written 8.3 years ago by | • modified 8.3 years ago |
Mumbai university > Comp > SEM 8 > Mobile Communication
Marks: 10M
Year: May 2012
written 8.3 years ago by | • modified 8.3 years ago |
Mumbai university > Comp > SEM 8 > Mobile Communication
Marks: 10M
Year: May 2012
written 8.3 years ago by | • modified 8.3 years ago |
In cell sectoring a single omnidirectional antenna at base station is replaced by several directional antennas, each radiating within a specified sector.
By using directional antennas power is transmitted in single desired direction decreasing number of interfering co-channel cells and co-channel interference.
When sectoring is employed, the channels used in a particular cell are broken down into sectored groups and are used only within a particular sector. For cluster size 7, number of co-channel cells reduced from 6 to 2 for $120^0$ sectoring. This is because only 2 of the 6 co-channel cells receive interference with a particular sectored channel group.
For omnidirectional antenna there are 6 co-channel cells. For worst condition as shown in figure below there are 2 cells at distance D, 2 cells at distance D + R and 2 cells at distance D - R.
We know,
$\frac{S}{I} = \frac{R^{-n}}{Σ_{i = 1}^{io} D^{-n}}$
$\frac{S}{I} = \frac{R^{-n}}{2D^{-n} + 2(D - R)^{-n} + 2 (D + R)^{-n}}$
For N=12 and n=4 we get S/I = 22.53 db which is greater than 18 db, hence cluster size of 12 can be used. For N=7 S/I is 17.27 db, which is less than 18 db, thus cluster size of 7 cannot be used
For N=7 and n=4, S/I is found to be as 24.81 db which is less than 18 db, thus cluster size of 7 can be used with sectoring.
In this way with reduction in interfering co-channel cells using sectoring, on can improve S/I ratio thus increasing the capacity. Increase in capacity is given by,
$\frac{Old \ \ cluster \ \ size}{New \ \ cluster \ \ size} = \frac{12}{7} = 1.714$