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Metadiffusers: deep-subwavelength Schroeder diffusers - #397

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Jul 28, 2026
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Metadiffusers: deep-subwavelength Schroeder diffusers#397
jmrplens merged 4 commits into
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@jmrplens jmrplens commented Jul 28, 2026

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The clip compares a flat rigid control slab, the 27 cm QRD and the 2 cm
metadiffuser under the same tapered 2 kHz wavefront, all in a free-field
box (sponges on the four sides; the lateral cosine taper keeps the
incident front off the side sponges, so it stays plane and the free-field
reference subtracts exactly). A unit-cell convergence check against the
transfer-matrix phase fixed the mesh at 0.25 mm, where the reflection
phase is converged to under 2 degrees; the fields run on the .env GPU
host through the fdtd_gpu runner when it answers, with a three-worker
CPU pool as the fallback.

A new materials module models the slotted panels of Jimenez, Cox,
Romero-Garcia and Groby (Sci. Rep. 7:5389, 2017): thin slits loaded by
Helmholtz resonators whose slow sound pulls the quarter-wavelength
condition of each well into the deep-subwavelength regime, so a
centimetres-thick panel reproduces the reflection-phase profile of a
Schroeder diffuser tens of centimetres deep, and critically coupled
slits provide the perfectly absorbing state of ternary sequences.

The per-well chain reuses the slow-sound absorber transfer matrix,
extended with the paper's two-dimensional resonator model: slit-geometry
visco-thermal effective parameters for necks and cavities and the 2-D
end-correction fits (0.41 w_n polynomials), selected by a new
resonator_geometry switch that keeps the square-duct model as default
elsewhere. metadiffuser_reflection returns the per-well complex R_n(f),
and metadiffuser_polar_response / metadiffuser_diffusion_spectrum reduce
it through the bare Fraunhofer far field of the paper (no obliquity
factor) to the ISO 17497-2 directional and normalized coefficients.

The tests pin the implementation to the published designs: the first
slit of the quadratic-residue panel reaches critical coupling at the
printed 2270 Hz within 1.6 %, its reflection matches the target QRD at
the 2 kHz evaluation to under 4 degrees per well, the ternary perfect
absorber peaks at alpha = 0.999 at 502 Hz, the primitive-root panel
shows its sharp slit resonance at 1505 Hz and a -19 dB specular notch,
and the diffusion coefficients of the supplementary land inside soft
bounds. Necks wider than their slit fall outside the fitted domain of
the Dubos correction and now raise a warning (the broadband Table 4
design does this by construction, so only its mid-band diffusion is
pinned).

The surface-scattering guide gains a metadiffuser section with the
published five-slit panel as a runnable example, a to-scale panel
drawing (MetadiffuserResult.plot_geometry) and a polar overlay showing
the 2 cm panel scattering like the 27.4 cm QRD it mimics.

Review in cubic

Summary by CodeRabbit

  • New Features

    • Added metadiffuser modeling for slit panels loaded with Helmholtz resonators, including reflection, polar response, and ISO-style diffusion-spectrum outputs.
    • Added metadiffuser plotting, panel cross-section geometry rendering, and per-well absorption visualization.
    • Added a slit-based resonator geometry mode and metadiffuser-vs-classical comparison assets (including FDTD animations).
    • Added optional GPU-accelerated animation encoding for faster asset generation.
  • Documentation

    • Added dedicated metadiffuser API reference pages and expanded English/Spanish surface-scattering guides with new examples and figures.
  • Tests

    • Added end-to-end tests for metadiffuser results, plotting, geometry validation, and resonator-geometry mode handling.

jmrplens added 2 commits July 28, 2026 04:45
A new materials module models the slotted panels of Jimenez, Cox,
Romero-Garcia and Groby (Sci. Rep. 7:5389, 2017): thin slits loaded by
Helmholtz resonators whose slow sound pulls the quarter-wavelength
condition of each well into the deep-subwavelength regime, so a
centimetres-thick panel reproduces the reflection-phase profile of a
Schroeder diffuser tens of centimetres deep, and critically coupled
slits provide the perfectly absorbing state of ternary sequences.

The per-well chain reuses the slow-sound absorber transfer matrix,
extended with the paper's two-dimensional resonator model: slit-geometry
visco-thermal effective parameters for necks and cavities and the 2-D
end-correction fits (0.41 w_n polynomials), selected by a new
resonator_geometry switch that keeps the square-duct model as default
elsewhere. metadiffuser_reflection returns the per-well complex R_n(f),
and metadiffuser_polar_response / metadiffuser_diffusion_spectrum reduce
it through the bare Fraunhofer far field of the paper (no obliquity
factor) to the ISO 17497-2 directional and normalized coefficients.

The tests pin the implementation to the published designs: the first
slit of the quadratic-residue panel reaches critical coupling at the
printed 2270 Hz within 1.6 %, its reflection matches the target QRD at
the 2 kHz evaluation to under 4 degrees per well, the ternary perfect
absorber peaks at alpha = 0.999 at 502 Hz, the primitive-root panel
shows its sharp slit resonance at 1505 Hz and a -19 dB specular notch,
and the diffusion coefficients of the supplementary land inside soft
bounds. Necks wider than their slit fall outside the fitted domain of
the Dubos correction and now raise a warning (the broadband Table 4
design does this by construction, so only its mid-band diffusion is
pinned).

The surface-scattering guide gains a metadiffuser section with the
published five-slit panel as a runnable example, a to-scale panel
drawing (MetadiffuserResult.plot_geometry) and a polar overlay showing
the 2 cm panel scattering like the 27.4 cm QRD it mimics.
… fields

The clip compares a flat rigid control slab, the 27 cm QRD and the 2 cm
metadiffuser under the same tapered 2 kHz wavefront, all in a free-field
box (sponges on the four sides; the lateral cosine taper keeps the
incident front off the side sponges, so it stays plane and the free-field
reference subtracts exactly). A unit-cell convergence check against the
transfer-matrix phase fixed the mesh at 0.25 mm, where the reflection
phase is converged to under 2 degrees; the fields run on the .env GPU
host through the fdtd_gpu runner when it answers, with a three-worker
CPU pool as the fallback.

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@github-actions github-actions Bot added documentation Improvements or additions to documentation api Public API surface, naming and deprecations figures Generated plots, diagrams and animations site Documentation website i18n English and Spanish translations area: materials Absorption, impedance and material properties labels Jul 28, 2026
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📥 Commits

Reviewing files that changed from the base of the PR and between 2bdde65 and a916341.

📒 Files selected for processing (2)
  • site/src/content/docs/reference/api/materials/metadiffuser.md
  • tests/materials/test_metadiffuser.py
📝 Walkthrough

Walkthrough

This PR adds resonator-loaded slit-panel metadiffuser modeling, selectable resonator geometries, reflection/polar/diffusion APIs, plotting, generated figures and animations, public exports, tests, and English/Spanish documentation.

Changes

Metadiffuser feature

Layer / File(s) Summary
Slit resonator geometry support
src/phonometry/materials/slow_sound_absorber.py, site/src/content/docs/reference/api/materials/slow-sound-absorber.md
Adds selectable square and slit Helmholtz-resonator models and forwards geometry through panel transfer-matrix calculations.
Metadiffuser model and public API
src/phonometry/materials/metadiffuser.py, src/phonometry/__init__.py, src/phonometry/materials/__init__.py, tests/materials/test_metadiffuser.py
Implements well/result dataclasses, reflection, polar response, diffusion spectra, validation, exports, and physical behavior tests.
Metadiffuser plotting support
src/phonometry/_plot/geometry.py, src/phonometry/_plot/materials.py
Adds to-scale panel geometry and face/per-well absorption plots with localized labels.
Generated figures and FDTD animation
scripts/generate_graphs.py
Adds polar and geometry figure generators plus flat/QRD/metadiffuser near-field animation output.
Optional GPU animation encoding
scripts/generate_graphs.py
Adds remote AV1 NVENC encoding with CPU VP9 fallback.
API and guide documentation
docs/*, site/src/content/docs/*, scripts/api_taxonomy.py, sonar-project.properties
Documents the APIs and examples, registers the module, updates geometry references, and adds the metadiffuser-specific analysis suppression.

Estimated code review effort: 4 (Complex) | ~60 minutes

Sequence Diagram(s)

sequenceDiagram
  participant Caller
  participant MetadiffuserAPI
  participant SlitAbsorber
  participant PolarModel
  participant DiffusionModel
  Caller->>MetadiffuserAPI: submit wells and frequencies
  MetadiffuserAPI->>SlitAbsorber: compute per-well reflection
  Caller->>MetadiffuserAPI: request polar response
  MetadiffuserAPI->>PolarModel: pass reflection sequence
  Caller->>MetadiffuserAPI: request diffusion spectrum
  MetadiffuserAPI->>DiffusionModel: normalize directional diffusion
Loading

Possibly related PRs

Poem

A rabbit hops through slitted bays,
Resonators shape reflected rays.
QRD fans bloom in fields of blue,
New plots and tests come bounding through.
Tiny panels, spectra bright—
Metadiffusers sound just right! 🐇

🚥 Pre-merge checks | ✅ 4 | ❌ 1

❌ Failed checks (1 warning)

Check name Status Explanation Resolution
Docstring Coverage ⚠️ Warning Docstring coverage is 59.38% which is insufficient. The required threshold is 80.00%. Write docstrings for the functions missing them to satisfy the coverage threshold.
✅ Passed checks (4 passed)
Check name Status Explanation
Description Check ✅ Passed Check skipped - CodeRabbit’s high-level summary is enabled.
Title check ✅ Passed The title is concise and accurately summarizes the main addition of deep-subwavelength metadiffusers.
Linked Issues check ✅ Passed Check skipped because no linked issues were found for this pull request.
Out of Scope Changes check ✅ Passed Check skipped because no linked issues were found for this pull request.
✨ Finishing Touches
🧪 Generate unit tests (beta)
  • Create PR with unit tests
  • Commit unit tests in branch metadiffuser

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Reviewer's Guide

Adds a full metadiffuser modeling pipeline (materials API, plotting, docs, tests, and example figures/animations) plus an optional remote GPU AV1 encoding path for animations, enabling comparison between a deep Schroeder QRD and a thin metadiffuser panel in both prediction and 2D FDTD simulation.

Sequence diagram for the new GPU AV1 animation encoding path

sequenceDiagram
    participant Caller as generate_*_figure
    participant Save as _save_animation
    participant GPU as _gpu_encode_target
    participant Wrap as _write_gpu_ffmpeg_wrapper
    participant FFM as FFMpegWriter

    Caller->>Save: _save_animation(anim, fig, output_dir, stem)
    Save->>GPU: _gpu_encode_target()
    GPU-->>Save: gpu_config or None

    alt gpu_config is not None
        Save->>Wrap: _write_gpu_ffmpeg_wrapper(target, image, workdir)
        Wrap-->>Save: wrapper_path
        Save->>FFM: FFMpegWriter(codec="av1_nvenc", extra_args=_av1_nvenc_extra_args())
        Save->>Save: anim.save(webm, writer, ffmpeg_path=wrapper)
        Note over Save: On success: saved = True
        Save->>Save: os.remove(wrapper_path)
    else gpu_config is None or GPU encode fails
        Save->>FFM: FFMpegWriter(codec="libvpx-vp9", extra_args=_vp9_extra_args())
        Save->>Save: anim.save(webm, writer)
    end

    Save->>Save: _extract_poster(webm)
    Save-->>Caller: WebM (AV1 or VP9) saved
Loading

File-Level Changes

Change Details Files
Introduce metadiffuser materials module that models slit-plus-Helmholtz-resonator panels and exposes reflection, polar response, and diffusion spectrum APIs.
  • Add phonometry.materials.metadiffuser module with MetadiffuserWell and MetadiffuserResult dataclasses and validation helpers for panel geometry.
  • Implement metadiffuser_reflection to compute per-well complex reflection using the slow-sound slit transfer-matrix chain and return face-averaged and per-well absorption.
  • Implement metadiffuser_polar_response and metadiffuser_diffusion_spectrum that feed the per-well reflection into the existing diffuser-design Fraunhofer and ISO 17497-2 machinery, using a flat rigid panel as reference for normalization.
  • Wire new metadiffuser symbols into phonometry.materials and top-level phonometry init exports, and into the API taxonomy and reference tables.
src/phonometry/materials/metadiffuser.py
src/phonometry/materials/__init__.py
src/phonometry/__init__.py
scripts/api_taxonomy.py
docs/api-reference.md
Extend the slow-sound absorber Helmholtz resonator model with a 2D slit-based geometry and updated end-correction fits as used by the metadiffuser paper.
  • Add 2D neck-to-slit and neck-to-cavity Dubos-style end-correction helpers implementing the Sci. Rep. polynomial fits.
  • Extend helmholtz_resonator_impedance with a geometry switch ('square' vs 'slit'), wiring in slit_effective_properties, slit cross-sections, and the 2D end corrections, with validation of required parameters.
  • Propagate the new resonator_geometry flag through the slit_helmholtz_absorber transfer-matrix chain to choose between square-duct and slit resonator models, keeping 'square' as default elsewhere.
  • Emit a SlowSoundAbsorberWarning when the resonator neck is wider than the slit, noting that the Dubos correction is out of its fitted domain and effectively decouples the resonator.
  • Update the slow-sound absorber API docs to document the geometry and new parameters.
src/phonometry/materials/slow_sound_absorber.py
site/src/content/docs/reference/api/materials/slow-sound-absorber.md
Add plotting helpers and documentation content to visualise metadiffuser geometries, per-well absorption, and guide users through metadiffuser usage in the surface-scattering guide (EN/ES and generated docs).
  • Introduce plot_metadiffuser_panel_geometry and plot_metadiffuser_geometry in the geometry plotting module to draw to-scale panel cross-sections with numbered slits and resonators, plus an i18n title string.
  • Add plot_metadiffuser_absorption in the materials plotting module to show panel-average and per-well absorption spectra with compact legends.
  • Expose these plotting functions and metadiffuser types in the public materials plotting API and reference docs, and register materials.metadiffuser in the API reference index and sidebar.
  • Extend English and Spanish surface-scattering guides and the generated Markdown docs with a new metadiffusers section, including code examples, figure embeds (geometry, polar plots), and video embeds for the FDTD animation; add the Jiménez et al. 2017 citation to references in both languages.
src/phonometry/_plot/geometry.py
src/phonometry/_plot/materials.py
src/phonometry/materials/__init__.py
src/phonometry/__init__.py
site/src/content/docs/guides/surface-scattering.mdx
site/src/content/docs/es/guides/surface-scattering.mdx
docs/surface-scattering.md
site/src/content/docs/reference/api/index.md
site/src/content/docs/reference/api/materials/metadiffuser.md
site/src/generated/api-sidebar.mjs
Add scripts and assets to generate metadiffuser geometry and polar figures and a new FDTD animation comparing QRD vs metadiffuser, including GPU-accelerated AV1 encoding support for animations.
  • Extend scripts/generate_graphs.py with translations for new metadiffuser-related captions and labels used in figures and animations.
  • Add helper to build the published quadratic-residue metadiffuser wells and use it in new generate_metadiffuser_polar and generate_metadiffuser_geometry functions that output SVGs for docs (panel cross-section and 2 kHz polar overlay vs QRD).
  • Implement a new animate_fdtd_metadiffuser clip: build dense FDTD domains for flat, QRD, and metadiffuser panels (including explicit slits, necks, and cavities) with lateral cosine-tapered plane-wave incidence; run either via fdtd_gpu_remote (remote GPU host) or a 3-process CPU pool; compute scattered envelopes, and render a three-column animation with annotations and Spanish/English-localized labels.
  • Generalize the FDTD animation saving path by adding optional remote AV1/NVENC encoding support: detect a GPU encode target from .env, generate a temporary ffmpeg shim that streams frames over ssh into a containerized ffmpeg on the GPU host, and fall back cleanly to local VP9 encoding on failure; wire this logic into _save_animation.
  • Register the new animation in the clip dispatch table and generation scheduler with an appropriate timeout, and slightly adjust the diffusion animation layout to use three columns.
  • Add new SVG and GIF/WebM assets for metadiffuser geometry, polar plots, and the metadiffuser animation (including dark/light and ES variants).
scripts/generate_graphs.py
.github/images/metadiffuser_geometry.svg
.github/images/metadiffuser_geometry_dark.svg
.github/images/metadiffuser_geometry_es.svg
.github/images/metadiffuser_geometry_es_dark.svg
.github/images/metadiffuser_polar.svg
.github/images/metadiffuser_polar_dark.svg
.github/images/metadiffuser_polar_es.svg
.github/images/metadiffuser_polar_es_dark.svg
.github/images/anim_fdtd_metadiffuser.gif
.github/images/anim_fdtd_metadiffuser_dark.gif
.github/images/anim_fdtd_metadiffuser.webm
Add a comprehensive metadiffuser test suite anchored to the published Scientific Reports designs to verify critical coupling, phase matching, diffusion, and edge-case behavior.
  • Introduce tests/materials/test_metadiffuser.py that reconstructs the QR, primitive-root, ternary, and broadband panels from the paper’s tables, using helper builders for wells and resonators.
  • Assert that the first QR slit reaches near-critical coupling at the reported frequency and that the metadiffuser phase profile matches the target QRD within a generous bound at 2 kHz.
  • Check that the ternary perfect-absorber and inverter states behave as expected, the primitive-root panel exhibits a sharp absorption peak and specular notch, and the broadband panel’s normalized diffusion lands in soft bounds while emitting domain-warning diagnostics for out-of-fit neck/slit ratios.
  • Verify that flat-strip wells (None) behave as exact rigid reflectors, that face-average absorption matches the mean of per-well absorptions, and that geometry/sequence validation errors are raised for malformed inputs.
tests/materials/test_metadiffuser.py

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Actionable comments posted: 9

🤖 Prompt for all review comments with AI agents
Verify each finding against current code. Fix only still-valid issues, skip the
rest with a brief reason, keep changes minimal, and validate.

Inline comments:
In `@docs/surface-scattering.md`:
- Around line 862-869: Update the citation in the surface-scattering
documentation to use the accented author names “Jiménez” and “Romero-García,”
matching the corresponding mirrored documentation while preserving the rest of
the reference unchanged.

In `@scripts/generate_graphs.py`:
- Around line 14794-14880: Reduce peak memory in _metadiffuser_fields by storing
the clipped trail_db output in a compact representation such as float16 or uint8
while preserving the fixed −30..0 dB range, and replace the GPU branch’s history
list with a preallocated array filled from the running envelope instead of
appending copies. Keep the returned trail values and downstream behavior
unchanged.
- Line 14577: In animate_fdtd_diffusion, change the panel loop from range(3)
back to range(2) so it matches the two-column gridspec and the two-entry titles,
beams, polys, and diffusion fields. Leave the separate range(3) loop in
animate_fdtd_metadiffuser unchanged.
- Around line 14884-14887: Update the docstring near the graph-generation code
to state the actual 0.25 mm mesh resolution and describe the result as
qualitative scattered-fan similarity only; remove the unsupported claim about
near-identical diffusion coefficients, since quantitative comparison is handled
by the companion polar figure.
- Around line 14876-14879: Guard the ref calculation in the trail processing
flow so a zero maximum from trail[:, trail.shape[1] // 3:] is replaced with a
safe nonzero fallback before computing trail_db. Preserve the existing
logarithmic conversion and clipping behavior while ensuring no NaN values reach
imshow when the envelope window is empty.
- Around line 7961-7967: Define a single module-level constant for the five
Table-1 `(h, ln, lc, wn, wc)` rows, then update the row definition in the
analytic polar figure and `_metadiffuser_panel_mask` to reuse that constant.
Remove both duplicated inline lists while preserving their existing ordering and
values.

In `@src/phonometry/_plot/geometry.py`:
- Around line 1097-1102: Update the public docstring for the slotted-panel
geometry near the side-cut renderer to match the plotted orientation: describe
the face at the top, wells extending downward in depth, and repeated wells
arranged horizontally, while preserving the existing descriptions of well
height, lattice spacing, rigid strips, and back wall.

In `@src/phonometry/materials/metadiffuser.py`:
- Around line 196-207: Update the public docstrings for metadiffuser_reflection
(src/phonometry/materials/metadiffuser.py:196-207), metadiffuser_polar_response
(src/phonometry/materials/metadiffuser.py:267-283), and
metadiffuser_diffusion_spectrum
(src/phonometry/materials/metadiffuser.py:333-346) to document the
resonator_geometry parameter, including its allowed "slit" and "square" values
and default. Apply the same parameter description at all three sites so
generated API parameter tables include it.
- Around line 139-143: Update MetadiffuserResult.plot_geometry() to import and
call the exported plot_metadiffuser_panel_geometry renderer instead of
plot_metadiffuser_geometry, passing the retained wells, depth, and period values
along with self, ax, language, and existing kwargs.
🪄 Autofix (Beta)

Fix all unresolved CodeRabbit comments on this PR:

  • Push a commit to this branch (recommended)
  • Create a new PR with the fixes

ℹ️ Review info
⚙️ Run configuration

Configuration used: Organization UI

Review profile: ASSERTIVE

Plan: Pro Plus

Run ID: 70256432-aa14-4dba-9d3e-db28d841a630

📥 Commits

Reviewing files that changed from the base of the PR and between 6efe417 and 6444994.

⛔ Files ignored due to path filters (19)
  • .github/images/anim_fdtd_metadiffuser.gif is excluded by !**/*.gif
  • .github/images/anim_fdtd_metadiffuser.webm is excluded by !**/*.webm
  • .github/images/anim_fdtd_metadiffuser_dark.gif is excluded by !**/*.gif
  • .github/images/anim_fdtd_metadiffuser_dark.webm is excluded by !**/*.webm
  • .github/images/anim_fdtd_metadiffuser_dark_poster.jpg is excluded by !**/*.jpg
  • .github/images/anim_fdtd_metadiffuser_es.webm is excluded by !**/*.webm
  • .github/images/anim_fdtd_metadiffuser_es_dark.webm is excluded by !**/*.webm
  • .github/images/anim_fdtd_metadiffuser_es_dark_poster.jpg is excluded by !**/*.jpg
  • .github/images/anim_fdtd_metadiffuser_es_poster.jpg is excluded by !**/*.jpg
  • .github/images/anim_fdtd_metadiffuser_poster.jpg is excluded by !**/*.jpg
  • .github/images/metadiffuser_geometry.svg is excluded by !**/*.svg
  • .github/images/metadiffuser_geometry_dark.svg is excluded by !**/*.svg
  • .github/images/metadiffuser_geometry_es.svg is excluded by !**/*.svg
  • .github/images/metadiffuser_geometry_es_dark.svg is excluded by !**/*.svg
  • .github/images/metadiffuser_polar.svg is excluded by !**/*.svg
  • .github/images/metadiffuser_polar_dark.svg is excluded by !**/*.svg
  • .github/images/metadiffuser_polar_es.svg is excluded by !**/*.svg
  • .github/images/metadiffuser_polar_es_dark.svg is excluded by !**/*.svg
  • site/src/generated/api-sidebar.mjs is excluded by !**/generated/**
📒 Files selected for processing (16)
  • docs/api-reference.md
  • docs/surface-scattering.md
  • scripts/api_taxonomy.py
  • scripts/generate_graphs.py
  • site/src/content/docs/es/guides/surface-scattering.mdx
  • site/src/content/docs/guides/surface-scattering.mdx
  • site/src/content/docs/reference/api/index.md
  • site/src/content/docs/reference/api/materials/metadiffuser.md
  • site/src/content/docs/reference/api/materials/slow-sound-absorber.md
  • src/phonometry/__init__.py
  • src/phonometry/_plot/geometry.py
  • src/phonometry/_plot/materials.py
  • src/phonometry/materials/__init__.py
  • src/phonometry/materials/metadiffuser.py
  • src/phonometry/materials/slow_sound_absorber.py
  • tests/materials/test_metadiffuser.py

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Comment thread scripts/generate_graphs.py Outdated
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Comment thread scripts/generate_graphs.py Outdated
Comment thread src/phonometry/_plot/geometry.py Outdated
Comment on lines +139 to +143
from .._i18n import check_language
from .._plot.geometry import plot_metadiffuser_geometry

check_language(language)
return plot_metadiffuser_geometry(self, ax=ax, language=language, **kwargs)

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🩺 Stability & Availability | 🟠 Major | ⚡ Quick win

Call the exported renderer with the retained geometry.

plot_metadiffuser_geometry is not the new renderer; plot_metadiffuser_panel_geometry requires wells, depth, and period. As written, every MetadiffuserResult.plot_geometry() call fails at import time.

Proposed fix
-        from .._plot.geometry import plot_metadiffuser_geometry
+        from .._plot.geometry import plot_metadiffuser_panel_geometry
 
         check_language(language)
-        return plot_metadiffuser_geometry(self, ax=ax, language=language, **kwargs)
+        if self.wells is None or self.depth is None or self.period is None:
+            raise ValueError("The result does not retain panel geometry.")
+        return plot_metadiffuser_panel_geometry(
+            self.wells,
+            ax=ax,
+            depth=self.depth,
+            period=self.period,
+            language=language,
+            **kwargs,
+        )
📝 Committable suggestion

‼️ IMPORTANT
Carefully review the code before committing. Ensure that it accurately replaces the highlighted code, contains no missing lines, and has no issues with indentation. Thoroughly test & benchmark the code to ensure it meets the requirements.

Suggested change
from .._i18n import check_language
from .._plot.geometry import plot_metadiffuser_geometry
check_language(language)
return plot_metadiffuser_geometry(self, ax=ax, language=language, **kwargs)
from .._i18n import check_language
from .._plot.geometry import plot_metadiffuser_panel_geometry
check_language(language)
if self.wells is None or self.depth is None or self.period is None:
raise ValueError("The result does not retain panel geometry.")
return plot_metadiffuser_panel_geometry(
self.wells,
ax=ax,
depth=self.depth,
period=self.period,
language=language,
**kwargs,
)
🤖 Prompt for AI Agents
Verify each finding against current code. Fix only still-valid issues, skip the
rest with a brief reason, keep changes minimal, and validate.

In `@src/phonometry/materials/metadiffuser.py` around lines 139 - 143, Update
MetadiffuserResult.plot_geometry() to import and call the exported
plot_metadiffuser_panel_geometry renderer instead of plot_metadiffuser_geometry,
passing the retained wells, depth, and period values along with self, ax,
language, and existing kwargs.

Comment thread src/phonometry/materials/metadiffuser.py
@jmrplens

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Codecov Report

❌ Patch coverage is 97.40933% with 5 lines in your changes missing coverage. Please review.
✅ Project coverage is 96.81%. Comparing base (6efe417) to head (a916341).

Files with missing lines Patch % Lines
src/phonometry/_plot/geometry.py 93.10% 4 Missing ⚠️
src/phonometry/materials/slow_sound_absorber.py 97.43% 1 Missing ⚠️
Additional details and impacted files
@@           Coverage Diff            @@
##             main     #397    +/-   ##
========================================
  Coverage   96.80%   96.81%            
========================================
  Files         220      221     +1     
  Lines       31937    32120   +183     
========================================
+ Hits        30918    31096   +178     
- Misses       1019     1024     +5     

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Numerical conformance report

427/427 conformance checks pass across 53 domains and 278 standards - filters class 1 - weightings within IEC 61672-1 class 1.

Each row pins a standard clause to its expected normative value and the value the library computes. Every section below is collapsible and stays collapsed while all of its rows pass; a section with any failing row opens automatically.

Numerical validation - filters & weightings: class showcase (IEC 61260-1 · IEC 61672-1 · ISO 7196)

IEC 61260-1:2014 class per filter architecture (order 6, one-third-octave, 100 Hz-10 kHz, fs = 48 kHz). For each architecture the table shows, at its binding band, the measured relative attenuation and the class-1 limit it must clear, so the number and the range it must sit in are both visible. A positive margin means the acceptance limits are met with that much room.

Architecture Class verdict Binding band Measured rel. atten. Class-1 limit Margin cl.1 Margin cl.2
butter Class 1 (default) 100 Hz +0.00 dB ≥ -0.40 dB +0.400 dB +0.600 dB
cheby1 By design (passband ripple) 6310 Hz +0.19 dB ≥ +1.44 dB -1.246 dB -0.837 dB
cheby2 Class 1 100 Hz +0.00 dB ≥ -0.40 dB +0.400 dB +0.600 dB
ellip By design (passband ripple) 10000 Hz +0.10 dB ≥ +1.32 dB -1.218 dB -0.813 dB
bessel By design (soft rolloff) 100 Hz +12.46 dB ≥ +16.60 dB -4.133 dB -3.133 dB

Only Butterworth (the library default) and Chebyshev-II are class-compliant architectures. Chebyshev-I and elliptic trade the mask for passband ripple, and Bessel for a maximally-flat group delay (soft rolloff); they cannot satisfy the IEC 61260-1 Class 1/2 attenuation mask by construction, so they are labelled By design - this is expected, not a failure or regression.

Frequency-weighting conformance (A/C: IEC 61672-1 Table 3; G: ISO 7196 A.3). The max deviation from nominal is informational (it falls at a frequency extreme where the tolerance is widest and asymmetric); compliance is judged at the binding frequency - the one with the least headroom - where the deviation, the applicable tolerance band and the headroom are shown together.

Curve fs Max dev. from nominal (info) Binding freq Deviation there Tolerance band Headroom
A 48 kHz -0.867 dB @ 19953 Hz 1000 Hz +0.000 dB [-0.70, +0.70] dB +0.700 dB
A 96 kHz -0.482 dB @ 19953 Hz 1000 Hz +0.000 dB [-0.70, +0.70] dB +0.700 dB
C 48 kHz -0.900 dB @ 19953 Hz 1000 Hz +0.000 dB [-0.70, +0.70] dB +0.700 dB
G 48 kHz +0.047 dB @ 1 Hz 1 Hz +0.047 dB [-1.00, +1.00] dB +0.953 dB
Filters & weightings: 100% (10/10)
Standard Quantity Expected (norm) Computed Δ Status
IEC 61260-1:2014 Table 1 Octave-band filter class (butterworth, fs=48 kHz) class 1 class 1 (margin +0.400 dB) +0.400 dB
IEC 61260-1:2014 Table 1 One-third-octave filter class (butterworth, fs=48 kHz) class 1 class 1 (margin +0.400 dB) +0.400 dB
IEC 61260:1995 / ANSI S1.11-2004 Table 1 Class 0 (strictest) octave-band filter (butterworth, fs=48 kHz) class 0 class 0 (margin +0.150 dB) +0.150 dB
IEC 61260-1:2014 Table F.1 Formula (9) breakpoint mapping, b=3, Omega at G**(1/2) 1.12202 (+/-0.00001) 1.12202 0
IEC 61672-1:2013 Table 3 A-weighting deviation vs class-1 limits (fs=48 kHz) deviation within limits @ 1000 Hz +0.000 dB in [-0.70, +0.70] dB headroom +0.700 dB
IEC 61672-1:2013 Table 3 C-weighting deviation vs class-1 limits (fs=48 kHz) deviation within limits @ 1000 Hz +0.000 dB in [-0.70, +0.70] dB headroom +0.700 dB
ISO 7196:1995 Table 2 / A.3 G-weighting deviation vs +/-1 dB tolerance (fs=48 kHz) deviation within limits @ 1 Hz +0.047 dB in [-1.00, +1.00] dB headroom +0.953 dB
ANSI S1.4-1983 Tables IV/V B-weighting (historical) deviation vs Type 0 limits (fs=48 kHz) deviation within limits @ 200 Hz -0.049 dB in [-0.70, +0.70] dB headroom +0.651 dB
IEC 61012:1990 Table 1 / 2.2 AU-weighting deviation vs separate-unit tolerances (fs=96 kHz) deviation within limits @ 10000 Hz -0.072 dB in [-1.00, +1.00] dB headroom +0.928 dB
IEC 537:1976 (withdrawn) via NASA CR-3406 Table SLD-I D-weighting response vs the published tabulated curve (fs=48 kHz) abs(response - table) <= 0.2 dB (0.45 dB at 1600/2500 Hz) -0.131 dB @ 8000 Hz (bound 0.20 dB) headroom +0.069 dB
Levels & dosimetry: 100% (6/6)
Standard Quantity Expected (norm) Computed Δ Status
IEC 61672-1:2013 (Leq) Leq of a 1 Pa 1 kHz sine 90.97 dB (+/-0.05 dB) 90.969 dB -0.001 dB
IEC 61252:1995 (LEX,8h) 8 h exposure to 90 dB(A) noise 90 dB (+/-0.05 dB) 90.008 dB 0.008 dB
ISO 1996-1:2016 3.6.4 Lden, constant 60 dB in day/evening/night 66.3952 dB (+/-0 dB) 66.3952 dB 0 dB
ISO 1996-2:2007 Annex C.5 Example 1 Tonal audibility ΔLta (Formula C.3), 4 kHz tone 13.7 dB (+/-0.05 dB) 13.66 dB -0.044 dB
ISO 1996-2:2007 Annex C.5 Example 1 Tonal adjustment Kt (Formulae C.4-C.6) 6 dB (+/-0 dB) 6 dB 0 dB
ISO 1996-2:2017 Annex G.2 Combined measurement uncertainty u = √(Σ(cj·uj)²) 2.18 dB (+/-0.01 dB) 2.18 dB -0.002 dB
Room acoustics: 100% (12/12)
Standard Quantity Expected (norm) Computed Δ Status
Sabine (W. C. Sabine, 1922) Reverberation time T = k·V/A (V=120 m³, S=158 m², α=0.2) 0.611825 s (+/-0.000001 s) 0.611825 s 0 s
Everest, Master Handbook of Acoustics 4th ed, Fig. 7-22 Sabine RT, worked Example 1 @ 1 kHz (untreated 23.3×16×10 ft room, SI) 3.39 s (+/-0.02 s) 3.402 s 0.012 s
Eyring (Norris-Eyring, 1930) Reverberation time T = k·V/(-S·ln(1-ᾱ)) (α=0.2) 0.548369 s (+/-0.000001 s) 0.548369 s 0 s
Arau-Puchades (Acustica 65, 1988, Formula 18) T (α=0.5/0.1/0.1 per wall pair, dims 8×5×3 m) 0.812147 s (+/-0.000001 s) 0.812147 s 0 s
Model identity (uniform absorption) Arau-Puchades ≡ Eyring when ᾱ is uniform 0.548369 s (= Eyring) 0.548369 s 0 s
Vorlander Auralization 2e, Eq. (11.38)-(11.39) Image-source direct-sound amplitude 1/(4πr) and delay r/c (r = 4 m) 0.0198944 (+/-0) 0.0198944 0
Kuttruff Room Acoustics 6e, Eq. (9.23) Audible shoebox image count up to order 10 (= 1560) 156 (+/-0) 156 0
Kuttruff Room Acoustics 6e, Eq. (4.6) Temporal reflection density dN/dt = 4πc³t²/V (t = 0.1 s, V = 120 m³) 42258.2 1/s (+/-0 1/s) 42258.2 1/s 0 1/s
Bies Engineering Noise Control 5e, Eq. (6.44) Room constant R = Sᾱ/(1-ᾱ) (S = 100 m², ᾱ = 0.2 → 25 m²) 25 m² (+/-0 m²) 25 m² 0 m²
Bies Engineering Noise Control 5e, Eq. (6.43) Critical distance rc: direct field = reverberant field (R = 25, Q = 1) 0.160000 (= reverberant term) 0.16 0
Kuttruff Room Acoustics 6e, Eq. (3.44) Schroeder frequency f_s = 2000√(T/V) (V = 200 m³, T = 1 s) 141.421 Hz (+/-0 Hz) 141.421 Hz 0 Hz
Bies Engineering Noise Control 5e, Eq. (6.43) Steady-state SPL Lp = Lw + 10lg(Q/4πr² + 4/R) (Lw=90, r=1, R=25, Q=1) 83.7945 dB (+/-0 dB) 83.7945 dB 0 dB
Psychoacoustics: 100% (12/12)
Standard Quantity Expected (norm) Computed Δ Status
ISO 532-1:2017 Annex B.2 Zwicker loudness N, stationary test signal 1 83.2957 sone (+/-0.1%) 83.2957 sone 0 sone
ISO 532-1:2017 Annex B.5 Time-varying loudness Nmax, technical signal 14 (aircraft, free field) 22.6399 sone (+/-0.1%) 22.6399 sone 0 sone
ISO 532-1:2017 Annex B.5 Time-varying loudness Nmax, technical signal 15 (vehicle interior, diffuse field) 9.6059 sone (+/-0.1%) 9.6059 sone 0 sone
DIN 45692:2009 Clause 6 Sharpness of the standard 1 kHz reference signal 1 acum (+/-0 acum) 1 acum 0 acum
DIN 45692:2009 Table A.2 Sharpness of critical-band noise at 2.5 kHz (2320-2700 Hz, 4 sone) 1.78 acum (+/-0.089 acum) 1.747 acum -0.033 acum
ISO 226:2023 Table B.1 Equal-loudness contour, 60 phon @ 100 Hz 78.5 dB SPL (+/-0.05 dB SPL) 78.504 dB SPL 0.004 dB SPL
ECMA-418-2:2025 Clause 5.1.8 HMS loudness of a 1 kHz / 40 dB tone (c_N=0.0211964) 1 sone_HMS (+/-0.03 sone_HMS) 0.9843 sone_HMS -0.016 sone_HMS
ECMA-418-2:2025 Clause 6.2.8 HMS tonality of a 1 kHz / 40 dB tone (c_T=2.8758615) 1 tu_HMS (+/-0.03 tu_HMS) 0.9998 tu_HMS 0 tu_HMS
ECMA-418-2:2025 Clause 7 HMS roughness of a 1 kHz / 70 Hz / m=1 / overall 60 dB tone (c_R=0.0180685) 1 asper (+/-0.01 asper) 0.9999 asper 0 asper
ISO 532-2:2017 Clause 3.17 / Annex B.1 Moore-Glasberg loudness of a 1 kHz / 40 dB tone (C=0.0617) 1 sone (+/-0.01 sone) 1.0001 sone 0 sone
ISO 532-3:2023 Annex C.1 Moore-Glasberg-Schlittenlacher peak LTL, steady 1 kHz / 40 dB 1 sone (+/-0.02 sone) 0.9996 sone 0 sone
ECMA-418-2:2025 Clause 9 HMS fluctuation strength of a 1 kHz / 4 Hz / m=1 / overall 60 dB tone (c_F=0.003840572) 1 vacil_HMS (+/-0.01 vacil_HMS) 0.9931 vacil_HMS -0.007 vacil_HMS
Speech transmission (IEC 60268-16): 100% (10/10)
Standard Quantity Expected (norm) Computed Δ Status
IEC 60268-16:2020 A.2.2 STI weighting-factor pair (500 Hz + 1 kHz bands) 0.398 (+/-0.001) 0.398 0
IEC 60268-16:2020 A.3.1.2 Uniform MTF m=0.5 maps to STI=0.5 0.5 (+/-0.01) 0.5 0
IEC 60268-16 Annex M Full-STI worked example: printed MTF + speech/noise spectra -> STI STI 0.76 (MTI row of step 4c) STI 0.758 (max MTI dev 0.00) -0.002
IEC 60268-16:2020 C.3.2 STIPA direct method, Formula (C.1) signal at m=0.2 0.3 (+/-0.01) 0.2992 -0.001
IEC 60268-16:2020 C.3.2 STIPA direct method, Formula (C.1) signal at m=0.5 0.5 (+/-0.01) 0.4998 0
IEC 60268-16:2020 C.3.2 STIPA direct method, Formula (C.1) signal at m=0.8 0.7 (+/-0.01) 0.7002 0
IEC 60268-16:2020 C.3.3 Indirect method: exponential decay RT60=1 s vs Schroeder MTF 0.5885 (+/-0.005) 0.5885 0
IEC 60268-16:2020 C.4.2 Filter-bank slope: +41 dB unmodulated tone one octave below 125 Hz m >= 0.5 (C.4.2 pass criterion) 0.9812 0.481
IEC 60268-16:2020 A.2.2 (audio path) Weighting factors: modulated 500 Hz + 1 kHz pair through stipa() 0.398 (+/-0.005) 0.398 0
IEC 60268-16:2020 A.3.1.2 (audio path) Filter-bank phase: half-octave edge carriers at TI=0.9 0.9 (+/-0.01) 0.8975 -0.003
System measurement (Golay / Kirkeby / Mueller-Massarani): 100% (5/5)
Standard Quantity Expected (norm) Computed Δ Status
Havelock 2008 Part I Ch. 6 (Xiang), Eq. (2) Golay pair: sum of periodic autocorrelations = 2L*delta (L = 4096) 0 (algebraic identity, +/-1e-10) 0 0
Havelock 2008 Part I Ch. 6 (Xiang), Eq. (4) Golay chain recovers a delay+gain system IR (noiseless, exact) 0 (machine precision, +/-1e-13) 0 0
Kirkeby & Nelson 1999 Eq. (17) / Mueller-Massarani 2001 Sec. 3.1 In-band equalization residue equals eps/( H ^2 + eps) bin by bin 0 (closed form, +/-1e-12) 0
Kirkeby & Nelson 1999 (max of x/(x^2+eps) = 1/(2*sqrt(eps))) Out-of-band inverse-filter gain within the regularization cap <= -6.021 dB (analytic cap) -6.034 dB headroom +0.013 dB
Mueller-Massarani 2001 Secs. 4.2-4.3 (group-delay synthesis) Shaped sweep's Welch spectrum follows the pink target, in-band 0 dB in-band deviation (+/-0.5 dB) 0.0652 dB 0.065 dB
Intensity & sound power: 100% (6/6)
Standard Quantity Expected (norm) Computed Δ Status
IEC 61043:1994 Clause 5 Plane-wave intensity I = p^2 / (rho c) 0.00238 W/m^2 (+/-1.5%) 0.00239 W/m^2 0 W/m^2
ISO 3744:2010 Eq. 18 Monopole hemisphere recovers LW (r=4 m) 95 dB (+/-0 dB) 95 dB 0 dB
ISO 9614-2:1996 Eq. 12 Intensity scan recovers LW of an enclosed source 90 dB (+/-0.000001 dB) 90 dB 0 dB
ISO 4871:1996 clause 3.15 / Annex B Declared L_WAd = L_WA + K_WA (Annex B, L_WA=88, K_WA=2) 90 dB (+/-0 dB) 90 dB 0 dB
ISO 4871:1996 clause 6.2 Single-machine verification boundary L_1 <= L_WAd L_1=90 verified, L_1=91 rejected (L_WAd=90) 90->True, 91->False boundary L_1 = L_WAd
ISO 3741:2010 Eq. 20 Reverberation-room method inverts to a known LW 0 dB error 0 dB 0 dB
Room & building acoustics: 100% (52/52)
Standard Quantity Expected (norm) Computed Δ Status
ISO 3382-2:2008 5.3.3 T30 from a synthetic exponential decay (T=1.0 s) 1 s (+/-1%) 1 s 0 s
ISO 18233:2006 (swept-sine method) Sweep deconvolution recovers a known IIR response 0 dB in-band error (+/-0.1 dB) 0.0006 dB 0.001 dB
ISO 717-1 Annex C, Table C.1 Weighted sound reduction index Rw (C;Ctr) Rw 30 (C -2; Ctr -3) Rw 30 (C -2; Ctr -3) sum 31.8 dB
ISO 717-1:2020 Annex C, Table C.2 Enlarged range 50-5000 Hz: Rw (C; Ctr; C50-5000; Ctr,50-5000) Rw 30 (C -2; Ctr -3; C50-5000 -2; Ctr,50-5000 -4) Rw 30 (C -2; Ctr -3; C50-5000 -2; Ctr,50-5000 -4) exact
ISO 717-2 Annex C, Table C.1 Weighted impact sound pressure level Ln,w (CI) Ln,w 79 (CI -11; sum 28.0 dB) Ln,w 79 (CI -11; sum 28.0 dB) +0 dB
ISO 717-2 Annex C, Table C.1 (covered) Weighted impact level of the floor WITH covering Ln,w (CI) Ln,w 64 (CI -3; sum 30.0 dB) Ln,w 64 (CI -3; sum 30.0 dB) +0 dB
ISO 717-2 Annex C, Table C.2 Floor-covering improvement ΔLw and CI,Δ (Formulae (2)/(A.4); CI,Δ from the normative Table 4 floor, not the 2020 print's misprinted C.2 chain) ΔLw 15 dB; CI,Δ -9 dB (Table 4 reference floor) ΔLw 15 dB; CI,Δ -9 dB +0 dB
ISO 354:2003 Eq. 5/8 Sabine inversion recovers absorption area 9.212828 m^2 (+/-0 m^2) 9.212828 m^2 0 m^2
ISO 3382-3:2012 Clause 6.2 Open-plan spatial decay rate D2,S (-6 dB/doubling) 6 dB (+/-0 dB) 6 dB 0 dB
ISO 16283-3:2016 Clause 3.12 Facade R'45 isolates the -1.5 dB incidence correction (S=A) 38.5 dB (+/-0 dB) 38.5 dB 0 dB
ISO 10140-2:2010 Formula (2) Lab airborne R on the ISO 717-1 reference shape -> Rw = 54 Rw 54 dB Rw 54 dB +0 dB
ISO 10140-5:2010+A1 Annex B, Table B.1 Reference elements end-to-end: printed Rw (C; Ctr) of all three Rw(C;Ctr) = 53(-1;-5) / 52(-1;-5) / 33(-1;-2) 53(-1;-5) / 52(-1;-5) / 33(-1;-2) exact
ISO 10140-5:2010+A1 Annex C, Table C.1 Reference floors end-to-end: printed Ln,t,r,0,w (CI) of both Ln,t,r,0,w(CI) = 72(0) / 75(-3) 72(0) / 75(-3) exact
ISO 15186-1:2000 Formula (7) Intensity RI on the ISO 717-1 reference shape -> RI,w = 30 RI,w 30 dB (scalar anchor RI = 34 dB) RI,w 30 dB (RI = 34 dB) +0 dB
ISO 15186-1:2000 Annex B, Table B.1 Adaptation term Kc: all 21 printed rows; (B.1) reduces to (B.2) max abs(Kc - Table B.1) <= 0,05 dB (1 dp print) 0.047 dB (B.1 vs B.2: 4.33e-04 dB) 0.047 dB
ISO 10052:2021 Clause 3.6 Survey R' applies the V/7,5 minimum-area rule 26.197888 dB (+/-0 dB) 26.197888 dB 0 dB
ISO 10052:2021 Clause 3.16 Service-equipment LXY is the 3-position energy average 32.823329 dB (+/-0 dB) 32.823329 dB 0 dB
ISO 10052:2021 Table 4 Reverberation-index estimate (35 <= V < 60, type g) k = [4.5, 5.0, 5.5, 5.5, 5.5] dB k = [4.5, 5.0, 5.5, 5.5, 5.5] dB exact
ISO 717-2:2020 Table 4 / Clause 5.2 Reference-floor weighted level Ln,r,0,w and CI (ISO 16251-1 ΔLw anchor) Ln,r,0,w = 78 dB, CI = -11 dB Ln,r,0,w = 78 dB, CI = -11 dB exact
ISO 16251-1:2014 / ISO 717-2 Formula (2) Floor-covering ΔLw: zero improvement gives ΔLw = 0 ΔLw = 0 dB (ΔL = 0 -> Ln,r = Ln,r,0) ΔLw = 0 dB exact
ISO 16251-1 / ISO 717-2 (Foret et al. 2011, carpet) Measured textile-carpet improvement rates to ΔLw = 29 dB ΔLw = 29 dB (paper, ISO 16251-1) ΔLw = 29 dB +0 dB
ISO 10848-1:2006 Formula (14) Flanking Kij (simplified) matches closed form Kij = 1.9897 dB Kij = 1.9897 dB exact
ISO 10848-1:2006 Formula (12) Flanking equivalent absorption length aj at f_ref aj = 1.2661 m aj = 1.2661 m exact
ISO 10848-1:2006 Clause 7.3.1 Flanking total loss factor η = 2,2/(f·Ts) η = 0.0044 η = 0.0044 exact
ISO 12354-1:2017 Formula (20) vs Hopkins Eq. 2.201 (6 mm glass) Flanking critical frequency (c0²/1,8·cL·h) vs plate coincidence (c0²/2π · sqrt(m''/B')) 2107.4 Hz (+/-1%) 2123.5 Hz 16.156 Hz
EN 29052-1:1992 Formula 4 Apparent dynamic stiffness s't = 4π²·m't·fr² (m't=200 kg/m², fr=25 Hz) 4.934802 MN/m³ (+/-0.000001 MN/m³) 4.934802 MN/m³ 0 MN/m³
EN 29052-1:1992 clause 8.2 NOTE Enclosed-gas stiffness s'a·d = 111 MN·mm/m³ (p₀=0,1 MPa, ε=0,9) 5.55556 MN/m³ (+/-0.0001 MN/m³) 5.55556 MN/m³ 0 MN/m³
EN 29052-1:1992 Formula 2 Floating-floor natural frequency f0 = (1/2π)√(s'/m') (s'=10 MN/m³, m'=100 kg/m²) 50.32921 Hz (+/-0 Hz) 50.32921 Hz 0 Hz
ISO 7626-1:2011 Table 1 / 3.1.2 Closed-form SDOF driving-point mobility peak mag(Y(f0)) = 1/c (c=5 N·s/m) 0.2 m/(N·s) (+/-0.000001 m/(N·s)) 0.2 m/(N·s) 0 m/(N·s)
ISO 7626-1:2011 Table 1 / 3.1.2 Closed-form SDOF static receptance H(0) = 1/k (k=8000 N/m) 0.000125 m/N (+/-0.0001%) 0.000125 m/N 0 m/N
ISO 7626-1:2011 Table 1 FRF reciprocity: impedance × mobility = 1 (at 37 Hz) 1 (= Z·Y) 1 0
ISO 10846-2:2008 3.17 Transfer-stiffness level Lk = 20 lg( k /k0), k0 = 1 N/m ( k = 1 MN/m)
ISO 10846-3:2002 Formula (1) Indirect method k2,1 = -(2πf)²·m2·T (f=500 Hz, m2=10 kg, T=0,01) -986960.4 N/m (+/-0.1%) -986960.4 N/m 0 N/m
ISO 10846-1:2008 Table A.2 FRF relation k = jω·Z at 250 Hz ( k recovered from impedance) 1001249.2 N/m (+/-0.0001%) 1001249.2 N/m
ISO 7626-2:2015 7.5.2 Rigid-mass calibration: accelerance mag(A) = 1/m (m=10 kg) 0.1 1/kg (+/-0 1/kg) 0.1 1/kg 0 1/kg
ISO 7626-2:2015 7.5.2 Rigid-mass calibration: mobility mag(Y) = 1/(2πf·m) at 100 Hz (m=10 kg) 0.0001592 m/(N·s) (+/-0.001%) 0.0001592 m/(N·s) 0 m/(N·s)
ISO 7626-2:2015 Annex A Normalized random error ε = √((1−γ²)/(2nγ²)): γ²=0,8, n=75 → 4,08 % (< 5 %) 4.08 % (+/-0.01 %) 4.08 % 0.002 %
ISO 7626-1:2011 Table 1 Rigid 1 kg mass at ω = 1000 rad/s: mobility 1e-3, compliance 1e-6 (decades) 0.001 m/(N·s) (+/-1e-07%) 0.001 m/(N·s) 0 m/(N·s)
ISO 10846-3:2002 6.1 Inequality (2) Indirect-method validity limit mag(T) = 0,1 ↔ ΔL1,2 = 20 dB 20 dB (+/-0 dB) 20 dB 0 dB
ISO 10846-3:2002 6.1 Model bias at the validity limit: k_ind/k = 1,1 (0,83 dB ≤ 1 dB, 10 % ≤ 12 %) 1.1 (+/-1e-07%) 1.1 0
ISO 10846-1:2008 Equation (6) Delivered/blocking force F2/F2,b = 1/1,1 at mag(k2,2/kt) = 0,1 (within 10 %) 0.9091 (+/-0) 0.9091 0
ISO 10846-2:2008 / -3:2002 7.6 Linearity: ΔLk ≤ 1,5 dB for input spectra 10 dB apart (linear element: 0) ΔLk ≤ 1,5 dB (7.6 c) 0 dB 0 dB
ISO/TS 7849-1:2009 Formula (8) Calibration L_v from â = 9,81 m/s² at 100 Hz (standard's EXAMPLE) 106.9 dB (+/-0.1 dB) 106.9 dB -0.02 dB
ISO/TS 7849-2:2009 Formula (15) L_W from L_v via measured radiation factor = 10 lg(P/P0) (round-trip) 84.771 dB (+/-0 dB) 84.771 dB 0 dB
ISO/TS 7849-1:2009 Formula (12) Impedance term: L_W − L_v = 10 lg(411/400) at ε = 1, S = S0 0.1178 dB (+/-0 dB) 0.1178 dB 0 dB
EN 15657:2018 Formula (14) Reception-plate L_Ws = resonant-plate power P = ωη(mS)⟨v²⟩ (round-trip) 55.545 dB (+/-0 dB) 55.545 dB 0 dB
EN 15657:2018 Formula (13) Plate loss factor η = 2,2/(f·Ts) at 1 kHz, Ts = 0,3 s 0.0073 (+/-0) 0.0073 0
EN 15657:2018 Formulae (15)/(17) + EN 12354-5 Annex I.3 Source conversion chain reproduces Table I.8 (wall, installed) max abs(L_Ws,inst - Table I.8) <= 0,15 dB 0.055 dB 0.055 dB
ISO 9611:1996 eq. (9) Mean free velocity level (energy mean, v0 = 5e-8 m/s) 72.3017 dB (+/-0 dB) 72.3017 dB 0 dB
EN 12354-5:2009 Formula (19b/19c) Coupling term → force-source limit 10 lg(mag(Ys)/Re{Yi}) as mag(Ys) ≫ mag(Yi) 40 dB (+/-0.01 dB) 40.001 dB 0.001 dB
EN 12354-5:2009 Annex I.3, Table I.9 Flushing cistern: four paths + Formula (17) total -> 29 dB(A) max path/total dev <= 0.15 dB; total 29 dB(A) 0.055 dB; 29.3 dB(A) 0.055 dB
EN 12354-5:2009 Annex I.2, Table I.6a Whirlpool floor component: mobility correction + path 11 max abs(dev vs Table I.6a) <= 0,15 dB 0.1 dB 0.1 dB
Building prediction & uncertainty: 100% (15/15)
Standard Quantity Expected (norm) Computed Δ Status
EN 12354-1:2000 Annex H.3 Airborne prediction R'w (direct + 12 flanking paths) R'w 52 dB (13 paths) R'w 52 dB (13 paths, 52.17) +0.17 dB
EN 12354-1:2000 Annex H.3 (paths) All 12 printed flanking-path values Rij,w max abs(Rij,w - printed) <= 0,05 dB 0.042 dB 0.042 dB
EN 12354-1:2000 Formula (5b) / Annex H.3 DnT,w closure from R'w (both H.3 examples -> 54 dB) DnT,w 54 dB (printed 53,8/54,3) DnT,w 53.63 / 54.13 dB -0.17 dB vs printed
EN 12354-2:2000 Annex E.3 Impact prediction L'n,w = Ln,w,eq - dLw + K 45 dB (+/-0 dB) 45 dB 0 dB
EN 12354-2:2000 Formula (3) / Annex E.3 Standardized impact level L'nT,w (exact 0,032 V form -> 43 dB) L'nT,w 43 dB (exact 42,96; E.3 prints 42,8) L'nT,w 42.96 dB -0.001 dB
EN 12354-3:2000 Annex F Facade airborne prediction (R'tr,s,w / D2m,nT,w single numbers) R'tr,s,w 31 (Ctr -3); D2m,nT,w 33 dB R'tr,s,w 31 (Ctr -3); D2m,nT,w 33 dB 0
EN 12354-4:2000 Annex G / Formula (2) Radiated LW of a wall+door segment (side 1, low bands) LW 63/125 Hz [59.8, 61.2] dB (+/-0.1) LW [59.8, 61.2] dB 0.038 dB
EN 12354-4:2000 Annex E / Table G.9 Exterior level of all four Table G.9 reception cells Lp 36,6 / 28,5 / 44,6 / 37,3 dB (+/-0,05) Lp 36.6 / 28.5 / 44.6 / 37.3 dB 0.046 dB
ISO 12999-1:2020 Table 2 Airborne band uncertainty, situation A @ 1 kHz 1.8 dB (+/-0 dB) 1.8 dB 0 dB
ISO 12999-1:2020 Annex B, Table B.2 One-decimal single numbers Rw / Rw+C50-5000 / Rw+Ctr,50-5000 57.4 / 56.4 / 51.1 dB 57.4 / 56.4 / 51.1 dB +0.00 dB
ISO 12999-1:2020 Annex B, Formulae (B.2)/(B.6) Single-number uncertainties (uncorrelated 0,6/0,8; correlated u(Rw) 1,9) u_uncorr 0.6 / 0.8 dB; u_corr(Rw) 1.9 dB 0.60 / 0.79 dB; 1.90 dB -0.00 dB
ISO 12999-1:2020 Clause 8 / Table 8 Expanded uncertainty U = 1.96 u (95 % two-sided, Rw sit. A) 2.352 dB (+/-0 dB) 2.352 dB 0 dB
ISO 12999-2:2020 Table 4 / Formula (1) Absorption coefficient +/-U (k=2), reproducibility, 20 x 1/3-oct bands U(k=2) = [0.33, 0.26, 0.22, 0.17, 0.13, 0.11, 0.09, 0.08, 0.08, 0.08, 0.08, 0.08, 0.08, 0.09, 0.09, 0.09, 0.1, 0.11, 0.13, 0.16] U(k=2) = [0.33, 0.26, 0.22, 0.17, 0.13, 0.11, 0.09, 0.08, 0.08, 0.08, 0.08, 0.08, 0.08, 0.09, 0.09, 0.09, 0.1, 0.11, 0.13, 0.16] exact
ISO 12999-2:2020 Table 5 / Formula (4) Practical coefficient +/-U (k=2), reproducibility, 5 octave bands U(k=2) = [0.09, 0.08, 0.08, 0.08, 0.1] U(k=2) = [0.09, 0.08, 0.08, 0.08, 0.1] exact
ISO 12999-2:2020 Clause 7, Examples 1/2 Single-number U (k=2): alpha_w and DLalpha,NRD alpha_w +/-0.07, DLalpha +/-1.6 dB alpha_w +/-0.07, DLalpha +/-1.6 dB exact
Outdoor propagation & occupational exposure: 100% (10/10)
Standard Quantity Expected (norm) Computed Δ Status
ISO 9613-1:1993 Table 1 Air attenuation @ 10 degC, 70 %, 1 kHz 3.66 dB/km (+/-0.01 dB/km) 3.658 dB/km -0.002 dB/km
ISO 9613-1:1993 Table 1 Air attenuation @ 0 degC, 20 %, 2 kHz 34.6 dB/km (+/-0.1 dB/km) 34.64 dB/km 0.04 dB/km
ISO 9613-2:1996 Table 2 Atmospheric attenuation grid, 6 conditions x 8 octave bands, dB/km all 48 cells within half a printed digit worst residual 0.939 x tolerance 0.939 x
ISO 9613-2:1996 Eq. (7) Geometrical divergence Adiv = 20 lg(d/d0) + 11 at 100 m 51 dB (+/-0 dB) 51 dB 0 dB
ISO 9613-2:1996 Table 3 Ground b'(0) porous limit -> Agr(250 Hz) = 2(-1.5 + 10.1) 17.2 dB (+/-0 dB) 17.2 dB 0 dB
ISO 9613-2:1996 clause 7.4 Single-edge diffraction saturates at the 20 dB cap 20 dB (+/-0 dB) 20 dB 0 dB
ISO 9613-2:1996 clause 7.4 Double-edge diffraction saturates at the 25 dB cap 25 dB (+/-0 dB) 25 dB 0 dB
ISO 9612:2009 Annex D Task-based LEX,8h + U (welder day, case a) LEX,8h 84.3; U 2.7 dB LEX,8h 84.3; U 2.7 dB -0.01; +0.02 dB
ISO 9612:2009 Annex E Job-based LEX,8h + U (production line, 18 workers) LEX,8h 88.1; U 3.8 dB LEX,8h 88.2; U 3.8 dB +0.06; -0.03 dB
ISO 9612:2009 Annex F Full-day LEX,8h + U (forklift drivers) LEX,8h 90.1; U 3.4 dB LEX,8h 90.1; U 3.4 dB +0.02; +0.03 dB
Materials: absorption, airflow & impedance: 100% (6/6)
Standard Quantity Expected (norm) Computed Δ Status
ISO 11654:1997 Annex A.1 Weighted absorption alpha_w (no indicator) 0.60 (class C, no indic.) 0.60 (class C, '') 0
ISO 11654:1997 Annex A.2 Weighted absorption alpha_w with M indicator 0.60(M) 0.60(M) 0
ISO 9053-2:2020 Annex A.3 Thermal boundary-layer thickness b 0.00183 m (+/-0.00001 m) 0.00183 m 0 m
ISO 9053-2:2020 Annex A.3 Effective ratio of specific heats kappa' 1.37 (+/-0.001) 1.37 0
ISO 10534-1:1996 Eqs (9)/(13)/(14) Absorption from standing-wave ratio s=3 alpha 0.75 (+/-0), |r| 0.5 alpha 0.75, |r| 0.5000 0
ISO 10534-2 Eq. (17) / Annex D Two-microphone round trip recovers a known reflection factor abs(r - (0.3-0.4j)) = 0 (identity, +/-1e-9) 0 0
Scattering & diffusion (ISO 17497): 100% (14/14)
Standard Quantity Expected (norm) Computed Δ Status
ISO 17497-1:2004 Eq (2) Reference speed of sound at 20 C 343.2 m/s (+/-0 m/s) 343.2 m/s 0 m/s
ISO 17497-1:2004 Eqs (1)/(4)/(5) Scattering coefficient (synthetic chain) 0.0931 (+/-0) 0.0931 0
ISO 17497-1:2004 Annex A.5 Expanded uncertainty of scattering coefficient 0.02971 (+/-0) 0.02971 0
ISO 17497-2:2012 Formula (5) Directional diffusion coefficient (QRD, model arc) 0.1099 (+/-0) 0.1099 0
ISO 17497-2:2012 Formula (5) Directional diffusion coefficient (flat reference) 0.0049 (+/-0) 0.0049 0
ISO 17497-2:2012 Formula (7) Normalised diffusion coefficient (QRD, model arc) 0.1055 (+/-0) 0.1055 0
Cox & D'Antonio 3e App. B (2D BEM) Normalised diffusion d_n, N=7 QRD x 6 periods, 200 Hz band (low-band anchor) 0 (+/-0.015) 0 0
Cox & D'Antonio 3e App. B (2D BEM) Normalised diffusion d_n, N=7 QRD x 6 periods, 250 Hz band (low-band anchor) 0.01 (+/-0.015) 0.001 -0.009
Cox & D'Antonio 3e App. B (2D BEM) Normalised diffusion d_n, N=7 QRD x 6 periods, 315 Hz band (low-band anchor) 0.01 (+/-0.015) 0.002 -0.008
Cox & D'Antonio 3e App. B (2D BEM) Normalised diffusion d_n, N=7 QRD x 6 periods, 400 Hz band (low-band anchor) 0.01 (+/-0.015) 0.008 -0.002
ISO 17497-2:2012 Formula (8) Zenith area factor (radians convention) 1.57105 (+/-0) 1.57105 0
Cox & D'Antonio Eq (10.3) QRD deepest well depth (N=7, f0=500 Hz) 0.196 m (+/-0 m) 0.196 m 0 m
Cox & D'Antonio Eq (5.8) + ISO 17497-2 Formula (7) Flat-panel predicted normalised diffusion (self-reference zero) 0 (+/-0) 0 0
Cox & D'Antonio Eq (5.8) + ISO 17497-2 Formula (7) QRD predicted normalised diffusion at 2 kHz (above flat panel) 0.208 (+/-0) 0.208 0
In-situ road absorption (ISO 13472): 100% (3/3)
Standard Quantity Expected (norm) Computed Δ Status
ISO 13472-1:2002 Clause 4.2 Geometrical-spreading factor Kr 0.6667 (+/-0) 0.6667 0
ISO 13472-1:2002 Annex A Maximum-sampled-area radius 1.3425 m (+/-0 m) 1.3425 m 0 m
ISO 13472-2:2010 Clause 5.4.1 Spot-tube upper usable frequency f_u 1989.4 Hz (+/-0.1 Hz) 1989.4 Hz 0 Hz
Precision sound power (ISO 3745 / 9614-3): 100% (4/4)
Standard Quantity Expected (norm) Computed Δ Status
ISO 3745:2012 Clause 10.5 EXAMPLE Expanded uncertainty U (k=2) 4.123 dB (+/-0.001 dB) 4.123 dB 0 dB
ISO 3745:2012 Eq (11) K1 background floor (6 dB edge band) 1.2563 dB (+/-0.0001 dB) 1.2563 dB 0 dB
ISO 3745:2012 Eq (16) Meteorological C1 at 23 C reference -0.1282 dB (+/-0.0001 dB) -0.1282 dB 0 dB
ISO 9614-3:2002 Eqs (5)/(8)/(9) Uniform-intensity LW recovery 80 dB (+/-0 dB) 80 dB 0 dB
Human vibration (ISO 8041 / 2631 / 5349): 100% (15/15)
Standard Quantity Expected (norm) Computed Δ Status
ISO 8041-1:2017 Table B.8 Wk design-goal factor at 6,31 Hz 1.054 (+/-0.1%) 1.0544 0
ISO 8041-1:2017 Table B.9 Wm design-goal factor at 1,585 Hz 0.9342 (+/-0.1%) 0.9342 0
ISO 8041-1:2017 Table 1 Wh factor at the 500 rad/s reference 0.202 (+/-0.15%) 0.202 0
ISO 8041-1:2017 Table B.1 Wb design-goal factor at 6,31 Hz 1.054 (+/-0.1%) 1.0545 0
ISO 8041-1:2017 Table B.1 Wb design-goal factors at 1 / 100 Hz max rel dev ≤ 0,1 % 0.000267 0
ISO 8041-1:2017 Table 1 Wc factor at the 100 rad/s reference 0.5145 (+/-0.1%) 0.5145 0
ISO 8041-1:2017 Table 1 + Table B.3 Wd factors at the 100 rad/s reference and 1 Hz max rel dev ≤ 0,1 % 0.000162 0
ISO 8041-1:2017 Table B.4 We design-goal factor at 8 Hz 0.1263 (+/-0.1%) 0.1263 0
ISO 8041-1:2017 Table B.5 Wf design-goal factors at 0,1585 / 0,1 Hz max rel dev ≤ 0,1 % 0.000098 0
ISO 8041-1:2017 Table B.7 Wj design-goal factors at 6,31 / 8 Hz max rel dev ≤ 0,1 % 0.00001 0
ISO 8041-1:2017 Table 5 + Annex B All nine weightings inside the tolerance envelope (318 printed bands) 0 bands outside the Table 5 tolerances 0 0
ISO 5349-2:2001 Example E.2.1 Single-tool daily exposure A(8) 4.1 m/s^2 (+/-0.05 m/s^2) 4.14 m/s^2 0.037 m/s^2
ISO 5349-2:2001 Example E.3 Forestry three-task A(8) 3.6 m/s^2 (+/-0.05 m/s^2) 3.61 m/s^2 0.01 m/s^2
ISO 5349-1:2001 Eq. (C.1) VWF 10 % lifetime Dy at A(8)=7 4 yr (+/-0.1 yr) 4.04 yr 0.042 yr
Directive 2002/44/EC Art. 3 HAV/WBV action & limit values HAV 2.5/5.0, WBV 0.5/1.15 m/s^2 HAV 2.5/5.0, WBV 0.5/1.15 m/s^2 0
Speech intelligibility (ANSI S3.5-1997): 100% (7/7)
Standard Quantity Expected (norm) Computed Δ Status
ANSI S3.5-1997 Table 3 Band-importance function normalisation 1 (+/-0) 1 0
ANSI S3.5-1997 clause 5.4 Equivalent masking spectrum level at 200 Hz -1.665 (+/-0.001) -1.665 0
ANSI S3.5-1997 clause 5.6 Equivalent disturbance in quiet at 5000 Hz -23.6 dB (+/-0.01 dB) -23.6 dB 0 dB
ANSI S3.5-1997 clause 6 SII, noise 30 dB plus hearing loss 40 dB 0.2185 (+/-0.0001) 0.2185 0
R CRAN 'SII' Example C.2 One-third-octave method, independent oracle 0.851375 (+/-0.0001) 0.851375 0
ANSI S3.5-1997 clause 6 SII, standard speech in quiet, normal hearing 0.99582517 (+/-0.000001) 0.99582517 0
ANSI S3.5-1997 Table 3 Loud-effort speech spectrum level at 1 kHz 42.16 dB (+/-0 dB) 42.16 dB 0 dB
Objective intelligibility (STOI / ESTOI): 100% (3/3)
Standard Quantity Expected (norm) Computed Δ Status
Taal et al. 2011 (Eq. 6, degenerate) STOI of a signal against itself = 1 (perfect correlation) 1 (+/-0.000001) 1 0
Jensen & Taal 2016 (Eq. 8, degenerate) ESTOI of a signal against itself = 1 (perfect spectral correlation) 1 (+/-0.000001) 1 0
Taal et al. 2011 (monotonicity with SNR) STOI rises from -15 dB to +25 dB SNR speech-shaped noise STOI(+25 dB) - STOI(-15 dB) > 0.2 0.462 (0.389 -> 0.851) 0
Impulsive-sound prominence (NT ACOU 112): 100% (2/2)
Standard Quantity Expected (norm) Computed Δ Status
NT ACOU 112:2002 Formula 1 Predicted prominence, OR=1000 dB/s, LD=30 dB 11.9542 (+/-0.0001) 11.9542 0
NT ACOU 112:2002 Formula 2 Adjustment KI to LAeq at prominence P=10 9 dB (+/-0 dB) 9 dB 0 dB
Impulsive-sound prominence (ISO/PAS 1996-3): 100% (2/2)
Standard Quantity Expected (norm) Computed Δ Status
ISO/PAS 1996-3:2022 3.5 Onset rate of a 30 dB ramp over 0.30 s 100 dB/s (+/-0 dB/s) 100 dB/s 0 dB/s
ISO/PAS 1996-3:2022 Formula 3 Adjustment KI of the ramp onset 7.1176 dB (+/-0 dB) 7.1176 dB 0 dB
Room noise (ANSI S12.2-2019): 100% (3/3)
Standard Quantity Expected (norm) Computed Δ Status
ANSI S12.2-2019 Table 1 NC-40 curve, tangency self-consistency 40 (+/-0) 40 0
ANSI S12.2-2019 Table D.1 RC-31 Mark II curve, 63 Hz level 51 (+/-0) 51 0
ANSI S12.2-2019 clause D.4 RC-35 curve, mid-frequency average LMF 35 (+/-0) 35 0
Hearing threshold (ISO 7029 / ISO 389-7): 100% (3/3)
Standard Quantity Expected (norm) Computed Δ Status
ISO 7029:2017 Table 1 Median threshold, male age 60 at 4 kHz 20.209 dB (+/-0.001 dB) 20.208 dB 0 dB
ISO 7029:2017 Table 2 Upper spread su, male age 60 at 1 kHz 10.153 dB (+/-0.001 dB) 10.153 dB 0 dB
ISO 389-7:2005 Table 1 Free-field reference threshold at 1 kHz 2.4 dB (+/-0 dB) 2.4 dB 0 dB
Measurement uncertainty (GUM / Supplement 1): 100% (7/7)
Standard Quantity Expected (norm) Computed Δ Status
ISO/IEC Guide 98-3-1 clause 9.2 Combined uncertainty, additive model 2 (+/-0) 2 0
ISO/IEC Guide 98-3 Table G.2 Coverage factor, p=0.99, v=16 2.92 (+/-0.005) 2.921 0.001
ISO/IEC Guide 98-3 Annex G.4 Welch-Satterthwaite effective dof 40 (+/-0) 40 0
ISO/IEC Guide 98-3 Annex H.1 End-gauge combined uncertainty uc, nm 31.71 nm (+/-0.01 nm) 31.71 nm 0.001 nm
ISO/IEC Guide 98-3 Annex H.1 End-gauge expanded uncertainty U99, nm 92.1 nm (+/-0.1 nm) 92.1 nm 0.04 nm
ISO/IEC Guide 98-3 Annex H.2 (Table H.3) Correlated V/I/phi budget: uc(R), ohm 0.071 ohm (+/-0.001 ohm) 0.071 ohm 0 ohm
ISO/IEC Guide 98-3-1 Table 3 (clause 9.2.3) Seeded Monte Carlo, rectangular sum: 95 % interval endpoint +/-3.88 (u = 2.0) +/-3.886 (u = 2.002) 0.006
Noise-induced hearing loss (ISO 1999): 100% (6/6)
Standard Quantity Expected (norm) Computed Δ Status
ISO 1999:2013 Table D.2 Median NIPTS, 4 kHz, 90 dB, 20 yr 13 dB (+/-0.5 dB) 12.9 dB -0.057 dB
ISO 1999:2013 Table D.2 Worst-10 % NIPTS, 4 kHz, 90 dB, 20 yr 18 dB (+/-0.5 dB) 17.8 dB -0.239 dB
ISO 1999:2013 Table D.4 Worst-10 % NIPTS, 3 kHz, 100 dB, 40 yr 60 dB (+/-0.5 dB) 59.8 dB -0.172 dB
ISO 1999:2013 Annex C, Formulae (C.6) to (C.8) NIPTS at 1/2/4 kHz, 90 dB, 30 yr, Q = 10 % (annex inputs) 0, 9, 19 dB 0, 9, 19 dB 0 dB
ISO 1999:2013 Annex C, Formula (C.5) Compressed 4 kHz shift, Formula (1) with the annex's H = 36 dB 13.3 dB (+/-0.1 dB) 13.3 dB 0 dB
ISO 1999:2013 Annex C, Formula (C.11) Hearing threshold level with age and noise, 1/2/4 kHz mean, Q = 10 % 31.1 dB (+/-0.1 dB) 31.1 dB 0 dB
Multiple-shock whole-body vibration (ISO 2631-5): 100% (6/6)
Standard Quantity Expected (norm) Computed Δ Status
ISO 2631-5:2018 Formula 3 Daily acceleration dose, 5 x 40 m/s2 peaks 55.97 m/s2 (+/-0.01 m/s2) 55.97 m/s2 -0.002 m/s2
ISO 2631-5:2018 Formula C.3 Stress variable R, Annex C male example 1.22 (+/-0.01) 1.22 0
ISO 2631-5:2018 Formula C.5 Injury probability, Annex C male example 0.37 (+/-0.01) 0.37 -0.003
ISO 2631-5:2018 Annex C NOTE 5 Compressive stress Sd, female example 1.4 MPa (+/-0.01 MPa) 1.4 MPa -0.001 MPa
ISO 2631-5:2018 Annex C NOTE 5 Stress variable R, female example 0.97 (+/-0.01) 0.96 -0.008
ISO 2631-5:2018 Formula 1 vs Annex D Table D.1 Seat-to-spine transfer vs the 256 Hz digital filter (0,5-80 Hz) max abs(Formula 1 - filter) ≤ 0,04 0.001 0.001
Sound absorption in enclosed spaces (EN 12354-6): 100% (2/2)
Standard Quantity Expected (norm) Computed Δ Status
EN 12354-6:2003 Formula 1 Equivalent absorption area, Annex E bare room 2.26 m2 (+/-0.01 m2) 2.26 m2 0.003 m2
EN 12354-6:2003 Formula 5 Reverberation time, Annex E bare room 2.1 s (+/-0.1 s) 2.1 s 0.003 s
Prominent discrete tones (ECMA-418-1): 100% (2/2)
Standard Quantity Expected (norm) Computed Δ Status
ECMA-418-1:2024 Clause 10 Formula (2) Critical band at 1 kHz (f1,c / f2,c / dfc) dfc 162.2 Hz (+/-0.05 Hz); edges 922.2-1084.4 Hz dfc 162.22 Hz; edges 922.2-1084.4 Hz 0.017 Hz
ECMA-418-1:2024 Clause 11.6 Formula (14) Proximity spacing dfprox at 150 / 850 Hz 23 Hz @ 150 Hz; 63.8 Hz @ 850 Hz (+/-0.5 Hz) 23.0 Hz; 63.8 Hz +0.004; +0.044 Hz
Tonal audibility (ISO/PAS 20065): 100% (11/11)
Standard Quantity Expected (norm) Computed Δ Status
ISO/PAS 20065:2016 Formulae (12)-(14) Audibility at 137.3 Hz, Annex E spectrum 1 4.99 dB (+/-0.05 dB) 5.01 dB 0.022 dB
ISO/PAS 20065:2016 Formula (13) Masking index av at 137.3 / 592.2 Hz -2.02 dB @ 137.3 Hz; -2.4 dB @ 592.2 Hz (+/-0.005 dB) -2.017 dB; -2.400 dB +0.003; +0.000 dB
ISO/PAS 20065:2016 Formula (20) Mean audibility of the five spectra, Annex E 6.96 dB (+/-0.05 dB) 6.98 dB 0.018 dB
ISO/PAS 20065:2016 Formula (6) Mean narrow-band level LS from spectrum, Table E.1 49.22 dB (+/-0.02 dB) 49.22 dB -0.001 dB
ISO/PAS 20065:2016 Clause 6 Extended uncertainty U of the 137.3 Hz tone, Table E.2 2.79 dB (+/-0.02 dB) 2.8 dB 0.006 dB
ISO/PAS 20065:2016 Formulae (28)-(29) Extended uncertainty of the mean audibility, Annex E Step 4 1.38 dB (+/-0.01 dB) 1.38 dB -0.003 dB
ISO/PAS 20065:2016 Formula (8) Tone level LT from spectrum, Table E.1 67.96 dB (+/-0.02 dB) 67.96 dB -0.005 dB
ISO/PAS 20065:2016 Clause 5.3.8 Tone detection over the spectrum, Table E.1 tones at [118.4, 137.3, 158.8] Hz tones at [118.4, 137.3, 158.8] Hz exact
ISO/PAS 20065:2016 Clause 5.3.8 Step 3 Same-band FG combination inside analyze_spectrum, Table E.2 row 2 FG 72.15 dB (+/-0.02 dB) 72.15 dB -0.002 dB
ISO/PAS 20065:2016 Formula (17) Multi-tone FG combination, Table E.1 72.15 dB (+/-0.02 dB) 72.15 dB -0.002 dB
ISO/PAS 20065:2016 Formulae (18)/(19) Two-tone separation fD (DIN 45681 Annex J), 137.3 / 212 Hz fD(137.3)=24.09, fD(212)=21.0 Hz; Annex E pair combined fD(137.3)=24.09, fD(212)=21.00 Hz; Annex E pair combined exact
Psychoacoustic annoyance & fluctuation strength (Fastl & Zwicker): 100% (3/3)
Standard Quantity Expected (norm) Computed Δ Status
Fastl & Zwicker Eqs (16.2)-(16.4) Psychoacoustic annoyance, worked (N5,S,F,R) tuple 37.0478 (+/-0.001) 37.0477 0
Fastl & Zwicker Eq (10.2) Fluctuation strength of AM broadband noise (60 dB, m=1, 4 Hz) 3.6943 vacil (+/-0.001 vacil) 3.6943 vacil 0 vacil
Fastl & Zwicker Ch. 10 / Osses et al. 2016 Fluctuation-strength calibration: 1 kHz / 60 dB / m=1 / 4 Hz AM tone 1 vacil (+/-0.05 vacil) 1 vacil 0 vacil
Electroacoustics: distortion & frequency response: 100% (20/20)
Standard Quantity Expected (norm) Computed Δ Status
IEC 60268-3:2013 (14.12.3.2) THD (rel. total RMS, the R convention the clause defines) 0.112853 (+/-0.0001) 0.112853 0
Closed-form harmonic synthesis (THD_F convention) THD (rel. fundamental, the widespread datasheet convention) 0.113578 (+/-0.0001) 0.113578 0
IEC 60268-5:2003 (20.3/20.4) Characteristic sensitivity level, 1 W into 8 ohm at 1 m (flat 90 dB) 90 dB (+/-0.000001 dB) 90 dB 0 dB
IEC 60268-5:2003 (21.2) Effective frequency range = -10 dB crossings (50 Hz / 18 kHz) 50 Hz / 18000 Hz (ref -10 dB crossings) 50.000 Hz / 18000.0 Hz -0.000 / -0.000 Hz
IEC 60268-3:2013 (14.12.5) 2nd-order harmonic distortion d2 (rel. total) 0.099361 (+/-0.0001) 0.099361 0
IEC 60268-4:2014 (11.1/11.3) Microphone sensitivity level, 12.5 mV/Pa -> 20 lg 0.0125 dB re 1 V/Pa -38.0618 dB (+/-0.00001 dB) -38.0618 dB 0 dB
IEC 60268-4:2014 (12.2) Effective frequency range = +/-3 dB tolerance crossings (40 Hz / 18 kHz) 40 Hz / 18000 Hz (+/-3 dB tolerance crossings) 40.000 Hz / 18000.0 Hz 0.000 / -0.000 Hz
IEC 60268-4:2014 (13.2.2) Directivity index of the ideal cardioid, 10 lg 3 dB (11.2.2 a integral) 4.771213 dB (+/-0.005 dB) 4.771214 dB 0 dB
IEC 60268-4:2014 (17.2) Equivalent noise level, 2.5 uV over 12.5 mV/Pa -> 200 uPa = 20 dB SPL 20 dB SPL (+/-0 dB SPL) 20 dB SPL 0 dB SPL
IEC 60268-3:2013 (14.12.7.2 g) Modulation distortion d_m,2 (arithmetic sideband sum over U_2,f2) 0.16 (+/-0.0001) 0.16 0
IEC 60268-3:2013 (14.12.7.2 h) Modulation distortion d_m,3 (arithmetic sideband sum over U_2,f2) 0.08 (+/-0.0001) 0.08 0
IEC 60268-3:2013 (14.12.8.1 a) Difference-frequency distortion d_d,2 (over U_2,ref = 2 U_2,f2) 0.03 (+/-0.0001) 0.03 0
IEC 60268-3:2013 (14.12.8.1 b) Difference-frequency distortion d_d,3 (arithmetic product sum) 0.04 (+/-0.0001) 0.04 0
IEC 60268-3:2013 (14.12.10) Total difference-frequency distortion (8 kHz / 11.95 kHz tones) 0.03605551 (+/-0.0001) 0.03605551 0
ITU-R BS.468-4 Table 1 Weighting network response at the 6.3 kHz peak (14.12.11 network) 12.2 dB (+/-0 dB) 12.2 dB 0 dB
IEC 60268-3:2013 (14.12.9) DIM of the 15 kHz / 3.15 kHz signal (Table 2, 9 products) 0.168819 (+/-0.0001) 0.168819 0
Bendat & Piersol, Random Data 4e H1 recovers a known first-order IIR gain at 1 kHz 0.8954 (+/-2%) 0.8954 0
Bendat & Piersol, Random Data 4e Ordinary coherence = 1 for a noiseless LTI path 1 (+/-0.001) 1 0
AES17-2015 (6.4.2 / 5.2.7) Idle channel noise, 1 kHz -20 dBFS tone (CCIR-RMS -5.63 dB offset) -25.63 dB (+/-0.01 dB) -25.63 dB 0 dB
AES17-2015 (6.4.1) Dynamic range, full-scale reference over a -40 dBFS residual at 2 kHz 40 dB (+/-0.6 dB) 40.41 dB 0.414 dB
Calibrated spectral analysis (Bendat & Piersol): 100% (12/12)
Standard Quantity Expected (norm) Computed Δ Status
Bendat & Piersol, Random Data 4e Eq. (5.67) White-noise autospectral density = sigma^2/(fs/2) 0.000977 (+/-3%) 0.000982 0
Bendat & Piersol, Random Data 4e Eq. (8.158) PSD random error = 1/sqrt(nd) (Monte Carlo, 100 seeded records) 0.1768 (+/-6%) 0.1764 0
Bendat & Piersol, Random Data 4e Eq. (8.163) 95% chi-square confidence interval coverage (Monte Carlo) 0.95 (+/-0.025) 0.94 -0.01
Bendat & Piersol, Random Data 4e Eqs. (9.55)/(6.39) Coherent output spectrum of a known-SNR path: gamma^2 = SNR/(1+SNR) 0.7191 (+/-0.03) 0.7255 0.006
Closed-form power-law slope (10*lg(2) dB/octave per unit exponent) Pink-noise PSD slope over 20 Hz - 20 kHz, dB/octave -3.0103 dB/oct (+/-0.05 dB/oct) -3.0116 dB/oct -0.001 dB/oct
IEC 60268-1:1985 Clause A2.1 / Table AII 5 ms burst of 5 kHz tone at 48 kHz: gate RMS = A/sqrt(2) (integral periods) 0.707107 (+/-0) 0.707107 0
Harris 1978 closed form (DFT-even Hann) Hann window ENBW = n*sum(w^2)/sum(w)^2 = 3/2 exactly 1.5 (+/-0) 1.5 0
Constant-power 1/n-octave kernel (closed form) 1/3-octave smoothed line level = Pdf/(f0(2^(1/6)-2^(-1/6))) 0.021592 (+/-1e-07%) 0.021592 0
Percival & Walden 1993, Table 382 Slepian taper concentration lambda_14(31, 8/31), quadruple-precision table 0.92943822082 (+/-0.000000000001) 0.92943822082 0
Percival & Walden 1993, Section 7.2 / Eq. (333) Multitaper white-noise density = sigma^2/(fs/2), NW=4, K=7 tapers 0.000977 (+/-3%) 0.000963 0
Percival & Walden 1993, Eq. (369a) tone calibration Multitaper 'spectrum' scaling reads a sinusoid peak at A^2/2 4.5 (+/-0.01%) 4.500003 0
Percival & Walden 1993, Eq. (370b) Adaptive multitaper dof -> 2K on white noise (weights -> uniform) 14 (+/-2%) 13.9847 -0.015
Multiple-input coherence (Bendat & Piersol): 100% (5/5)
Standard Quantity Expected (norm) Computed Δ Status
Bendat & Piersol, Random Data 4e Problem 7.2 / Eqs. (7.86)/(7.94) Conditioned coherent output of the 2nd input abs(G2y.1)^2/G22.1 = 4/3 exactly 1.333333333 (+/-0) 1.333333333 0
Bendat & Piersol, Random Data 4e Problem 7.2 / Eqs. (7.87)/(7.116) Partial coherence gamma^2_2y.1 = 2/15 and multiple coherence = 0.7 0.7 (+/-0) 0.7 0
Bendat & Piersol, Random Data 4e Eq. (7.35) with Eqs. (6.40)/(6.41) Multiple coherence of a known-SNR system: gamma^2_{y:x} = SNR/(1+SNR) 0.8889 (+/-0.03) 0.8913 0.002
Bendat & Piersol, Random Data 4e Eq. (7.117) Uncorrelated inputs: multiple coherence = sum of ordinary coherences 0 (+/-0.02) -0.0098 -0.01
Bendat & Piersol, Random Data 4e Eqs. (7.88)/(7.121) Output-power decomposition Gyy = sum of Gvi + Gnn (exact) 0 (+/-0.000000000001) 0 0
Time-frequency analysis (Bendat & Piersol): 100% (3/3)
Standard Quantity Expected (norm) Computed Δ Status
Bendat & Piersol, Random Data 4e Eq. (12.173) Spectrogram of an on-bin tone reads its mean square A^2/2 in every column 2 (+/-1e-07%) 2 0
Parseval + COLA identity (Hann taper, 75% overlap) Time-integrated STFT power = time-domain energy of an interior burst 0.236151 (+/-1e-10%) 0.236151 0
Bendat & Piersol, Random Data 4e Eqs. (11.128)-(11.130) Zoom FFT tone amplitude = demodulate-decimate-DFT chain, machine precision 0.7 (+/-1e-10%) 0.7 0
Correlation, time delay and envelope (B&P / Knapp & Carter): 100% (7/7)
Standard Quantity Expected (norm) Computed Δ Status
Bendat & Piersol, Random Data 4e Eq. (5.21) Cross-correlation peak of a 16-sample pure delay, samples 16 (+/-0.001) 16 0
Knapp & Carter 1976, Table I (PHAT) + sub-sample interpolation GCC-PHAT estimate of an exact 12.25-sample fractional delay, samples 12.25 (+/-0.005) 12.2483 -0.002
Bendat & Piersol, Random Data 4e Eq. (5.101) Cross-spectrum phase-slope estimate of the same fractional delay 12.25 (+/-0.001) 12.2498 0
Bendat & Piersol, Random Data 4e Eq. (8.120) BLWN autocorrelation coefficient at 3 samples vs sin(2piBt)/(2piBt) -0.1559 (+/-0.02) -0.1666 -0.011
Bendat & Piersol, Random Data 4e Example 8.5 Random error of the correlation peak: B=100 Hz, T=5 s, M/S=N/S=10 0.35 (+/-0.001) 0.3493 -0.001
Bendat & Piersol, Random Data 4e Table 13.1 Hilbert transform of cos recovers sin: max interior error 0 (+/-0) 0 0
Bendat & Piersol, Random Data 4e Eq. (13.27) Envelope of an AM waveform recovers 1 + mcos(2pifm*t) exactly 0 (+/-0) 0 0
Cepstrum, liftering and envelope spectrum (Havelock / B&P): 100% (3/3)
Standard Quantity Expected (norm) Computed Δ Status
Havelock 2008 Ch. 27 Fig. 21 + Mercator series of ln(1+ae^{-jtheta}) Power-cepstrum height at the echo delay = reflection coefficient a 0.4 (+/-0) 0.4 0
Havelock 2008 Ch. 87 Eq. (14): complex cepstrum, series term n = 2 Second rahmonic of a reflection a = 0.4 equals -a^2/2 -0.08 (+/-0) -0.08 0
Bendat & Piersol, Random Data 4e Sec. 13.3 (Fig. 13.11) Envelope-spectrum line of an AM tone (A0 = 2, m = 0.35) at fm 0.7 (+/-0.002) 0.7 0
Time synchronous averaging (McFadden 1987): 100% (5/5)
Standard Quantity Expected (norm) Computed Δ Status
McFadden 1987 Eq. 8 / Eq. 9: comb filter |C(f)| at a harmonic k/T Comb-filter tooth height at a harmonic equals unity (any N) 1 (+/-0) 1 0
McFadden 1987 Eq. 8: comb filter one quarter-order from a tooth, N = 2 Comb-filter magnitude = 1/sqrt(2) at order 0.25 0.70710678 (+/-0) 0.70710678 0
McFadden 1987 Sec. 4 (Fig. 5): node selection, tone at 32.05 orders N = 20 places a comb node on 32.05 orders (|C| = 0), not the power-of-2 N = 32 0 (+/-0.0000000001) 0 0
McFadden 1987 Eq. 5: exact recovery, integer samples per period Noiseless periodic waveform (M = 256) recovered to machine precision 0 (+/-0.0000000001) 0 0
McFadden 1987 Sec. 1: asynchronous-noise variance reduced by 1/N Residual noise std of the average falls as sigma/sqrt(N), N = 64 0.125 (+/-15%) 0.12414 -0.001
Data qualification and Rice statistics (Bendat & Piersol): 100% (8/8)
Standard Quantity Expected (norm) Computed Δ Status
Bendat & Piersol, Random Data 4e Example 4.4 Reverse arrangements of the 20-observation sequence 86 (+/-0) 86 0
Bendat & Piersol, Random Data 4e Table A.6 Lower percentage point A(20; 0.975) at alpha = 0.05 64 (+/-0) 64 0
Bendat & Piersol, Random Data 4e Table A.6 Upper percentage point A(20; 0.025) at alpha = 0.05 125 (+/-0) 125 0
Wald & Wolfowitz 1940 exact run distribution Runs acceptance region for n1 = n2 = 10, alpha = 0.05: lower point 6 (+/-0) 6 0
Wald & Wolfowitz 1940 exact run distribution Runs acceptance region for n1 = n2 = 10, alpha = 0.05: upper point 15 (+/-0) 15 0
Bendat & Piersol, Random Data 4e Example 5.13 / Eq. (5.195) Zero-crossing rate of bandlimited noise (fc = 1 kHz, B = 400 Hz) 2013 (+/-1%) 2013 -0.551
Bendat & Piersol, Random Data 4e Example 5.12 Apparent frequency of low-pass noise (B = 2 kHz) = 0.577 B 1155 (+/-1%) 1159 3.911
Bendat & Piersol, Random Data 4e Example 5.14 / Eq. (5.206) Prob[positive peak > 4 sigma] of a narrow bandwidth record 0.000335 (+/-0.00001) 0.000334 0
Underwater acoustics (ISO 18405/17208/18406): 100% (6/6)
Standard Quantity Expected (norm) Computed Δ Status
ISO 18405:2017 / ISO 18406 Formula 7 Sound pressure level of a synthetic tone, dB re 1 µPa 123.0103 (+/-0.0001) 123.0103 0
ISO 18405:2017 / ISO 18406 Formulae 3-4 Sound exposure level of a 2 s tone, dB re 1 µPa²·s 120 (+/-0.001) 120 0
ISO 18406:2017 (6.4.2.1.3) Peak sound pressure level of a known waveform, dB re 1 µPa 129.5424 (+/-0.0001) 129.5424 0
ISO 17208-1:2016 Radiated noise level from RMS pressure and distance, dB re 1 µPa·m 46.0206 (+/-0.0001) 46.0206 0
ISO 17208-2:2019 (Formula 3) Lloyd's-mirror surface correction ΔL at a known k·d_s -3.5211 (+/-0.0001) -3.5211 0
ISO 18406:2017 (Formulae 8-9) Cumulative SEL of N identical strikes = SEL_ss + 10·lg(N) 196.9897 (+/-0) 196.9897 0
Underwater sound propagation (transmission loss): 100% (15/15)
Standard Quantity Expected (norm) Computed Δ Status
Mackenzie (1981) nine-term equation Speed of sound at 25 °C, 35 ‰, 1000 m (canonical check value), m/s 1550.744 m/s (+/-0.01 m/s) 1550.744 m/s 0 m/s
UNESCO/Chen-Millero vs Mackenzie Sound-speed agreement at 10 °C, 35 ‰, 1000 m (cross-model), m/s 1506.264 m/s (+/-1 m/s) 1506.524 m/s 0.261 m/s
Del Grosso (1974) vs Mackenzie Sound-speed agreement at 10 °C, 35 ‰, 1000 m (cross-model), m/s 1506.264 m/s (+/-1 m/s) 1506.313 m/s 0.049 m/s
Spherical spreading 20·lg(R) Geometrical spreading loss at R = 1000 m, dB 60 dB (+/-0 dB) 60 dB 0 dB
Thorp (1967) absorption Volume absorption α at 10 kHz (cold deep water), dB/km 1.1498 dB/km (+/-0 dB/km) 1.1498 dB/km 0 dB/km
Ainslie-McColm (1998) vs Francois-Garrison (1982) Absorption agreement at 10 kHz, 10 °C, 35 ‰, 0 m, pH 8, dB/km 0.9626 dB/km (+/-0.0963 dB/km) 0.9866 dB/km 0.024 dB/km
Francois-Garrison (1982) Part II Table IV Absorption α at 100 kHz, 10 °C, 35 ‰, 0 m, pH 8 (printed value), dB/km 33.6 dB/km (+/-0.05 dB/km) 33.63 dB/km 0.03 dB/km
Del Grosso refit (Wong-Zhu 1995 Table IV) c(t90 = 20 °C, S = 35, P = 500 bar) vs the printed check table, m/s 1603.679 m/s (+/-0.001 m/s) 1603.679 m/s 0 m/s
Wales-Heitmeyer (2002) ensemble spectrum Merchant-ship source PSD at 100 Hz (printed equation), dB re 1 µPa²/Hz 158.45 dB (+/-0.001 dB) 158.45 dB 0 dB
Passive sonar equation (Urick/Etter) Figure of merit SL − (NL − DI) − DT, dB 85 dB (+/-0 dB) 85 dB 0 dB
Seabed reflection (Rayleigh, normal incidence) Bottom loss at 90° grazing, sand ρ=1900 c=1650 over water, dB 9.0506 dB (+/-0 dB) 9.0506 dB 0 dB
Wenz wind noise (rule of fives) Wind spectrum level at 1 kHz, 5 kn (canonical anchor), dB re 1 µPa²/Hz 51.0206 dB (+/-0.0001 dB) 51.0206 dB 0 dB
Mellen thermal noise Thermal spectrum level at 50 kHz, 16.85 °C (physical), dB re 1 µPa²/Hz 19.3426 dB (+/-0 dB) 19.3426 dB 0 dB
JOMOPANS-ECHO ship source level Bulker V=13.5 kn L=211 m band level at 1 kHz (File S1 oracle), dB re 1 µPa m 161.394 dB (+/-0.01 dB) 161.394 dB 0 dB
UNESCO sound speed (EOS-80 canonical value) SVEL(S = 40, T68 = 40 °C, P = 1000 bar) vs Fofonoff & Millard 1983, m/s 1731.995 m/s (+/-0.02 m/s) 1732.004 m/s 0.009 m/s
Underwater numerical propagation (modes / rays / PE): 100% (4/4)
Standard Quantity Expected (norm) Computed Δ Status
Normal modes vs ideal waveguide Fundamental horizontal wavenumber kr1 at 20 Hz, 100 m (analytic), rad/m 0.077662 rad/m (+/-0.0001 rad/m) 0.077662 rad/m 0 rad/m
Normal modes vs image-source oracle Absolute TL at 1 km in the ideal waveguide (converged image sum), dB 48.238 dB (+/-0.02 dB) 48.239 dB 0.001 dB
Ray tracing vs linear gradient Turning depth of a 10° ray, c = 1500 + 0.05z (circular arc), m 462.8 m (+/-1 m) 462.8 m 0 m
Parabolic equation vs free field PE transmission loss at 2 km, homogeneous medium (spherical spreading), dB 66.021 dB (+/-0.1 dB) 66.021 dB 0 dB
Aircraft noise (ICAO Annex 16 / IEC 61265): 100% (15/15)
Standard Quantity Expected (norm) Computed Δ Status
ECAC Doc 29 noise fraction (half path) Finite-segment correction ΔF for a perpendicular foot at the segment start, dB -3.0103 dB (+/-0.001 dB) -3.0103 dB 0 dB
ECAC Doc 29 single-event chain SEL of a long level flyover vs the infinite-path limit LE∞ + ΔI − Λ, dB 83.444 dB (+/-0.01 dB) 83.444 dB 0 dB
ECAC Doc 29 impedance adjustment (standard atmosphere) Acoustic-impedance adjustment of NPD data at 15 °C / 101.325 kPa (Eq. 4-6/4-7), dB 0.074 dB (+/-0.0005 dB) 0.0741 dB 0 dB
ECAC Doc 29 reference workbook (segment Λ) Lateral attenuation of a climbing segment vs the ECAC Vol 3 Part 1 workbook, dB 6.3769 dB (+/-0.01 dB) 6.3769 dB 0 dB
ECAC Doc 29 start-of-roll directivity (jet) ΔSOR behind a takeoff ground-roll segment vs the Vol 3 Part 1 workbook, dB 0.3196 dB (+/-0.01 dB) 0.3196 dB 0 dB
ECAC Doc 29 start-of-roll directivity (turboprop) ΔSOR behind a takeoff ground-roll segment (turboprop, Eq. 4-24b), dB 1.0943 dB (+/-0.01 dB) 1.0944 dB 0 dB
ECAC Doc 29 workbook event assembly (JETFDS/R03, behind SOR) Energy sum of the reference per-segment SELs vs the B-1 event total, dB 74.73 dB (+/-0.01 dB) 74.733 dB 0.003 dB
SAE ARP 5534 band-attenuation continuity SAE-Method δ_B at the 150 dB branch split (Eq. 7 vs Eq. 8), dB 123.95 dB (+/-0.01 dB) 123.953 dB 0.003 dB
EASA ANP database round-trip Interpolated NPD level at a tabulated node vs the published ANP value, dB 98.8 dB (+/-0 dB) 98.8 dB 0 dB
ECAC Doc 29 NPD interpolation Log-linear NPD level at the log-midpoint distance (Eq. 4-4), dB 97 dB (+/-0 dB) 97 dB 0 dB
SAE ARP 5534 pure-tone coefficient (ISO 9613-1) Mid-band α at 1 kHz, 25 °C, 70 % RH, 101.325 kPa, dB/m 0.006186 dB/m (+/-0 dB/m) 0.006186 dB/m 0 dB/m
ICAO Annex 16 Vol. I App. 2 Table A2-3 Perceived noisiness at SPL(b), 1 kHz band, in noys 1 (+/-0) 1 0
ICAO Doc 9501 ETM Vol. I Table 3-7 Tone correction of the turbofan example, dB 2 (+/-0) 2 0
ICAO Doc 9501 ETM Vol. I Table 4-4 Integrated-method reference EPNL, EPNdB 92.619 EPNdB (+/-0.01 EPNdB) 92.619 EPNdB 0 EPNdB
IEC 61265:1995 Table 1 Directional-response tolerance at 4 kHz / 90°, dB 2 dB (+/-0 dB) 2 dB 0 dB
Rotorcraft noise (ECAC Doc 32 / NORAH2): 100% (12/12)
Standard Quantity Expected (norm) Computed Δ Status
ECAC Doc 32 atmospheric attenuation (Table 4) ΔLa over a 1 km excess path at 1 kHz vs the NORAH2 guidance Table 4, dB 6.3 dB (+/-0.2 dB) 6.186 dB -0.114 dB
ECAC Doc 32 spherical spreading ΔLs at ten times the 60 m hemisphere reference distance (Eq. 24), dB -20 dB (+/-0 dB) -20 dB 0 dB
ECAC Doc 32 ground effect (rigid limit) ΔLg over a rigid surface at grazing incidence tends to +6 dB (Eq. 29), dB 6 dB (+/-1 dB) 6 dB 0.002 dB
ECAC Doc 32 propagation chain (NORAH2 prototype) LA of a single-hemisphere emission vs the NORAH2 prototype single-event history (R22 approach, 223.66 m slant), dB(A) 55.87 dB(A) (+/-0.1 dB(A)) 55.886 dB(A) 0.016 dB(A)
ECAC Doc 32 flight-condition interpolation (NORAH2 Eq. 8) Distance-scaled triangle blend of three uniform hemispheres, hand-checked, dB 97.0367 dB (+/-0.001 dB) 97.0364 dB 0 dB
ECAC Doc 32 flight-path kinematics (Eq. 17) Airspeed of a straight climbing track, 40 m/s ground speed at a 5° path angle, m/s 40.15279 m/s (+/-0.0001 m/s) 40.15279 m/s 0 m/s
ECAC Doc 32 retarded time (Eq. 22) Recorded-time delay at 100 m slant distance, r/c with c = 346.1 m/s, s 0.288934 s (+/-0.00001 s) 0.288934 s 0 s
ECAC Doc 32 single event (Eq. 27) SEL − LASmax of a constant-speed level flyover, 10·lg(π·d/V) closed form, dB 7.982 dB (+/-0.1 dB) 7.942 dB -0.04 dB
NORAH2 guidance mean ground plane (Eq. 36-40) Intercept of the plane fitted to a symmetric 20 m roofline, hand-checked, m 10 m (+/-0 m) 10 m 0 m
NORAH2 guidance mean flow resistivity (Eq. 41) Log-average of equal 1e4 and 1e6 Pa·s/m2 halves, hand-checked, Pa·s/m2 100000 Pa·s/m² (+/-0 Pa·s/m²) 100000 Pa·s/m² 0 Pa·s/m²
NORAH2 guidance diffraction at grazing (Eq. 42) Pure diffraction with the edge on the line of sight, 10·lg 3, dB 4.7712 dB (+/-0.0001 dB) 4.7712 dB 0 dB
NORAH2 guidance screening path difference (§A.4.5) Rubber-band delta over a 40 m hill, hand-checked geometry, m 4.2848 m (+/-0 m) 4.2848 m 0 m
Wind-turbine noise (IEC 61400-11): 100% (3/3)
Standard Quantity Expected (norm) Computed Δ Status
IEC 61400-11:2012 Formula 30 Critical bandwidth about a 500 Hz tone, Hz 117.255 Hz (+/-0 Hz) 117.255 Hz 0 Hz
IEC 61400-11:2012 Formula 26 Apparent sound power level of a single band, dB re 1 pW 148.5139 dB (+/-0.0001 dB) 148.5139 dB 0 dB
IEC 61400-11:2012 Formulae 31-34 Tonal audibility of a synthetic clean tone, dB 16.38 dB (+/-0.06 dB) 16.38 dB -0.001 dB
Porous & multilayer absorbers (Mechel / Bies / Cox & D'Antonio): 100% (10/10)
Standard Quantity Expected (norm) Computed Δ Status
Bies 5e App. D Table D.1 / Mechel 2e G.11 (2) Delany-Bazley normalised Zc at X = 0.1, real part 1.3241 (+/-0) 1.3241 0
Bies 5e App. D Table D.1 / Mechel 2e G.11 (2) Delany-Bazley normalised Zc at X = 0.1, imaginary part -0.4694 (+/-0) -0.4694 0
Miki 1990 Eqs. (30)-(34) Miki normalised wavenumber at f/sigma = 0.1, real part 1.4523 (+/-0) 1.4523 0
Johnson et al. 1987 / Cox & D'Antonio 3e Eq. (6.19) JCA static viscous limit j w rho_e -> sigma, Pa s/m2 20000 Pa s/m2 (+/-0.01%) 20000 Pa s/m2 0 Pa s/m2
Mechel 2e Sect. D.3 Eq. (1) Hard-backed layer: TMM vs -j Zc cot(kd), max rel deviation 0 (+/-0) 0 0
Lossless-layer limit (Mechel 2e Sect. D.3-D.4) Air cavity over a rigid wall at lambda/4: alpha 0 (+/-0) 0 0
Mechel 2e Sect. D.5 Maximum statistical absorption of a locally reacting plane 0.951 (+/-0.001) 0.951 0
Cox & D'Antonio 3e Eq. (7.9) Membrane resonance 60/sqrt(m d), m = 5 kg/m2, d = 5 cm, Hz 120 Hz (+/-2%) 119.85 Hz -0.15 Hz
Maa 1998 Fig. 5 / Cox & D'Antonio 3e Fig. 7.28 Microperforated panel (d=t=0.2 mm, b=2.5 mm, D=6 cm): peak alpha 0.95 (+/-0.05) 0.956 0.006
Maa 1998 Eqs. (5a)/(10) MPP peak absorption vs 4r/(1+r)^2 with Maa's printed resistance 4r/(1+r)^2 = 0.949 0.956 0.007
Slow-sound perfect absorbers (Jimenez et al. Appl. Sci. 2017): 100% (3/3)
Standard Quantity Expected (norm) Computed Δ Status
Jimenez et al. Appl. Sci. 2017 Eq. (9) Critical coupling: alpha at the design frequency (300 Hz, normal) 1 (+/-0.001) 1 0
Poiseuille limit (Stinson 1991) Slit: j w rho_s -> 12 eta / h^2 as w -> 0 (h = 1.2 mm) 153.3 Pa s/m2 (+/-0.1%) 153.3 Pa s/m2 0 Pa s/m2
Poiseuille limit (Stinson 1991) Square duct: j w rho -> 28.454 eta / w^2 as w -> 0 (w = 3 mm) 58.2 Pa s/m2 (+/-0.2%) 58.2 Pa s/m2 0 Pa s/m2
Program loudness (ITU-R BS.1770 / EBU R 128): 100% (8/8)
Standard Quantity Expected (norm) Computed Δ Status
ITU-R BS.1770-5 Annex 1 997 Hz sine at 0 dB FS on the left channel, LKFS -3.01 LKFS (+/-0.01 LKFS) -3.01 LKFS 0 LKFS
EBU Tech 3341:2023 Table 1 case 1 Integrated loudness of the -23 dBFS stereo sine, LUFS -23 LUFS (+/-0.1 LUFS) -22.99 LUFS 0.007 LUFS
EBU Tech 3341:2023 Table 1 case 5 Gated integrated loudness of the -26/-20/-26 dBFS steps, LUFS -23 LUFS (+/-0.1 LUFS) -22.98 LUFS 0.021 LUFS
EBU Tech 3341:2023 Table 1 case 6 Integrated loudness of the 5.0-channel sine (Table 3 weights), LUFS -23 LUFS (+/-0.1 LUFS) -23.02 LUFS -0.016 LUFS
EBU Tech 3341:2023 Table 1 case 15 True-peak level of the fs/4 sine at 0.5 FFS, dBTP -6 dBTP (+0.2/-0.4 dB) -6.02 dBTP -0.015 dBTP
EBU Tech 3341:2023 Table 1 case 19 True-peak level of the fs/4 sine at 1.41 FFS, dBTP 3 dBTP (+0.2/-0.4 dB) 3 dBTP 0.001 dBTP
EBU Tech 3342:2023 Table 1 case 1 Loudness range of the -20/-30 dBFS tone steps, LU 10 LU (+/-1 LU) 10 LU 0 LU
EBU Tech 3342:2023 Table 1 case 3 Loudness range of the -40/-20 dBFS tone steps, LU 20 LU (+/-1 LU) 20 LU 0 LU
2D FDTD wave simulation (Attenborough & Van Renterghem 2021, Ch. 4): 100% (2/2)
Standard Quantity Expected (norm) Computed Δ Status
Rigid rectangular box eigenfrequency Mode (1,1) of a 1.0 x 0.7 m rigid box, f = (c/2)*sqrt(1/lx^2 + 1/ly^2), Hz 299.06 Hz (+/-1.5 Hz) 298.91 Hz -0.153 Hz
Free-field pulse arrival delay Probe-to-probe delay of a pulse over 0.6 m of air, (r2 - r1)/c, ms 1.749 ms (+/-0.05 ms) 1.756 ms 0.007 ms
Swept-sine distortion & phase utilities (Farina / Novak): 100% (7/7)
Standard Quantity Expected (norm) Computed Δ Status
Farina 2000 / Novak et al. 2015 (Chebyshev identity) 3rd-harmonic response H3 magnitude of a cubic polynomial, re a3/4 0.05 (+/-0.0005) 0.05001 0
Novak et al. 2015, JAES 63(10), Eqs. 18/49 Synchronized-sweep phase of H3 (Chebyshev: -sin(3wt)), rad 3.1416 rad (+/-0.005 rad) 3.1411 rad 0 rad
Farina 2000, AES 108th Conv. (THD from one sweep) THD(1 kHz) of the polynomial vs sqrt((a2/2)^2+(a3/4)^2)/(1+3a3/4) 0.06149 (+/-0.001) 0.06159 0
Farina 2000 (distortion rejected from the linear IR) THD floor of a purely linear path (gain 0.5), max over 100-2000 Hz 0 (+/-0.001) 0.00033 0
Bendat & Piersol, Random Data 4e Sec. 13.1.4 (Hilbert relation) Min-phase reconstruction of a strictly min-phase biquad, max err, rad 0 rad (+/-0 rad) 0 rad 0 rad
First-order allpass closed form (1-a^2)/(1+2a cos w+a^2) Group delay of the a = 0.5 allpass at w = pi/2, samples 0.6 (+/-0.00001) 0.6 0
All-pass decomposition of a pure latency (B&P Sec. 13.1.4) Excess group delay of a biquad delayed 7.25 samples, samples 7.25 (+/-0) 7.25 0
Spherical ground & barriers (Attenborough / Salomons / Bies): 100% (7/7)
Standard Quantity Expected (norm) Computed Δ Status
Attenborough 2e Eq. (2.40c) (spherical Q, hard-ground limit) abs(Q) as Z grows large (Rp -> 1 so (1 - Rp) -> 0 and Q -> 1) 1 (+/-0.000001) 1 0
Salomons 2001 Sec. 3.4 (two-ray field over a rigid ground) dL enhancement at small path difference (constructive, +6 dB) 6.0206 dB (+/-0.1 dB) 6.0205 dB 0 dB
Salomons 2001 Eq. (D.59) (plane-wave Rp, grazing incidence) Re(Rp) at grazing (hs, hr -> 0, cos(theta) -> 0 so Rp -> -1) -1 (+/-0.001) -1 0
Salomons 2001 Fig. D.3 (grassland ground dip, sigma = 200 kPa s/m2) Minimum dL for hs = hr = 2 m, r = 100 m (dip near 395 Hz), dB -12.7 dB (+/-0.3 dB) -12.72 dB -0.022 dB
Bies 5e Eq. (5.138) (Kurze-Anderson, N -> 0) Barrier attenuation at the shadow boundary N = 0 5 dB (+/-0 dB) 5 dB 0 dB
Bies 5e Eq. (5.138) (Kurze-Anderson, large-N slope) Delta(N=10) - Delta(N=1) vs the 10 lg(10) = 10 dB decade growth 10 dB (+/-0.5 dB) 9.8845 dB -0.116 dB
Attenborough 2e Eqs. (9.19)-(9.20) (rigid half-plane, shadow boundary) Exact thin-screen insertion loss at grazing (field halved, 6 dB) 6.0206 dB (+/-0.6 dB) 5.7932 dB -0.227 dB
Panel & aperture sound insulation (Bies / Hopkins / Cremer): 100% (11/11)
Standard Quantity Expected (norm) Computed Δ Status
Bies 5e Eq. 7.40 (mass law) 6 dB per octave (500 -> 1000 Hz) 6.0206 dB (+/-0.01 dB) 6.02 dB -0.001 dB
Bies 5e Eq. 7.40 (mass law) 6 dB per doubling of mass 6.0206 dB (+/-0.01 dB) 6.02 dB -0.001 dB
Bies 5e Eq. 7.42 (field incidence) One-third-octave correction 5.5 dB 5.5 dB (+/-0.001 dB) 5.5 dB 0 dB
Hopkins Eq. 2.201 / Bies Eq. 7.3 Coincidence frequency, 6 mm glass 2079 Hz (+/-3%) 2107.3639 Hz 28.364 Hz
Cremer Table 5.1 Thin-plate point impedance Z = 8 sqrt(B' m'') 2529.8221 N.s/m (+/-0 N.s/m) 2529.8221 N.s/m 0 N.s/m
Cremer Table 5.1 Infinite-beam mobility phase -45 deg -45 deg (+/-0 deg) -45 deg 0 deg
Hopkins Eq. 2.229 (Leppington/Maidanik) Radiation efficiency at f = 2 fc 1.4142 (+/-0) 1.4142 0
Bies Eq. 7.62 / Hopkins Eq. 4.73 Mass-air-mass resonance f0, empty cavity 76.9484 Hz (+/-0.5%) 76.8521 Hz -0.096 Hz
Bies Eq. 7.64 (double wall) Below f0 = mass law of the combined mass 11.6144 dB (+/-0 dB) 11.6144 dB 0 dB
Hopkins Eq. 4.92 (composite) 1 % open area caps R at 10 lg(S/Sa) 20 dB (+/-0.05 dB) 19.9996 dB 0 dB
Hopkins Eq. 4.99/4.101 (Gomperts slit) Transmission maximum at first resonance 1544.9615 Hz (+/-15 Hz) 1542.9615 Hz -2 Hz
Bending-wave plate-junction transmission (Cremer / Craik / Hopkins): 100% (6/6)
Standard Quantity Expected (norm) Computed Δ Status
Hopkins Eq. 5.12 (identical plates) X-junction corner tau12(0 deg) = 1/8 0.125 (+/-0) 0.125 0
Hopkins Eqs 5.12 + 5.6 (identical plates) X-junction corner angular average = 1/12 0.0833 (+/-0) 0.0833 0
Hopkins Eqs 5.12 + 5.6 (identical plates) L-junction corner angular average = 1/3 0.3333 (+/-0) 0.3333 0
Hopkins Eq. 5.14 (identical plates) In-line junction tau12(0 deg) = 1 1 (+/-0) 1 0
Hopkins Eq. 5.7 (SEA consistency) X-junction reciprocity tau_bar_12 / tau_bar_21 = chi 1.5 (+/-0) 1.5 0
Hopkins Eq. 5.116 (identical plates, fc_j = f_ref) X-junction vibration reduction index = 10 lg(12) 10.7918 dB (+/-0 dB) 10.7918 dB 0 dB
Atmospheric refraction (Salomons rays / GFPE): 100% (3/3)
Standard Quantity Expected (norm) Computed Δ Status
Salomons Sec. 4.4 (ray turning height, linear profile) Turning height of a 10 deg ray vs Rc(1 - cos theta0) (circular arc), m 26.457 m (+/-0.1 m) 26.457 m 0 m
Salomons Eq. (3.4) (GFPE vs spherical-wave ground effect, homogeneous) PE relative level at 500 m over grassland vs Weyl-Van der Pol, dB -16.368 dB (+/-0.5 dB) -16.402 dB -0.035 dB
Salomons Eq. (3.4) (GFPE hard ground vs two-ray, homogeneous) PE relative level at 500 m over a rigid ground vs the coherent two-ray, dB 5.997 dB (+/-0.6 dB) 5.593 dB -0.405 dB
Electroacoustics: 100% (6/6)
Standard Quantity Expected (norm) Computed Δ Status
Beranek & Mellow 2e Eq. (13.117) Piston resistance R1(x) = 1 - 2 J1(x)/x at x = 2ka = 2 0.423275 (+/-0.00001) 0.423275 0
Beranek & Mellow 2e Eq. (13.118) Piston reactance X1(x) = 2 H1(x)/x at x = 2ka = 2 0.646764 (+/-0.00001) 0.646764 0
Beranek & Mellow 2e Eq. (13.117) (low-frequency limit) R1 -> (ka)^2/2 as ka -> 0 (x = 0.02, ka = 0.01) 0.00005 (+/-0.01%) 0.00005 0
Beranek & Mellow 2e Eq. (4.151) Radiation mass M = 8 rho a^3 / 3 (a = 0.1 m, rho = 1.206) 0.003216 kg (+/-0 kg) 0.003216 kg 0 kg
Beranek & Mellow 2e Eq. (13.102), Table 14.1 First directivity null at ka sin(theta) = 3.8317 (first zero of J1) 0 (+/-0.000001) 0 0
Beranek & Mellow 2e §4.19 (half-space baffle) Directivity index DI -> 10 lg 2 = 3.01 dB as ka -> 0 3.0103 dB (+/-0.001 dB) 3.0103 dB 0 dB
Industrial noise control: 100% (9/9)
Standard Quantity Expected (norm) Computed Δ Status
Bies 5e Eq. (8.111) Expansion-chamber peak TL = 10 lg[1 + (1/4)(m - 1/m)^2], m = 4 at kL = pi/2 6.5472 dB (+/-0 dB) 6.5472 dB 0 dB
Bies 5e Eq. (8.111) Expansion-chamber trough TL = 0 at kL = pi (chamber transparent) 0 dB (+/-0 dB) 0 dB 0 dB
Bies 5e Eq. (8.44) / Example 8.1 Quarter-wave tube tuning f = c/(4 l_e), l_e = 1.516 m -> 56.6 Hz 56.6 Hz (+/-0.1 Hz) 56.6 Hz 0.003 Hz
Bies 5e Eq. (8.46) Helmholtz resonance f0 = (c/2pi) sqrt(S/(l_e V)) (S=1e-4, l_e=0.02, V=1e-3) 122.067 Hz (+/-0 Hz) 122.067 Hz 0 Hz
Bies 5e Eq. (8.73) Side-branch TL = 20 lg abs(1 + rho c/(2 Sd Zb)) (QWT branch, closed form) 0.1638 dB (+/-0 dB) 0.1638 dB 0 dB
Bies 5e Eqs. (8.141)/(8.148) (four-pole insertion loss) Insertion loss = transmission loss for the anechoic reference Zs=Zr=rho c/S 6.2498 dB (= TL) 6.2498 dB 0 dB
Bies 5e Eq. (8.275) (Wells' plenum method) Plenum TL = -10 lg[S_out(cos0/pi r^2 + (1-a)/(Sw a))] (S_out=.1,r=1,Sw=20,a=.2) 12.8541 dB (+/-0 dB) 12.8541 dB 0 dB
Bies 5e Table 8.14 (ASHRAE end reflection, flush) Duct end reflection D = 200 mm at 125 Hz = 10 dB (table node) 10 dB (+/-0 dB) 10 dB 0 dB
Bies 5e Eqs. (7.103), (7.111) (enclosure, fully absorbing limit) Enclosure correction C -> 10 lg 0.3 = -5.23 dB as alpha_i -> 1 -5.2288 dB (+/-0.001 dB) -5.2288 dB 0 dB

Tests & coverage — 34506 tests, 0 failures (✅ all green)
Python Version Tests Failures Coverage Status
macos-latest-3.13 5751 0 96.8% ✅ Passed
macos-latest-3.14 5751 0 96.8% ✅ Passed
ubuntu-latest-3.13 5751 0 96.8% ✅ Passed
ubuntu-latest-3.14 5751 0 96.8% ✅ Passed
windows-latest-3.13 5751 0 96.8% ✅ Passed
windows-latest-3.14 5751 0 96.8% ✅ Passed

Conformance harness: scripts/conformance_report.py · full CI artifacts

…smoke tests

The three-column edit had also widened the panel loop of the original
animate_fdtd_diffusion, which would crash its next render; the loop is
back to two panels and the function is again identical to main. The
Table-1 rows are hoisted into one shared constant, the trail reference
is guarded against a silent zero, the GPU history is preallocated, the
metadiffuser docstrings document resonator_geometry and the drawing
orientation, the citation carries the accented author names, and the
new plot renderers gained smoke tests in both languages (the SonarCloud
coverage gap) together with the hoisted constructions and helper
extractions the analysis asked for.
@github-actions github-actions Bot added the ci Workflows, linting and developer tooling label Jul 28, 2026
@jmrplens

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Review addressed in 2bdde65:

  • The critical catch was real and is fixed: the three-column edit had also widened the panel loop of the original animate_fdtd_diffusion; that function is now byte-identical to main again (verified by extracting both versions and diffing), and the metadiffuser clip keeps its own three-column loops.
  • Applied: accented author names in the mirrored citation, Table-1 rows hoisted into one shared constant, zero-guard on the trail reference, preallocated GPU envelope history, resonator_geometry documented in the three public docstrings, corrected cross-section orientation in the drawing docstring, and the animate docstring no longer claims 1 mm or diffusion-coefficient equality.
  • The SonarCloud round is covered too: helper extractions for the two cognitive-complexity findings, hoisted constructions in the exception tests, the per-file S107 entry for the metadiffuser module (13-parameter mirror of its slow-sound sibling plus the geometry switch), and smoke tests for both new plot renderers in both languages, which closes the new-code coverage gap; the generated API reference is regenerated on the rebased tree.

On "plot_metadiffuser_geometry is not the new renderer": not applied, it is a false positive. That name exists in src/phonometry/_plot/geometry.py as the retained-geometry wrapper (it validates wells/depth/period and delegates to plot_metadiffuser_panel_geometry), and the new smoke test exercises MetadiffuserResult.plot_geometry() end to end, including the ValueError path for hand-built results.

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Caution

Some comments are outside the diff and can’t be posted inline due to platform limitations.

⚠️ Outside diff range comments (2)
site/src/content/docs/reference/api/materials/metadiffuser.md (1)

37-53: 📐 Maintainability & Code Quality | 🟡 Minor | ⚡ Quick win

Document resonator_geometry in all three parameter tables.

The signatures expose resonator_geometry, but the tables for metadiffuser_diffusion_spectrum, metadiffuser_polar_response, and metadiffuser_reflection omit it. Add the parameter description and regenerate this API page so users can discover the "slit" default and "square" alternative.

Suggested additions
 | `periods` | Number of repetitions `N_p` of the single period. |
+| `resonator_geometry` | `"slit"` by default for two-dimensional resonators, or `"square"` for square-duct necks and cavities. |

Apply the equivalent row to all three parameter tables.

Also applies to: 65-81, 88-104, 118-132, 139-153, 167-181

🤖 Prompt for AI Agents
Verify each finding against current code. Fix only still-valid issues, skip the
rest with a brief reason, keep changes minimal, and validate.

In `@site/src/content/docs/reference/api/materials/metadiffuser.md` around lines
37 - 53, Update the parameter tables for metadiffuser_diffusion_spectrum,
metadiffuser_polar_response, and metadiffuser_reflection to include
resonator_geometry, documenting "slit" as the default and "square" as the
alternative, then regenerate the API page so all three tables expose the
parameter.
scripts/generate_graphs.py (1)

12722-12735: 🔒 Security & Privacy | 🟠 Major | ⚡ Quick win

Prevent configuration values from being evaluated by the local shell.

Line 12731 embeds q_target, q_dir, and q_image inside a local double-quoted command. A configured value containing $(...) is expanded by the wrapper before ssh starts; shlex.quote() does not protect values in that context. This enables local command execution when GPU environment configuration is CI- or .env-controlled.

Suggested direction
+target={q_target}
+image={q_image}
+workdir={q_dir}
 ...
-ssh -o BatchMode=yes -- {q_target} \
-    "mkdir -p {q_dir} && docker run --rm -i --gpus all \
-     -v {q_dir}:/work {q_image}$quoted /work/$rid"
-scp -q -- {q_target}:{q_dir}/"$rid" "$out"
-ssh -o BatchMode=yes -- {q_target} "rm -f {q_dir}/$rid"
+remote_cmd=$(printf 'mkdir -p %q && docker run --rm -i --gpus all -v %q:/work %q' \
+    "$workdir" "$workdir" "$image")
+remote_cmd+="$(printf ' %q' "${args[@]}")"
+remote_cmd+=" $(printf '%q' "/work/$rid")"
+ssh -o BatchMode=yes -- "$target" "$remote_cmd"
+scp -q -- "$target:$workdir/$rid" "$out"
+ssh -o BatchMode=yes -- "$target" "$(printf 'rm -f %q' "$workdir/$rid")"
🤖 Prompt for AI Agents
Verify each finding against current code. Fix only still-valid issues, skip the
rest with a brief reason, keep changes minimal, and validate.

In `@scripts/generate_graphs.py` around lines 12722 - 12735, Update the generated
script around q_target, q_dir, and q_image so configuration values are passed to
the remote shell as safely quoted arguments or environment values, rather than
interpolated inside the local double-quoted ssh command. Ensure the remote
command quotes those received values before using them, preventing local command
substitution while preserving the docker, scp, and cleanup flow.
🤖 Prompt for all review comments with AI agents
Verify each finding against current code. Fix only still-valid issues, skip the
rest with a brief reason, keep changes minimal, and validate.

Outside diff comments:
In `@scripts/generate_graphs.py`:
- Around line 12722-12735: Update the generated script around q_target, q_dir,
and q_image so configuration values are passed to the remote shell as safely
quoted arguments or environment values, rather than interpolated inside the
local double-quoted ssh command. Ensure the remote command quotes those received
values before using them, preventing local command substitution while preserving
the docker, scp, and cleanup flow.

In `@site/src/content/docs/reference/api/materials/metadiffuser.md`:
- Around line 37-53: Update the parameter tables for
metadiffuser_diffusion_spectrum, metadiffuser_polar_response, and
metadiffuser_reflection to include resonator_geometry, documenting "slit" as the
default and "square" as the alternative, then regenerate the API page so all
three tables expose the parameter.

ℹ️ Review info
⚙️ Run configuration

Configuration used: Organization UI

Review profile: ASSERTIVE

Plan: Pro Plus

Run ID: 832060a8-cf92-4fe1-a8e4-6558a19aaede

📥 Commits

Reviewing files that changed from the base of the PR and between 6444994 and 2bdde65.

📒 Files selected for processing (8)
  • docs/surface-scattering.md
  • scripts/generate_graphs.py
  • site/src/content/docs/reference/api/materials/metadiffuser.md
  • sonar-project.properties
  • src/phonometry/_plot/geometry.py
  • src/phonometry/materials/metadiffuser.py
  • src/phonometry/materials/slow_sound_absorber.py
  • tests/materials/test_metadiffuser.py

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