Dataset Viewer
Auto-converted to Parquet Duplicate
chord_ctrl_pos
float64
0.52
0.99
chord_weight_ctrl
float64
0
4.99
chord_root
float64
1
1
chord_tip
float64
0.06
0.97
twist_root
float64
0.16
10
twist_tip
float64
-2.87
7.22
twist_mean_pos
float64
0.5
0.79
spar_sweep
float64
-2.74
2.88
max_jacobian_eigenvalue
float64
864M
13.7B
min_jacobian_eigenvalue
float64
286
6.83k
is_statically_stable
bool
1 class
max_bending_moment
float64
1.18k
36.8k
max_torsion
float64
-2,570.81
1.56k
max_von_mises_stress
float64
33.6M
544M
L
float64
1.72k
22.3k
D
float64
9.18
445
CL
float64
0.08
1.13
CD
float64
0
0.02
CM
float64
-0.24
0.18
CMa
float64
-0.66
1.31
CLa
float64
-0
0
max_heave_displacement
float64
0.04
1.96
max_twist_displacement
float64
-3.12
2.63
mass
float64
122
194
aeroelastic_wing
stringlengths
7.95k
8.11k
airfoil_familys
stringlengths
15
20
0.77145
0.666955
1
0.348586
3.729459
0.093314
0.670305
0.878099
5,516,129,672.283677
2,701.525372
true
12,660.783121
-563.710801
84,484,732.397375
9,366.374538
94.965199
0.508326
0.005154
-0.068028
0.105576
0
0.153472
-0.163214
160.504833
{"id": "8ba8818b1bb7484ba565a0e06aebf882", "chord_function": {"chord_ctrl_pos": 0.7714499869147253, "chord_weight_ctrl": 0.6669548209299414, "chord_root": 1.0, "chord_tip": 0.3485864218133471}, "twist_function": {"twist_root": 3.7294587070876704, "twist_tip": 0.09331366786931672, "twist_mean_pos": 0.6703047105207056}, ...
[0, 0, 0, 1, 0]
0.752198
1.407237
1
0.543387
4.82668
0.680648
0.618392
-0.038075
6,626,918,254.201187
3,344.25293
true
18,364.184836
-481.226597
59,811,041.74962
12,802.811102
163.461844
0.624697
0.007976
-0.05329
0.438576
0
0.207248
-0.175499
177.356459
{"id": "35899d1454844d2589792ede4b307a93", "chord_function": {"chord_ctrl_pos": 0.7521978970341361, "chord_weight_ctrl": 1.4072365097753141, "chord_root": 1.0, "chord_tip": 0.5433869519725865}, "twist_function": {"twist_root": 4.826679788919618, "twist_tip": 0.6806483586780361, "twist_mean_pos": 0.6183916853684406}, "s...
[0, 0, 0, 3, 0]
0.791393
3.65997
1
0.476956
3.146866
2.531504
0.663952
1.010515
7,675,717,992.026667
3,679.639757
true
22,909.908305
-1,135.25373
149,338,829.677277
13,192.782041
166.569151
0.626254
0.007907
-0.11262
0.053041
-0
0.282108
-0.383208
184.569641
{"id": "af8d9903ccdd4a0fad18f77f356d233a", "chord_function": {"chord_ctrl_pos": 0.7913928328385565, "chord_weight_ctrl": 3.6599697090570253, "chord_root": 1.0, "chord_tip": 0.47695594888304055}, "twist_function": {"twist_root": 3.1468664691805457, "twist_tip": 2.531503641361574, "twist_mean_pos": 0.6639520646100069}, "...
[0, 0, 0, 0, 0]
0.667197
3.960171
1
0.322767
6.380772
1.335456
0.744435
-2.055415
6,827,191,122.467627
3,480.847999
true
25,041.823337
414.185531
111,981,429.890564
16,873.040525
272.993768
0.85673
0.013861
0.051947
1.123664
-0
0.285002
0.043034
171.510019
{"id": "d87ad5cf6f9c49ec960b6a347d2ebe99", "chord_function": {"chord_ctrl_pos": 0.6671974165028017, "chord_weight_ctrl": 3.960171303277147, "chord_root": 1.0, "chord_tip": 0.32276652533057437}, "twist_function": {"twist_root": 6.380771658229563, "twist_tip": 1.3354562057102386, "twist_mean_pos": 0.7444345922223369}, "s...
[0, 0, 0, 6, 0]
0.79329
0.491422
1
0.288542
4.095102
2.243677
0.762071
0.346795
4,617,221,283.973353
2,322.511212
true
20,007.920034
-657.397811
77,389,961.142018
13,400.819336
167.042614
0.762478
0.009504
-0.089937
0.254407
0
0.321185
-0.276703
154.779723
{"id": "b42f51accc2c40f195f97cce80340a33", "chord_function": {"chord_ctrl_pos": 0.7932896395318222, "chord_weight_ctrl": 0.4914223266844958, "chord_root": 1.0, "chord_tip": 0.28854159474918056}, "twist_function": {"twist_root": 4.095101532765022, "twist_tip": 2.243676877195227, "twist_mean_pos": 0.7620713052199874}, "s...
[0, 0, 0, 10, 0]
0.66307
4.631676
1
0.363191
5.538646
3.150914
0.727339
2.202799
7,613,865,475.045311
3,837.433707
true
24,887.579981
-1,486.49223
158,556,913.819197
15,909.466091
229.631638
0.798166
0.01152
-0.149907
-0.382146
-0
0.271616
-0.350841
174.470504
{"id": "6db0b12ae363444b825a6bdeacab97b1", "chord_function": {"chord_ctrl_pos": 0.6630701046336969, "chord_weight_ctrl": 4.631675675295878, "chord_root": 1.0, "chord_tip": 0.36319071265842817}, "twist_function": {"twist_root": 5.538646495836961, "twist_tip": 3.15091416835834, "twist_mean_pos": 0.7273394211146428}, "spa...
[0, 0, 0, 7, 0]
0.595649
0.924383
1
0.319833
4.569935
2.016001
0.688444
1.153711
5,373,197,516.448162
2,701.823629
true
17,687.025167
-733.433243
120,790,190.526585
11,977.344691
137.917387
0.66925
0.007706
-0.091249
-0.025658
0
0.235658
-0.203963
157.343787
{"id": "f869bd730d044c9d9c9a1ef66736a63a", "chord_function": {"chord_ctrl_pos": 0.5956491540078854, "chord_weight_ctrl": 0.9243834388072586, "chord_root": 1.0, "chord_tip": 0.31983349420122625}, "twist_function": {"twist_root": 4.569934974011343, "twist_tip": 2.0160009141261974, "twist_mean_pos": 0.6884442643701645}, "...
[0, 0, 0, 12, 0]
0.687449
1.796554
1
0.719393
2.466852
4.60512
0.66411
-2.591325
6,789,696,312.806627
3,308.916033
true
23,839.757531
558.332674
158,883,041.958797
13,149.822961
183.584322
0.61362
0.008567
0.058145
1.284541
0
0.325637
0.066504
182.417124
{"id": "ef5199cba97746e8a1b1d1c0a4ede1c8", "chord_function": {"chord_ctrl_pos": 0.6874487935784063, "chord_weight_ctrl": 1.7965541890403598, "chord_root": 1.0, "chord_tip": 0.7193928962276852}, "twist_function": {"twist_root": 2.466852127462411, "twist_tip": 4.605119581938764, "twist_mean_pos": 0.6641103588429579}, "sp...
[0, 0, 0, 2, 0]
0.619971
1.27737
1
0.494837
2.286854
-0.292638
0.686838
0.768883
5,487,621,102.963779
2,715.189692
true
13,806.206037
-819.798132
95,716,592.504936
8,760.665401
70.269004
0.447328
0.003588
-0.088795
0.146528
-0
0.200143
-0.33587
169.291665
{"id": "b2d6f5a781964b9cb5dade02f2ce4509", "chord_function": {"chord_ctrl_pos": 0.6199706992190919, "chord_weight_ctrl": 1.2773696187860568, "chord_root": 1.0, "chord_tip": 0.494837065881198}, "twist_function": {"twist_root": 2.2868544905937003, "twist_tip": -0.29263776228351857, "twist_mean_pos": 0.6868383120397141}, ...
[0, 0, 0, 8, 0]
0.79874
1.245215
1
0.705199
3.687627
3.811931
0.692192
-0.120902
7,333,378,701.412214
3,546.529631
true
25,290.778388
-571.596902
174,193,701.624613
14,813.178574
203.819104
0.691325
0.009512
-0.053695
0.434314
-0
0.31331
-0.247971
184.111615
{"id": "807cba5634de4c839acca8a3ba259f80", "chord_function": {"chord_ctrl_pos": 0.7987396377258515, "chord_weight_ctrl": 1.2452154575787444, "chord_root": 1.0, "chord_tip": 0.7051992982813992}, "twist_function": {"twist_root": 3.6876274388591623, "twist_tip": 3.811930938558479, "twist_mean_pos": 0.6921922847850963}, "s...
[0, 0, 0, 4, 0]
0.725791
1.716518
1
0.518688
2.754228
3.498865
0.719932
-1.741084
7,116,356,356.641462
3,523.34561
true
22,136.307969
-115.325446
163,912,227.524515
13,074.310029
157.676497
0.639864
0.007717
0.008234
1.022122
0
0.280365
-0.064383
179.141324
{"id": "76895dc722d349fb860901cdad7dc4e6", "chord_function": {"chord_ctrl_pos": 0.7257914099676999, "chord_weight_ctrl": 1.7165183627129617, "chord_root": 1.0, "chord_tip": 0.518688008591233}, "twist_function": {"twist_root": 2.7542278027499467, "twist_tip": 3.4988646068045943, "twist_mean_pos": 0.7199324862173615}, "s...
[0, 0, 0, 9, 0]
0.679333
3.538026
1
0.717651
5.928373
3.910836
0.733002
-0.688093
9,053,555,586.127829
4,511.755786
true
27,079.468428
-70.219982
99,656,091.636642
16,372.792894
242.908687
0.757131
0.011233
0.019149
0.632076
-0
0.270238
-0.037807
184.579964
{"id": "0db9b6616a8e49d397c1258a763abb91", "chord_function": {"chord_ctrl_pos": 0.6793325662997446, "chord_weight_ctrl": 3.538025691295405, "chord_root": 1.0, "chord_tip": 0.7176510683642057}, "twist_function": {"twist_root": 5.928373024314623, "twist_tip": 3.9108359884620487, "twist_mean_pos": 0.7330022626616306}, "sp...
[0, 0, 0, 5, 0]
0.739079
2.055305
1
0.466559
6.049142
-1.009826
0.718318
0.200499
5,724,625,726.983416
2,870.007421
true
17,680.629489
-444.57239
79,126,476.21852
13,192.304267
194.483822
0.647689
0.009548
-0.039035
0.357732
-0
0.207012
-0.161865
166.543088
{"id": "095720efe9d448b5a3953c7130d8a0bc", "chord_function": {"chord_ctrl_pos": 0.7390789903824827, "chord_weight_ctrl": 2.0553053531945635, "chord_root": 1.0, "chord_tip": 0.4665589815677719}, "twist_function": {"twist_root": 6.049141519192673, "twist_tip": -1.0098255788559523, "twist_mean_pos": 0.7183179690890736}, "...
[0, 0, 1, 1, 0]
0.614689
2.655619
1
0.483036
6.187383
1.297794
0.708228
0.432313
6,441,154,832.956631
3,268.688175
true
24,650.607252
-579.724397
118,846,782.367549
15,712.036492
221.592086
0.785532
0.011079
-0.062268
0.235737
0
0.31682
-0.271094
170.530868
{"id": "2c224a5346274548abfcc825b6455623", "chord_function": {"chord_ctrl_pos": 0.6146891170800037, "chord_weight_ctrl": 2.6556191490362657, "chord_root": 1.0, "chord_tip": 0.48303601060964774}, "twist_function": {"twist_root": 6.187383316791192, "twist_tip": 1.297794081485522, "twist_mean_pos": 0.7082283295053781}, "s...
[0, 0, 0, 13, 0]
0.767155
2.274377
1
0.69446
6.734274
-0.986197
0.714219
0.140222
6,964,651,080.810613
3,360.128684
true
23,726.556847
-693.848708
155,341,532.641501
16,211.656935
250.969724
0.749873
0.011609
-0.054828
0.348036
-0
0.315054
-0.267102
179.181655
{"id": "e11f6fb9ba45466aa7502c956f1fec60", "chord_function": {"chord_ctrl_pos": 0.767155400081155, "chord_weight_ctrl": 2.274377012028764, "chord_root": 1.0, "chord_tip": 0.6944602926414256}, "twist_function": {"twist_root": 6.734273855314765, "twist_tip": -0.9861974262526578, "twist_mean_pos": 0.7142194479232602}, "sp...
[0, 0, 0, 11, 0]
0.66353
1.772232
1
0.598943
4.025177
3.211485
0.702183
-0.114486
6,551,858,562.427844
3,315.002774
true
21,004.747143
-214.465432
149,463,854.43323
13,078.177887
164.647707
0.633218
0.007972
-0.031011
0.449224
-0
0.271464
-0.117151
174.610289
{"id": "057e270706064b2594f3df86a447d798", "chord_function": {"chord_ctrl_pos": 0.6635297630452746, "chord_weight_ctrl": 1.772232323205118, "chord_root": 1.0, "chord_tip": 0.5989430301505594}, "twist_function": {"twist_root": 4.025176909866266, "twist_tip": 3.2114845366227893, "twist_mean_pos": 0.7021829659921679}, "sp...
[0, 0, 1, 0, 0]
0.72113
2.024947
1
0.575887
4.135249
1.62434
0.660411
0.204806
5,657,206,370.12297
2,869.884475
true
18,237.280862
-448.539298
61,883,358.725931
12,159.369114
144.91344
0.583812
0.006958
-0.046808
0.346668
-0
0.250474
-0.153834
169.761055
{"id": "b49f4b634eb24b1c9920bfdd62333161", "chord_function": {"chord_ctrl_pos": 0.7211301848226244, "chord_weight_ctrl": 2.0249472402362985, "chord_root": 1.0, "chord_tip": 0.5758866129616721}, "twist_function": {"twist_root": 4.135249155810676, "twist_tip": 1.6243403736569746, "twist_mean_pos": 0.6604108131573784}, "s...
[0, 0, 1, 2, 0]
0.888037
0.102267
1
0.301832
4.497125
4.201097
0.723335
0.307656
4,634,418,357.892351
1,545.033378
true
20,402.732945
-421.026425
115,162,249.285454
12,870.307819
149.296789
0.81192
0.009418
-0.073373
0.239966
0
0.369393
-0.384397
140.511939
{"id": "75d6acf3f66b4823b9ae03602f3ac971", "chord_function": {"chord_ctrl_pos": 0.8880370707712928, "chord_weight_ctrl": 0.10226656582795701, "chord_root": 1.0, "chord_tip": 0.3018317914100067}, "twist_function": {"twist_root": 4.497125250218459, "twist_tip": 4.201096825276904, "twist_mean_pos": 0.7233351818913821}, "s...
[0, 0, 2, 0, 0]
0.748693
3.091472
1
0.543266
3.914006
5.160478
0.654285
-1.858079
6,083,877,703.976687
3,085.790805
true
24,203.76006
189.888679
172,273,455.038947
15,405.907142
222.012937
0.731799
0.010546
0.031592
1.039858
0
0.323357
0.095016
174.479119
{"id": "398db28fb75b4b12a1c9630e1d6d7cb8", "chord_function": {"chord_ctrl_pos": 0.74869294145526, "chord_weight_ctrl": 3.091472417836791, "chord_root": 1.0, "chord_tip": 0.5432659961061949}, "twist_function": {"twist_root": 3.914005970961834, "twist_tip": 5.160477932182888, "twist_mean_pos": 0.6542847587703536}, "spar_...
[0, 0, 1, 3, 0]
0.711382
1.521211
1
0.422378
0.645752
3.583949
0.690822
-1.523876
5,844,469,980.285389
2,804.350654
true
13,787.804493
-129.081834
99,199,489.476267
8,295.386899
67.473037
0.420669
0.003422
-0.016976
0.983744
-0
0.19073
-0.086805
165.756184
{"id": "15bd45cb50f442ceaa5f1cefae1c8670", "chord_function": {"chord_ctrl_pos": 0.7113818712901019, "chord_weight_ctrl": 1.5212112147976886, "chord_root": 1.0, "chord_tip": 0.42237837130009226}, "twist_function": {"twist_root": 0.645751643768965, "twist_tip": 3.5839494712950852, "twist_mean_pos": 0.6908222540475664}, "...
[0, 0, 1, 4, 0]
0.94365
1.683569
1
0.333383
2.766929
1.674737
0.598914
-0.253183
4,644,405,502.667802
2,340.04904
true
14,137.42575
-340.004587
126,458,441.236072
9,566.344108
89.858051
0.461476
0.004335
-0.039475
0.514332
-0
0.252324
-0.119639
165.790941
{"id": "1a4d39fcb7bc40509b4d1c8b9128e3a8", "chord_function": {"chord_ctrl_pos": 0.943649683539283, "chord_weight_ctrl": 1.683569287145406, "chord_root": 1.0, "chord_tip": 0.3333832216894178}, "twist_function": {"twist_root": 2.76692922714165, "twist_tip": 1.6747365456995773, "twist_mean_pos": 0.598913734386749}, "spar_...
[0, 0, 1, 5, 0]
End of preview. Expand in Data Studio

Aeroelastic Wings

531,464 simulated wing designs, 26 columns, 4.65 GB, for prediction and inverse design. The accompanying setup specifies a 15 m Aluminum 7075 wing, 1 m root chord, and 50 m/s freestream. The inspected solver couples vortex-lattice aerodynamics with bending and torsion.

Property distributions across all released records.

Quick start

pip install huggingface_hub pandas
hf download ETHZ-EDAC/aeroelastic-wings --repo-type dataset --local-dir data/processed/wings

Run hf auth login first if authentication is required.

import pandas as pd

for batch in pd.read_csv(
    "data/processed/wings/combined_wings_data_clipped.csv",
    usecols=["CMa", "max_von_mises_stress", "mass", "CL", "CD"],
    chunksize=10_000,
):
    batch["CL/CD"] = batch["CL"] / batch["CD"]
    print(batch.head())
    break

Columns

Column Unit / representation Meaning
chord_ctrl_pos Dimensionless Chord Bezier control-point position along normalized half-span.
chord_weight_ctrl Dimensionless Chord control-point weight.
chord_root m Root chord; always 1.0.
chord_tip m Tip chord.
twist_root degrees Root geometric twist.
twist_tip degrees Tip geometric twist.
twist_mean_pos Dimensionless Normalized half-span position where twist reaches its root-tip mean.
spar_sweep degrees Spar sweep angle.
max_jacobian_eigenvalue Solver coordinates Largest eigenvalue real part of reduced tangent stiffness.
min_jacobian_eigenvalue Solver coordinates Smallest eigenvalue real part of reduced tangent stiffness.
is_statically_stable Boolean Structural stability: minimum eigenvalue exceeds 1e-6.
max_bending_moment N·m Signed peak bending moment.
max_torsion N·m Signed peak torque.
max_von_mises_stress Pa Maximum estimated von Mises stress.
L N Lift.
D N Model-reported drag.
CL Dimensionless Lift coefficient.
CD Dimensionless Drag coefficient.
CM Dimensionless Pitching-moment coefficient.
CMa 1/rad Pitching-moment derivative with respect to angle of attack.
CLa 1/rad; legacy label Exported rolling-moment derivative, not lift-curve slope.
max_heave_displacement m Signed peak heave displacement.
max_twist_displacement degrees Signed peak elastic twist.
mass kg Full-wing structural mass.
aeroelastic_wing JSON string ID, geometry, airfoil coefficients, displacements, performance, mechanical state.
airfoil_familys Five-integer JSON array Spanwise family selections; categorical IDs 0–13.

Signed peaks retain the sign at greatest absolute magnitude. Compute CL/CD as CL / CD; parse serialized fields with json.loads. Eigenvalues are not frequencies; structural stability is distinct from longitudinal stability. The exporter assigns aero["Cla"] to CLa; AeroSandbox distinguishes this rolling derivative from lift derivative CLa.

Files and integrity

Files include the original CSV, generation config.yaml, statistics in metadata/dataset_profile.json, and the figure in metadata/property_distributions.png. SHA256SUMS verifies the original CSV and configuration:

cd data/processed/wings
sha256sum -c SHA256SUMS

Coverage and limitations

All numeric values are finite, geometry JSON parses, and geometry IDs are unique. All stability flags are true, but stresses reach 543.837 MPa, exceeding the configured 430 MPa yield strength. These checks do not independently validate physics or exclude similar geometries.

No official evaluation splits are supplied. Record split IDs, dataset revision, and checksum; fit preprocessing on training data only.

License and citation

MIT, as declared in repository metadata. Cite ETHZ-EDAC/aeroelastic-wings with the exact revision and CSV checksum.

Downloads last month
31