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ANTENTOP- 01- 2007 # 009

Inductor Data

 

 

 

It is easy to find the inductance of an inductor using equation shown on Figure 1. However, very often ham use for implementation of the inductor some normalized forms. So, it is possible to do tables that are contained data for such forms.

 

Table 1 (Reference 1) contains data for inductor coiled on a form in 18 and 20 mm diameter. L length in mm, N- numbers of turns.

 

Example: Inductor coiled on the form in 18 mm diameter by 10 turns on length 20 mm has inductance 1.153-μHn.

 

Table 2 (Reference 1) contains data for inductor coiled on a form in 25 AND 30mm diameter. L length in mm, N- numbers of turns.

 

Example: Inductor coiled on the form in 30 mm diameter by 10 turns on length 20 mm has inductance 2.687-μHn.

 

Table 3 (Reference 1) contains data for inductor coiled on a form in 40 and 50mm diameter. L length in mm, N- numbers of turns.

 

Table 1

 

L

 

N

Diameter 18 mm

Diameter 20 mm

 

5

 

 

10

 

15

 

20

 

25

 

5

 

10

 

15

 

20

 

25

5

 

0.618

0.448

0.351

0.288

0.245

0.714

0.526

0.417

0.345

0.294

10

 

2.473

1.790

1.403

1.153

0.979

2.857

2.105

1.667

1.379

1.176

15

 

5.565

4.028

3.156

2.594

2.202

6.429

4.737

3.750

3.103

2.647

20

 

9.893

7.160

5.610

4.612

3.915

11.43

8.421

6.667

5.517

4.706

30

 

22.26

16.11

12.62

10.38

8.81

25.71

18.95

15.00

12.41

10.59

50

 

61.83

44.75

35.06

28.83

24.47

71.43

52.63

41.67

34.48

29.41

 

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Last Updated:

August 2, 2016 23:41

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