I Uncovering the Mystery of the Electric Field of a Dipole Antenna

AI Thread Summary
The electric field of a dipole antenna can be derived mathematically, though the calculations can be complex due to the interactions between drive currents and the resulting fields. Far from the antenna, it behaves predominantly like a pure dipole, with a small quadrupolar component and negligible higher-order contributions. Both analytic and numerical methods, such as the method of moments and multipole expansion, are commonly used for these calculations. Understanding these interactions is crucial for accurate modeling and simulation. Overall, the study of dipole antennas reveals intricate behaviors that are essential for effective electromagnetic field analysis.
Maike
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Hello,

Is it possible to derive the electric field of a dipole antenna mathematically?
Does it look like a pure dipole far away?
I am experimenting with these things and they are a bit mysterious to me.

Thanks for your answers!
 
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By "drive mathematically" do you mean a computer simulation or are you referring to some arbitrary function voltage function generator?
 
I assume you mean electromagnetic field, since "far away" means you are looking at radiation? The answer is yes, more or less. Antennas can be surprisingly complex to compute due to interactions between the drive, the currents/voltages induced in the conductors, and the reaction that the resulting fields produce back onto those currents/voltages. As a result, both analytic and numerical calculations are often iterative. The method of moments is one that is very widely used. You can also a perform multipole expansion. A half-wave dipole turns out to be mostly dipolar, with a small quadrupolar component (I forget how big--just a few percent, I think), and fairly negligible higher-order contributions.
 
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