Examples – Campbell Scientific RF400/RF410/RF415 Spread Spectrum Radio/Modem User Manual

Page 62

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Appendix H. Distance vs. Antenna Gain, Terrain, and Other Factors

H-6

Here is a table which gives calculated path loss (Lp) values at 900 MHz for the
2

nd

, 3

rd

, and 4

th

powers of distance; the equations (for 915 MHz) are:

Lp (2

nd

power) = 95.8 + 20

× log ( d ) dB

(d in miles)

Lp (3

rd

power) = 95.8 + 30

× log ( d ) dB

(d in miles)

Lp (4

th

power) = 95.8 + 40

× log ( d ) dB

(d in miles)

Example calculated Lp values (in dB)

TABLE H-1. 900 MHz Distance vs. Path Loss (Lp in dB) per Three Path Types

Path Type

2 mi.

4 mi.

6 mi.

8 mi.

10 mi.

14 mi.

18 mi.

22 mi.

26 mi.

30 mi.

2

nd

power

102

108

111

114

116

119

121

123

124

125

3

rd

power

105

114

119

123

126

130

133

136

138

140

4

th

power

108

120

127

132

136

142

146

149

152

155

The following table helps select a Path Type in the above “Distance vs. Path
Loss” table to best fit your situation.

TABLE H-2. Path Type vs. Path

Characteristics Selector

Path Type

Path Characteristics

2

nd

power

Mountaintop to mountaintop
or Tall antenna towers
Line-of-sight

3

rd

power

Dominantly line-of-sight
Low antenna heights
Some trees

4

th

power

At water’s edge (very reflective)
Across field of grain (reflective)
Lots of Trees (absorptive)

Examples

Some examples will help illustrate the tradeoffs in a link analysis. These
examples will all use the RF400 900 MHz radio, and will use –107 dBm as the
required power level at the radio receiver. This is 3 dB higher than the quoted
sensitivity of –110 dBm, which will give us a 3 dB margin.

Here’s the equation we will use, from the first page:

Pt - Lt + Gt - Lp + Gr - Lr = Pr

Example #1

Antenex FG9023 antennas on each end, 20’ of LMR195 cable on one end, 10’
of LMR195 on the other end, antennas at 10’ height, fairly open terrain with a
few trees. How far can I go?

Pt = 20 dBm
Lt = 20’ x (11.1 dB/100 ft) = 2.22 dB
Gt = Gr = 3 dBd = 5.15 dBi
Lr = 10’ x (11.1 dB/100 ft) = 1.11 dB

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