Applied Concepts Inc ACMI005 Manuale Utente

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Sport2 Owner’s Manual 
ANGLE ERROR  
 
The most common mistake made with all radar guns is trying to clock targets at angles. 
All radar guns work on the Doppler principle and need to clock objects moving directly at or away 
from the gun. Clocking at an angle with a stationary radar gun results in angle error, and the gun 
displays a speed that is LOWER than the actual speed. 
 
Cosine Angle Error Chart 
 
 0 
 
Degrees 
5  
Degrees 
10 
Degrees 
15 
Degrees 
30 
Degrees 
45 
Degrees 
90 
Degrees 
True 
Speed 
0%  
Error 
0.4%  
Error 
1.5%  
Error 
3.4%  
Error 
13.4% 
Error 
29.3% 
Error 
100% 
Error 
25.0 mph 
25.0 mph 
24.9 mph 
24.6 mph 
24.1 mph 
21.7 mph 
17.7 mph 
0 mph 
50.0 mph 
50.0 mph 
49.8 mph 
49.2 mph 
48.3 mph 
43.3 mph 
35.4 mph 
0 mph 
75.0 mph 
75.0 mph 
74.7 mph 
73.9 mph 
72.4 mph 
65.0 mph 
53.0 mph 
0 mph 
100.0 mph 
100.0 mph 
99.6 mph 
98.5 mph 
96.6 mph 
86.6 mph 
70.7 mph 
0 mph 
125.0 mph 
125.0 mph 
124.5 mph 
123.1 mph 
120.7 mph 
108.3 mph 
88.4 mph 
0 mph 
150.0 mph 
150.0 mph 
149.4 mph 
147.7 mph 
144.9 mph 
129.9 mph 
106.1 mph 
0 mph 
200.0 mph 
200.0 mph 
199.2 mph 
197.0 mph 
193.2 mph 
173.2 mph 
141.4 mph 
0 mph 
250.0 mph 
250.0 mph 
249.0 mph 
246.2 mph 
241.4 mph 
216.5 mph 
176.8 mph 
0 mph 
 
Radar Gun Placement 
 
 
To get accurate readings, the radar gun must be placed in the line of travel of the target. 
At slight angles, the error is very small, however at larger angles, the error becomes substantial. 
 
Calculating Angle Errors 
If you know the angle that you are clocking at, you can calculate the actual speed by taking the 
radar reading and dividing by the cosine of the angle.  
 
For example: if you are clocking at 30 degrees, and the gun displays 129.9 mph. Take 129.9 and 
divide by the cosine of 30 degrees (0.866) to get a true speed of 150.0 mph. 
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