Advertisements
Advertisements
Question
By what percentage will the transmission ranges of TV tower be affected when the height of the tower is increased by 21%?
Solution
`d_T = sqrt(2Rh_T)`
Let the transmission of the tower before transmission be = `vecd_(T_1)`
Range after increase in height =`d_(T_2)`
Ratio = `(d_(T_1))/d_(T_2) = sqrt((2Rh_(T_2))/(2Rh_(T_1))) = sqrt(h_(T_2)/h_(T_1))`
Height increase = 21%
Thus,`121/100 h_(T_1 = h_(T_2)`
`(d_(T_2))/(d_(T_1)) = sqrt((121h_(T_1))/(100 h_(T_1))` = 1.1
`d_(T_2) :d_(T_1) 11:10`
APPEARS IN
RELATED QUESTIONS
Why are high frequency carrier waves used for transmission?
The distance between consecutive maxima and minima is given by
Balun is a transformer which changes
The power of two-wire transmission line travels:-
The velocity of e.m wave in a dielectric medium (Er = 4) is
The characteristic impedance of a loss transmission line is
The characteristic impedance of a loss less transmission line is given by.
A bandwidth of 6 MHz is available for AM transmission. If the maximum audio signal frequency used for modulating the carrier is not to be exceeds 64 KHz. How many stations can be broadcast within this band simultaneously without interfering with each other?
A TV transmission tower has a height of 140 m and the height of the receiving antenna is 40 m. What is the maximum distance upto which signals can be broadcasted from this tower in LOS (Line of Sight) mode? (Given: radius of earth = 6.4 × 106 m).