Toolbox::heat - Use Case Study

1. Environment

prefix

heat

keyword

heat

root repository

/data/cemosis/benchmark/toolboxes/heat/ThermalBridgesENISO10211/Case3/4d73eb1b/ThermalBridgesENISO10211/

number of processus

128

2. Physics

2.1. heat

2.1.1. default

modeling

heat

type

heat

name

default

Equation

- div( k grad T ) = 0

3. Physics2

time mode

Stationary

4. Materials Properties

number of materials

5

4.1. Material : External_wall

Name Expression Symbol Shape Components

density

2000

materials_External_wall_rho

scalar

specific-heat-capacity

1000

materials_External_wall_Cp

scalar

thermal-conductivity

1

materials_External_wall_k

scalar

4.2. Material : Floor

Name Expression Symbol Shape Components

density

1000

materials_Floor_rho

scalar

specific-heat-capacity

800

materials_Floor_Cp

scalar

thermal-conductivity

1

materials_Floor_k

scalar

4.3. Material : Horizontal_structure

Name Expression Symbol Shape Components

density

5000

materials_Horizontal_structure_rho

scalar

specific-heat-capacity

600

materials_Horizontal_structure_Cp

scalar

thermal-conductivity

2.5

materials_Horizontal_structure_k

scalar

4.4. Material : Insulation

Name Expression Symbol Shape Components

density

200

materials_Insulation_rho

scalar

specific-heat-capacity

1000

materials_Insulation_Cp

scalar

thermal-conductivity

0.04

materials_Insulation_k

scalar

4.5. Material : Internal_wall

Name Expression Symbol Shape Components

density

1700

materials_Internal_wall_rho

scalar

specific-heat-capacity

800

materials_Internal_wall_Cp

scalar

thermal-conductivity

0.7

materials_Internal_wall_k

scalar

4.6. Multi-Materials

Name Expression Symbol Shape Components

density

concat(…​)

materials_rho

scalar

specific-heat-capacity

concat(…​)

materials_Cp

scalar

thermal-conductivity

concat(…​)

materials_k

scalar

5. Boundary Conditions

5.1. Convective Heat Flux

5.1.1. alpha

expr_h

h_alpha

expr_Text

T0_alpha

markers

alpha

5.1.2. beta

expr_h

h_beta

expr_Text

T0_beta

markers

beta

5.1.3. gamma

expr_h

h_gamma

expr_Text

T0_gamma

markers

gamma

6. Meshes

6.1. Mesh : heat

Discretization

/Mesh/heat

filename

/data/home/chabannes/datasets/feelpp_toolboxes/ThermalBridgesENISO10211/partitioning/case3/M1/case3_p128.json

6.1.1. Import configuration

mesh-filename

/data/home/chabannes/datasets/feelpp_toolboxes/ThermalBridgesENISO10211/partitioning/case3/M1/case3_p128.json

generate-partitioning

0

6.1.2. Discretization

dim

3

h_average

3.258463e-02

h_max

4.434795e-02

h_min

1.754546e-02

n_edges

1299920

n_elements

1058492

n_faces

2164759

n_partition

128

n_points

193654

order

1

real_dim

3

shape

Simplex_3_1_3

partition id n_elements n_elements_with_ghost n_faces n_edges n_points

0

8228

12663

17345

10927

1811

1

8202

12578

17237

10805

1771

2

8358

12754

17529

10959

1789

3

8163

12064

17153

10744

1755

4

8365

12051

17593

11043

1816

5

8132

14041

17125

10774

1782

6

8112

13008

17118

10791

1786

7

8154

12480

17166

10784

1773

8

8285

9627

17616

11228

1898

9

8346

10629

17703

11241

1885

10

8332

10428

17693

11253

1893

11

8425

11323

17844

11307

1889

12

8235

9840

17583

11279

1932

13

8254

11196

17533

11160

1882

14

8199

11379

17328

10956

1828

15

8147

11051

17339

11069

1878

16

8444

12290

17716

11075

1804

17

8400

12789

17701

11136

1836

18

8471

12301

17755

11082

1799

19

8469

13113

17874

11264

1860

20

8391

12506

17631

11050

1811

21

8347

11182

17610

11098

1836

22

8487

12055

17892

11268

1864

23

8484

11494

17863

11234

1856

24

8164

12363

17220

10853

1798

25

8199

11467

17294

10897

1803

26

8185

12299

17209

10791

1768

27

8186

12159

17223

10811

1775

28

8310

10660

17614

11177

1874

29

8166

11045

17295

10963

1835

30

8364

11314

17665

11159

1859

31

8056

11944

16907

10572

1722

32

8364

11066

17662

11149

1852

33

8358

12641

17595

11052

1816

34

8129

9917

17228

10935

1837

35

8412

11767

17713

11133

1833

36

8347

12418

17548

10997

1797

37

8353

12202

17528

10953

1779

38

8208

11046

17342

10952

1819

39

8449

12216

17830

11247

1867

40

8133

12143

17113

10746

1767

41

8148

12322

17137

10751

1763

42

8378

12428

17594

11008

1793

43

8303

12475

17485

10987

1806

44

8411

12424

17657

11049

1804

45

8229

12538

17349

10914

1795

46

8276

11158

17496

11059

1840

47

8305

12454

17453

10933

1786

48

8435

10636

17786

11202

1852

49

8474

11890

17888

11284

1871

50

8473

10021

17933

11358

1899

51

8459

10795

17847

11249

1862

52

8379

12003

17679

11140

1841

53

8360

11404

17579

11018

1800

54

8197

10945

17333

10968

1833

55

8383

11576

17641

11071

1814

56

8141

11103

17129

10748

1761

57

8140

11485

17111

10734

1764

58

8278

12708

17416

10934

1797

59

8203

12505

17241

10805

1768

60

8093

11351

17010

10656

1740

61

8177

12809

17204

10803

1777

62

8104

11270

17131

10831

1805

63

8332

10935

17609

11131

1855

64

8301

12214

17441

10921

1782

65

8372

12302

17557

10964

1780

66

8212

12766

17278

10849

1784

67

8184

12734

17303

10937

1819

68

8394

11238

17728

11197

1864

69

8286

11836

17495

11039

1831

70

8240

12507

17298

10817

1760

71

8230

11850

17339

10908

1800

72

8207

12356

17292

10870

1786

73

8133

11315

17220

10911

1825

74

8202

12413

17272

10851

1782

75

8098

12037

17049

10703

1753

76

8240

11301

17368

10932

1805

77

8475

10387

17919

11331

1888

78

8150

12283

17136

10745

1760

79

8108

11223

17155

10858

1812

80

8328

13018

17550

11040

1819

81

8321

12570

17505

10981

1798

82

8486

11758

17816

11149

1820

83

8460

11921

17866

11279

1874

84

8385

12635

17666

11116

1836

85

8142

12012

17098

10700

1745

86

8151

10955

17248

10917

1821

87

8273

11869

17430

10966

1810

88

8354

13088

17569

11029

1815

89

8211

12719

17203

10743

1752

90

8368

12269

17530

10932

1771

91

8328

12390

17505

10969

1793

92

8216

12403

17247

10795

1765

93

8137

11969

17128

10770

1780

94

8145

11657

17134

10751

1763

95

8141

13459

17145

10779

1776

96

8378

12145

17624

11069

1824

97

8158

10827

17240

10894

1813

98

8205

11567

17283

10870

1793

99

8164

12540

17294

10976

1847

100

8330

12368

17474

10919

1776

101

8261

12343

17399

10929

1792

102

8273

13029

17440

10976

1810

103

8324

12568

17468

10933

1790

104

8133

11400

17214

10899

1819

105

8408

11583

17735

11173

1847

106

8305

12396

17450

10931

1787

107

8187

12595

17288

10906

1806

108

8131

11351

17178

10848

1802

109

8146

10284

17314

11033

1866

110

8442

11567

17790

11199

1852

111

8295

12237

17404

10880

1772

112

8129

12289

17062

10672

1740

113

8092

12233

17014

10666

1745

114

8341

12504

17529

10983

1796

115

8207

12138

17243

10798

1763

116

8120

11342

17113

10769

1777

117

8118

12670

17088

10727

1758

118

8276

13157

17442

10975

1810

119

8119

11952

17038

10662

1744

120

8161

10844

17260

10924

1826

121

8309

12412

17477

10965

1798

122

8097

11990

16975

10596

1719

123

8056

11962

16947

10631

1741

124

8489

12145

17834

11169

1825

125

8477

11588

17885

11277

1870

126

8383

12003

17785

11305

1904

127

8209

12926

17346

10954

1818

6.1.3. Fields

7. Function Spaces

7.1. Temperature

mesh

/Mesh/heat

nSpace

1

7.1.1. Basis

is_continuous

1

nComponents

1

nComponents1

1

nComponents2

1

nLocalDof

20

name

lagrange

order

3

shape

scalar

7.1.2. Dof Table

extended-doftable

0

nDof

4958253

partition id nLocalDofWithGhost nLocalDofWithoutGhost nLocalGhost

0

41010

41010

0

1

40618

39882

736

2

41236

39120

2116

3

40396

39030

1366

4

41495

41495

0

5

40455

38632

1823

6

40486

38019

2467

7

40507

36744

3763

8

41970

41970

0

9

42070

40322

1748

10

42092

40891

1201

11

42347

39379

2968

12

42073

41160

913

13

41735

38980

2755

14

41068

39948

1120

15

41355

38450

2905

16

41670

40016

1654

17

41809

40323

1486

18

41718

39689

2029

19

42262

39753

2509

20

41542

40461

1081

21

41642

40339

1303

22

42292

38928

3364

23

42187

39297

2890

24

40724

39022

1702

25

40891

37896

2995

26

40559

37845

2714

27

40620

35298

5322

28

41842

41842

0

29

41056

38066

2990

30

41842

38903

2939

31

39773

34610

5163

32

41812

41812

0

33

41515

39960

1555

34

40935

40935

0

35

41812

38432

3380

36

41339

39898

1441

37

41213

39808

1405

38

41065

39867

1198

39

42191

37105

5086

40

40372

39096

1276

41

40402

39165

1237

42

41403

38660

2743

43

41265

37894

3371

44

41559

38222

3337

45

40972

38769

2203

46

41454

40222

1232

47

41105

36467

4638

48

42042

42042

0

49

42327

40994

1333

50

42548

41212

1336

51

42207

40499

1708

52

41800

40802

998

53

41415

39533

1882

54

41102

39961

1141

55

41597

37711

3886

56

40386

38429

1957

57

40343

37890

2453

58

41081

37645

3436

59

40619

36005

4614

60

40062

38673

1389

61

40587

34747

5840

62

40598

37492

3106

63

41726

38041

3685

64

41065

41065

0

65

41265

40364

901

66

40760

40705

55

67

40996

36975

4021

68

41986

41986

0

69

41404

38882

2522

70

40692

37058

3634

71

40955

38401

2554

72

40818

40818

0

73

40867

39105

1762

74

40756

38492

2264

75

40208

35896

4312

76

41037

39158

1879

77

42469

40983

1486

78

40386

36719

3667

79

40683

36569

4114

80

41449

41112

337

81

41265

37663

3602

82

41934

40793

1141

83

42298

37623

4675

84

41734

39363

2371

85

40243

36801

3442

86

40903

38445

2458

87

41172

36440

4732

88

41442

38692

2750

89

40441

38799

1642

90

41165

38167

2998

91

41236

37032

4204

92

40602

38723

1879

93

40448

37681

2767

94

40399

36972

3427

95

40479

33858

6621

96

41586

38846

2740

97

40841

38184

2657

98

40816

40509

307

99

41093

36212

4881

100

41088

39674

1414

101

41049

39809

1240

102

41202

38203

2999

103

41124

35748

5376

104

40831

40831

0

105

41928

38698

3230

106

41099

39178

1921

107

40906

36489

4417

108

40676

39883

793

109

41246

38266

2980

110

42040

40707

1333

111

40936

37080

3856

112

40146

39095

1051

113

40091

35431

4660

114

41291

38161

3130

115

40602

38282

2320

116

40428

39647

781

117

40300

37205

3095

118

41202

36258

4944

119

40106

35218

4888

120

40934

39712

1222

121

41205

38435

2770

122

39886

37418

2468

123

39950

34754

5196

124

41997

39989

2008

125

42309

39482

2827

126

42299

39276

3023

127

41072

34925

6147

8. Fields

8.1. temperature

base symbol

T

function space

/FunctionSpace/object-0

name

temperature

prefix symbol

heat

Name Expression Symbol Shape Components

eval of temperature

idv(.)

heat_T

scalar

norm2 of temperature

norm2(.)

heat_T_magnitude

scalar

grad of temperature

gradv(.)

heat_grad_T

vectorial [3]

Symbol Indices

heat_grad_T_0

0,0

heat_grad_T_1

0,1

heat_grad_T_2

0,2

normal derivative of temperature

dnv(.)

heat_dn_T

scalar

9. Algebraic Solver

9.1. Backend

prefix

heat

type

petsc

9.2. KSP

atol

1.000000e-50

dtol

1.000000e+05

maxit

1000

reuse-prec

0

rtol

1.000000e-08

type

gmres

9.3. SNES

atol

1.000000e-50

maxit

50

reuse-jac

0

rtol

1.000000e-08

stol

1.000000e-08

9.4. KSP in SNES

maxit

1000

reuse-prec

0

rtol

1.000000e-05

9.5. PC

type

gamg