discrete core (i_discrete = v_discrete = 50), how do the six
observables converge as the bin count rises?  Table 4 varied the discrete core
and the bin count together, so its rungs moved along two axes at once.  Here
only the binning moves, and the reference is a fully discrete solve of the same
domain -- so a deviation is closure error and nothing else.

The reference is M1_D10000: I = V = 10000 discrete, one core, no wall-clock
cap.  Until it finishes, the rungs are still reported -- their mutual spread IS
self-convergence evidence -- but the deviation columns are withheld rather than
computed against the finest rung.  Quoting convergence against the finest
AVAILABLE approximation is how a ladder appears to converge to the wrong
answer; plan S3.4.1 exists for the same reason.

Function Documentation

◆ board()

dict make_M_report.board ( )

Definition at line 52 of file make_M_report.py.

◆ cell()

make_M_report.cell ( rec )

The scored block at the comparison dose, or None if it may not be used.

Definition at line 63 of file make_M_report.py.

◆ ladder()

make_M_report.ladder	(	B,
		md,
		tbl,
		prefix,
		bins,
		dom,
		refid
	)

One binning ladder, with deviations only if its exact arm completed.

Definition at line 73 of file make_M_report.py.

◆ main()

make_M_report.main ( argv = None )

Definition at line 130 of file make_M_report.py.

Variable Documentation

◆ DT

make_M_report.DT = HERE.parent

Definition at line 31 of file make_M_report.py.

◆ HERE

make_M_report.HERE = Path(__file__).resolve().parent

Definition at line 30 of file make_M_report.py.

◆ MOD

make_M_report.MOD = DT.parent

Definition at line 32 of file make_M_report.py.

◆ OBS

list make_M_report.OBS

Initial value:

=  [("N_loops_111", "N_111 (m^-3)", "{:.3e}"),
       ("d_111_nm",    "d_111 (nm)",   "{:.3f}"),
       ("N_loops_100", "N_100 (m^-3)", "{:.3e}"),
       ("d_100_nm",    "d_100 (nm)",   "{:.3f}"),
       ("N_voids",     "N_cav (m^-3)", "{:.3e}"),
       ("d_cavity_nm", "d_cav (nm)",   "{:.3f}")]

Definition at line 44 of file make_M_report.py.

◆ REPO

make_M_report.REPO = MOD.parent

Definition at line 33 of file make_M_report.py.

◆ SCORE_DOSE

str make_M_report.SCORE_DOSE = "20"

Definition at line 41 of file make_M_report.py.

◆ SYNC

str make_M_report.SYNC = HERE / ".sync" / "claims"

Definition at line 40 of file make_M_report.py.

Functions

Variables