FCC Method of Moments - SBE Chapter 24
FCC Method of Moments - SBE Chapter 24
FCC Method of Moments - SBE Chapter 24
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Example<br />
C : \ D o c u m e n t s a n d S e t t i n g s \ Ow n e r\ D e s k t o p \ T e m p M B P ro \ K Y E S N i g h t A rra y 1 0 -0 6 -2 0 0 9 , 2 2 : 2 5 : 2 2<br />
Ge o g ra p h i c c o o rd i n a t e s : E -t h e t a m a g n i t u d e rm s , m v / m , e l e v a t i o n = 0 d e g re e s<br />
m i n i m u m = 0 , m a x i m u m = 1 , 8 6 0 . , d y n a m i c ra n g e = 1 , 8 5 6 . 4 6 , s c a l e = 1<br />
M a x i m u m g a i n : 1 , 8 5 6 . 5 rm s , m v / m a t 1 8 . d e g ; -3 d B b e a m w i d t h : 3 8 . 5 t o d e g re e s<br />
1 , 1 8 0 . K H z<br />
0<br />
330<br />
30<br />
300<br />
60<br />
270<br />
500 1000 1500<br />
90<br />
<strong>24</strong>0<br />
120<br />
210<br />
150<br />
180<br />
CP pattern versus<br />
NEC generated pattern