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Design of heating wire for high temperature furnace

Release time:2020-05-23  Number of views:2104

Main design parameters of ferrochrome aluminum electrothermal alloy wire

wire diameter
(mm)

sectional area
(mm2)

cm2/m

0Cr25AL5

0Cr21AL6Nb

0Cr27AL7Mo2

weight
kg/m

Ω/m,20℃

weight
kg/m

Ω/m,20℃

weight
kg/m

Ω/m,20℃

0.10

0.007854

3.142

0.00005576

180.8

0.00005576

184.6

0.00005576

194.8

0.12

0.01131

3.770

0.00008030

125.6

0.00008030

128.2

0.00008030

135.3

0.15

0.01767

4.712

0.0001255

80.36

0.0001255

82.05

0.0001255

86.58

0.17

0.02270

5.341

0.0001612

62.56

0.0001612

63.88

0.0001612

67.41

0.19

0.02835

5.969

0.0002013

50.08

0.0002013

51.14

0.0002013

53.96

0.21

0.03464

6.597

0.0002459

41.00

0.0002459

41.86

0.0002459

44.17

0.25

0.04909

7.854

0.0003485

28.93

0.0003485

29.54

0.0003485

31.17

0.27

0.05726

8.482

0.0004065

24.80

0.0004065

25.33

0.0004065

26.72

0.29

0.06605

9.111

0.0004690

21.50

0.0004690

21.95

0.0004690

23.16

0.31

0.07548

9.739

0.0005359

18.81

0.0005359

19.21

0.0005359

20.27

0.35

0.09621

11.00

0.0006830

14.76

0.0006830

15.07

0.0006830

15.90

0.40

0.1257

12.57

0.0008922

11.30

0.0008922

11.54

0.0008922

12.18

0.45

0.1590

14.14

0.001129

8.928

0.001129

9.117

0.001129

9.620

0.50

0.1963

15.71

0.001394

7.232

0.001394

7.385

0.001394

7.792

0.60

0.2827

18.85

0.002007

5.022

0.002007

5.128

0.002007

5.411

0.70

0.3848

21.99

0.002732

3.690

0.002732

3.768

0.002732

3.976

0.80

0.5027

25.13

0.003569

2.825

0.003569

2.885

0.003569

3.044

0.90

0.6362

28.28

0.004517

2.232

0.004517

2.279

0.004517

2.405

1.00

0.7854

31.42

0.005576

1.808

0.005576

1.846

0.005576

1.948

1.20

1.131

37.70

0.008030

1.256

0.008030

1.282

0.008030

1.353

1.40

1.539

43.98

0.01093

0.9224

0.01093

0.9419

0.01093

0.9939

1.60

2.011

50.27

0.01428

0.7063

0.01428

0.7212

0.01428

0.7610

1.80

2.545

56.55

0.01807

0.5580

0.01807

0.5698

0.01807

0.6013

2.00

3.142

62.83

0.02231

0.4520

0.02231

0.4615

0.02231

0.4870

2.20

3.801

69.12

0.02699

0.3736

0.02699

0.3814

0.02699

0.4025

2.50

4.909

78.54

0.03485

0.2893

0.03485

0.2954

0.03485

0.3117

2.80

6.158

87.96

0.04372

0.2306

0.04372

0.2355

0.04372

0.2485

3.00

7.069

94.25

0.05019

0.2009

0.05019

0.2051

0.05019

0.2165

3.50

9.621

110.0

0.06831

0.1476

0.06831

0.1507

0.06831

0.1590

4.00

12.57

125.7

0.08922

0.1130

0.08922

0.1154

0.08922

0.1218

4.50

15.90

141.1

0.1129

0.08928

0.1129

0.09117

0.1129

0.09620

5.00

19.63

157.1

0.1394

0.07232

0.1394

0.07385

0.1394

0.07792

5.50

23.76

172.8

0.1687

0.05977

0.1687

0.06103

0.1687

0.06440

6.00

28.27

188.5

0.2007

0.05022

0.2007

0.05128

0.2007

0.05411

6.50

33.18

204.2

0.2356

0.04279

0.2356

0.04370

0.2356

0.04611

7.00

38.48

219.9

0.2732

0.03690

0.2732

0.03768

0.2732

0.03976

 

At the beginning of the design of high temperature furnace, the selection of heating elements is particularly important, in the study of relevant thermal knowledge of technology, we are familiar with the design choice of electric heating wire.

1. Classification of electric heating wire:

Electric heating wire is divided into two categories: iron chromium aluminum heating wire and nickel chromium aluminum heating wire, of which iron chromium aluminum heating wire can be divided into the following grades according to the difference in temperature: 1Cr13Al4, 0Cr25Al5, 0Cr21Al6Nb, 0Cr27Al7Mo2, the latter two are high temperature electric heating wires, often used for industrial electric furnace heating, the temperature is 1000~1250 degrees (furnace temperature), the diameter of the furnace wire needs to reach more than 3mm. This parameter can be appropriately changed in the case of temperature change.

2, surface load calculation:

The surface load of the heating wire refers to the electric power that the heating wire can withstand per unit area, and the unit is: W/㎝2.

The surface load of the heating wire should be less than 1.5, and the normal value is between 1.0 and 1.5. If it is less than 1.0, the heating time will be extended and the efficiency of the work will be affected.

3, about the wiring method of electric heating wire:

Resistance wire wiring: single-phase, two-phase power supply using series or parallel, three-phase power supply using Y type or Δ type. No matter what the wiring method is, the total power is always the sum of the power of all single electric furnace bars, and there will only be changes in voltage and current.

Y-type wiring, also known as star-type wiring, refers to the industrial three-phase four-wire electrical access, so that the voltage of a single electric heating wire is 220V, the calculation formula is: R=U2/P, calculate the resistance is how much, according to the data provided on the meter resistance of various materials can be obtained a single electric furnace rod required length of electric heating wire L1. Next, it is necessary to calculate the surface load of the electric furnace wire, the formula is: P (power)/(3.14* wire diameter *L1) Note: The unit is cm. If the surface load is less than 1.5, it can be used, if it is greater than 1.5, it is necessary to increase the wire diameter and recalculate according to the above steps until it is less than 1.5.

Final length of electric heating wire: L=L1/ (3.14* spiral diameter) * spiral spacing, spiral spacing is usually 2 times the diameter of the furnace wire.

4. Calculation examples:

1. Material grade: 0Cr21Al6Nb

2. Resistivity: 1.45

3. Wire diameter: 2.4mm

4. Meter resistance = resistivity/cross-sectional area of the wire: 1.45/ (3.14*1.2*1.2mm) =0.32 ohms/meter

5. Finished resistance = (voltage * voltage)/power

6. Length of raw material = finished resistance/meter resistance

7. Weight per meter = specific gravity of material * cross-sectional area of silk: 7.1* (3.14*1.2*1.2) /1000=0.032kg/ meter