The radiation resistance of an antenna having a power of 120 units and...
Answer: a
Explanation: The power of an antenna is given by Prad = Ia2 Rrad, where Ia is the antenna current and Rrad is the radiation resistance. On substituting the given data, we get Rrad = Prad/Ia2 = 120/52 = 4.8 ohm.
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The radiation resistance of an antenna having a power of 120 units and...
Radiation Resistance of an Antenna
In order to understand the radiation resistance of an antenna, let's first define what radiation resistance is. Radiation resistance is a theoretical resistance that represents the power radiated by an antenna, assuming all the power is radiated and none is lost in other forms of energy.
Given Data:
- Power of the antenna (P) = 120 units
- Antenna current (I) = 5 A
Calculating Radiation Resistance:
The radiation resistance (Rr) can be calculated using the formula:
Rr = (P/I^2)
Substituting the given values:
Rr = (120 / 5^2)
Rr = (120 / 25)
Rr = 4.8
Hence, the radiation resistance of the antenna is 4.8 units. Therefore, the correct answer is option 'A' (4.8).
Explanation:
- The power of an antenna represents the total power it can radiate. In this case, the power is given to be 120 units.
- The antenna current represents the current flowing through the antenna. Here, the antenna current is given as 5 A.
- The radiation resistance is calculated using the formula Rr = (P/I^2), where P is the power and I is the current.
- By substituting the given values in the formula, we can calculate the radiation resistance to be 4.8 units.
Summary:
The radiation resistance of an antenna with a power of 120 units and an antenna current of 5 A is 4.8 units. The radiation resistance represents the theoretical resistance that accounts for the power radiated by the antenna.