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C h a p t e r 6 : D i p o l e s a n d D o u b l e t s 185<br />

4 : 1<br />

A<br />

3.5 : 1<br />

VSWR<br />

3 : 1<br />

2 : 1<br />

1.5 : 1<br />

1 : 1<br />

D<br />

Lower<br />

band<br />

edge<br />

B<br />

C<br />

Design<br />

frequency<br />

E<br />

Upper<br />

band<br />

edge<br />

FREQUENCY<br />

Figure 6.5 VSWR versus frequency for several cases.<br />

comes from the fact that the frequncy per unit length varies from one band to another.<br />

Here is a simple procedure for calculating this figure:<br />

1. Calculate the length required for the upper band edge.<br />

2. Calculate the length required for the lower band edge.<br />

3. Subtract the first length from the second.<br />

4. Determine the width of the band in kilohertz by subtracting the lower band<br />

edge (in kilohertz) from the upper band edge.<br />

5. Divide the bandwidth obtained in Step 4 by the difference in length obtained in<br />

Step 3; the result is the variation in kilohertz per unit length.<br />

Example 6.3 Calculate the frequency change per unit of length for 80 m and for 15 m.<br />

Solution For 80 m (3.5 to 4.0 MHz in the United States):<br />

468<br />

1. 1.<br />

L<br />

UPPER<br />

= = 117 ft<br />

4<br />

468<br />

2.<br />

2.<br />

L<br />

133.7 LOWER<br />

= = ft<br />

3.5<br />

3. Difference in length: 133.7 ft – 117 ft = 16.7 ft

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