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How Antennas Work: From Moving Electrons to Radio Waves

A simple, visual introduction to antenna physics, dipoles, and monopoles.

Illustration of a center-fed dipole antenna with radio wavefronts spreading outward

The short answer: An antenna turns an alternating electrical signal into a radio wave, and a radio wave back into an electrical signal. The signal moves electrons back and forth in metal, and those changing currents and charges launch a wave that travels outward. A dipole antenna does this with two arms fed at the center. A monopole antenna uses one element and a conducting surface called a ground plane.

Radio can seem like magic. A small piece of metal sends energy across a valley with nothing connecting it to the receiver. But the physics behind it starts with something simple: electrons moving in a wire. This guide follows that movement step by step, from a plain wire to a working dipole antenna and monopole antenna, then back again to how an antenna receives a signal.

Start with a wire: what are electrons doing?

A metal wire is already full of electrons that can move. In copper, roughly one electron from each atom is free to wander through the metal instead of being tied to a single atom. A battery does not need to supply these electrons. They are there before you connect anything.

Connect a power source and it creates an electric field along the wire. That field pushes on every free electron, and they all begin to drift in the same direction, on top of their fast random motion.

This drift is surprisingly slow, often only a fraction of a millimeter per second. A lamp still lights almost immediately because the electric field travels through the wire far faster than the electrons do, so electrons all along the wire start moving at nearly the same moment.

Electrons drifting through a metal wireA wire full of fixed metal atoms and free electrons. A power source creates an electric field and the electrons drift toward the positive end.Power sourceElectrons drift toward the + endElectric field
Metal is already full of free electrons (blue). A power source adds an electric field, and the whole sea of electrons drifts toward the positive end. The gray metal ions stay put.

What makes electrons move back and forth?

A battery pushes in one direction. A radio transmitter does not. It produces an alternating voltage, one that changes smoothly, reverses polarity, and repeats.

When one end of the wire is positive, electrons are pushed toward it. When the polarity reverses, the electric force reverses too, and the electrons head the other way. They never make real progress along the wire. They just move back and forth around their local positions.

One detail often causes confusion. Electrons carry negative charge, so they move opposite to the direction we conventionally call electric current. The convention was settled before anyone knew about electrons, and it stuck. Current arrows and electron arrows therefore point in opposite directions.

Alternating voltage reverses electron movementThree connected panels: an alternating voltage graph, the voltage polarity across a wire at two moments, and arrows showing electrons moving one way and then the other.1. Alternating voltageABtime2. Polarity across the wire3. Electron movementAt Aelectronsconventional currentAt Belectronsconventional current
When the voltage reverses, the polarity across the wire swaps and the electrons change direction. Conventional current is drawn the opposite way from electron movement.

Reading the wave: what does the graph actually show?

Radio signals are usually drawn as a sine wave. Four basic terms describe it:

  • Cycle: one complete repeat of the pattern.
  • Amplitude: how far the wave reaches from zero.
  • Frequency: how many cycles happen each second, measured in hertz. A radio signal at 868 MHz repeats 868 million times every second.
  • Phase: where the wave is in its cycle at a given moment.

The most important thing to remember is that the graph shows how a quantity such as voltage or current changes over time. It is not the physical path of an electron. Electrons do not travel along a wire in the shape of a sine curve.

The best way to read the wave is to follow one complete cycle. Current directly describes the collective movement of the electrons, so we will use it here. Each electron also keeps its fast random motion, so "moving" below means their collective drift. Remember that conventional current points the opposite way from that drift. Follow the numbers on the graph:

One full cycle of electron position and currentTwo graphs share one time axis. A marker moves across both while electrons shift left and right in a wire. Electron position is at its extreme when current is zero, and current peaks as the electrons pass through center.Average electron positionabove the line = right of centerCurrentabove the line = conventional current to the right12345Electrons in the wire, in step with the marker
One cycle in a simple resistive wire, numbered to match the steps below. The graphs show values over time, not a path through space. Motion is hugely slowed and exaggerated.
  1. Far left. The electrons have shifted as far left as they will go. Their collective drift briefly stops, so the current is zero.
  2. Moving right, at top speed. The electrons pass through their center position. Current is at its peak, pointing left, so the red curve is at its lowest.
  3. Slowing, then far right. The electrons reach the other extreme, and their collective drift briefly stops again. Current is zero.
  4. Moving left, at top speed. They pass through center going the other way. Current peaks pointing right, so the red curve is at its highest.
  5. Back where they started. They slow to the far left again, and the next cycle begins.

Notice that position and current do not peak together. The electrons are furthest from center exactly when the current is zero, and the current is strongest as they pass through center.

This example is a simple resistive wire, where voltage rises and falls in step with current, so a voltage graph would have the same timing. An antenna is different. Electrons respond to the local electric field at their own location, and current and charge vary along the antenna, so a voltage graph alone does not always tell you the exact timing of the current.

The distances are also tiny. At typical radio frequencies and currents, the back-and-forth drift can be much smaller than an atom.

How does that movement produce a radio wave?

Three facts from physics come together here:

  1. Electrons have an electric field. Any charge has one around it, and it reaches out into the surrounding space.
  2. Electric current produces a magnetic field. Moving charges create a magnetic field around the wire.
  3. Changing fields create each other. A changing electric field produces a magnetic field, and a changing magnetic field produces an electric field.

A steady current gives a steady magnetic field, and that field simply stays around the wire. But in an antenna, currents and charges change direction millions of times per second. The fields near the antenna cannot adjust instantly, because changes spread at a finite speed. Part of the changing field keeps moving outward as a self-sustaining pattern of electric and magnetic fields. That traveling pattern is an electromagnetic wave, and it carries energy away from the antenna at the speed of light.

The electrons stay in the metal. Only the wave travels away.

Antenna turning a signal into a radio waveA signal graph drives a vertical antenna. Electrons move up and down inside the metal while an electromagnetic wave spreads outward.1. Signal2. Electrons move in the metalThey do not leave the antenna.3. Electromagnetic waveCarries energy outwardspeed of light
Two separate things are happening: electrons move a tiny distance inside the metal, while the wave they create travels away. Not to scale, and only one side of the wave is drawn.

The wave has its own timing too. It comes from change, so the field it carries depends on how quickly the current is changing. Current changes fastest at the moment electrons reverse, which is when the current itself is zero. That effect then takes time to travel, so it arrives later at any distant point. Electron position, current, and the outgoing field therefore do not all peak together.

Electron position, current and radio wave field on one timelineThree graphs over one cycle. At the moment electrons reverse, position is at its extreme and current is zero. The field's strongest point from that moment arrives a little later at a distance.Average electron positionConventional currentRadio wave's field, measured some distance awaytravel delayElectrons reverse here
Three different quantities with three different timings. At the dashed line the electrons' collective drift has briefly stopped at its extreme, current is zero, and current is changing fastest. The strongest field from that moment reaches a distant point later. The delay is illustrative, and it grows with distance.

Why does antenna length matter?

A wavelength, often written λ, is the distance a wave travels during one cycle. Radio waves are very fast, but at 868 MHz each cycle is extremely brief, so a wave travels only about 345 mm before the next cycle begins.

Now picture a signal moving along an antenna. When it reaches the tip, the metal ends, so it reflects and travels back. At suitable lengths, the outgoing and reflected waves combine into a strong repeating pattern of current along the antenna. It's a little like pushing a swing at the right moment: each new push from the transmitter adds to the motion already underway. This is resonance, and it is why the timing of the signal and the length of the antenna need to work together.

Two lengths are especially common. A half-wave antenna is half a wavelength long from tip to tip. A quarter-wave antenna is one element a quarter of a wavelength long, working with a ground plane.

Full wavelength compared with half-wave and quarter-wave antennasAt 868 MHz one wavelength is about 345 mm, a half-wave dipole about 173 mm, and a quarter-wave monopole about 86 mm. Drawn to the same scale.One wavelength at 868 MHzfull wavelength ≈ 345 mmHalf-wave dipole≈ 173 mm (two 86 mm arms)Quarter-wave monopole≈ 86 mm, plus a ground plane
All three lengths are drawn to the same scale and calculated for free space. Real antennas are usually trimmed a few percent shorter.

Once the idea is clear, the arithmetic is simple. Wavelength is the speed of light divided by frequency, so a quarter wavelength in meters is about 75 divided by the frequency in MHz. That gives about 86 mm at 868 MHz and 82 mm at 915 MHz, both common LoRa frequencies.

The dipole antenna: two arms working together

A dipole antenna is two conducting arms connected to a signal source at the center. The source pushes electrons into one arm while pulling them out of the other, then reverses. In this way, electrons move along the arms in the same overall direction, first one way and then the other, and charge is repeatedly pushed toward the ends.

In a typical half-wave dipole, this settles into a repeating pattern called a standing wave:

  • Current is strongest near the center and falls toward zero at the tips, because electrons cannot flow past the end of the metal.
  • Charge builds up near the ends, with one tip positive and the other negative, swapping each half cycle.
Half-wave dipole current and doughnut radiation patternA vertical center-fed dipole with electrons moving along its arms, current strongest at the center and near zero at the tips, charge building up at the tips, and a doughnut-shaped radiation pattern.Center-fed half-wave dipolecurrentstrongestcurrent ≈ 0chargebuildsat tipsRadiation patternalmost nothingoff the endsstrongest to the sides
Left: electrons move most near the center, barely at all at the tips, and charge builds up at the ends. Right: a side slice through the doughnut-shaped radiation pattern. Spin the two lobes around the antenna to get the full shape. Motion is slowed and exaggerated.

The result is the familiar doughnut-shaped radiation pattern. A dipole radiates most strongly to the sides and almost nothing directly off its ends.

How a dipole launches a wave, step by step

Charge and field lines give another useful way to picture the same process. An electric field line runs from positive charge to negative charge, so watch what the lines do during the first half cycle:

A dipole launching a radio wave in four stepsFour drawings of a center-fed dipole. Charge builds on the arms and electric field lines grow outward from positive to negative charge. In the last drawing the electrons flow back and the changing field, drawn as closed loops, has spread further out.1. Starts2. Spreads3. Peaks4. Changes spread outward
The first half cycle, simplified. Plus and minus marks show charge, the dashed line shows how much has built up along each arm, orange lines are the electric field, and blue arrows show electron movement. Field lines are a drawing tool, and only the right side is shown.
  1. Charge starts to separate. The source pushes electrons down the antenna. The top arm is left with positive charge and the bottom arm gains negative charge, starting near the center. Short field lines connect them.
  2. The field spreads. As charge spreads along the arms, the field lines grow outward with it. Changes in the field travel at the speed of light, so distant space doesn't feel them yet.
  3. Charge peaks. A quarter of a cycle in, the most charge has built up near the tips, and the electrons' collective drift briefly stops. Current is zero, just as in the cycle we followed earlier.
  4. The changes spread outward. As the electrons reverse direction, the electric and magnetic fields around the antenna change. These changes spread outward at the speed of light, carrying energy away. The curved lines in the diagram help us picture the electric field; they are not physical strings breaking away from the wire.

In the next half cycle the charge builds the opposite way round, and the pattern repeats with the field pointing the other way. That repeating pattern of changing electric and magnetic fields, spreading outward, is the radio wave.

The monopole antenna: one element and a ground plane

A quarter-wave monopole is one conducting element, a quarter wavelength long, working with a conducting surface called a ground plane. The signal is fed between the base of the element and that surface. Despite the name, a ground plane does not need to be connected to the earth.

Think of an ideal, flat, perfectly conducting ground plane. Charges in its surface rearrange in response to the element, and their effect above the plane is exactly the same as if a mirror image of the antenna existed below it. Positive charge at the tip of the element corresponds to negative charge at the tip of its reflection, and the current in the image flows in the matching direction. Put together, the element and its image have the same form as a half-wave dipole. The ground plane electrically supplies the missing half.

Quarter-wave monopole above a ground plane with its mirror imageA vertical monopole above a flat ground plane, with a dotted mirror image below it completing the shape of a half-wave dipole.ideal flat ground planereal element, ≈ λ/4current in the wiremirror image(not physically there)feed
Above an ideal ground plane, the monopole and its reflection together look like a half-wave dipole. The mirror image is a way to calculate the result, not a real antenna. With this ideal plane, radio energy goes only into the space above it.

This means the radiation pattern of an ideal quarter-wave monopole matches the top half of a dipole's doughnut.

Real ground planes are not infinite, of course. A vehicle roof, a set of radial wires, or a circuit board can all serve, but a small or irregular surface changes the tuning and can tilt the pattern. The mirror model is a starting point, not an exact description of every device.

Dipole vs. monopole: a simple comparison

Here are the two designs side by side at the same frequency.

Half-wave dipole and quarter-wave monopole side by sideA half-wave dipole and a quarter-wave monopole drawn to the same scale at 868 MHz, with their radiation patterns: a full doughnut for the dipole and the top half of a doughnut for the monopole.Half-wave dipoleQuarter-wave monopole≈ 173 mm≈ 86 mm + ground planefed at the centerfed at the base
Same frequency (868 MHz), same scale. The orange shapes are the idealized radiation patterns.
Half-wave dipole vs. quarter-wave monopole
FeatureHalf-wave dipoleQuarter-wave monopole
ConstructionTwo conducting armsOne element plus a conducting surface
Typical lengthAbout λ/2 (≈ 173 mm at 868 MHz)About λ/4 (≈ 86 mm at 868 MHz)
Feed pointCenter, between the armsBase, between element and ground plane
Ground planeNot requiredRequired, and part of the antenna
Radiation patternFull doughnutTop half of a doughnut (ideal plane)

Neither design is automatically better. The choice usually depends on the space available, the mounting surface, and what the device is attached to.

Optional technical note: impedance and gain

In the ideal case, a half-wave dipole has a feed impedance of about 73 Ω and a gain of about 2.15 dBi. An ideal quarter-wave monopole on an infinite, perfectly conducting ground plane has about half that impedance, roughly 36 Ω, and a gain of about 5.15 dBi, because the same power goes into half of space. A real installation's peak gain depends on its geometry, losses, and radiation pattern.

How an antenna receives a signal

Now reverse the whole story. When an electromagnetic wave reaches a receiving antenna, its electric field pushes on the free electrons in the metal. As the field alternates, the electrons move back and forth, producing a small alternating voltage and current at the antenna's feed point. A receiver amplifies and decodes that signal.

Receiving antenna responding to an arriving radio waveA traveling radio wave reaches a vertical wire, electrons in the wire move back and forth, and a small signal appears on a graph at the receiver.Radio wave arrivesIts electric field pushes on electronsTo the receiverA tiny electrical signalElectrons respond in the wire
Reception is the same story in reverse. The arriving wave moves electrons in the wire, and that movement becomes a very small voltage at the receiver input. Not to scale.

Thanks to a property called reciprocity, an antenna generally has the same radiation pattern and gain whether it is sending or receiving. A dipole that transmits poorly off its ends also receives poorly from that direction.

A practical example: a monopole on a tracker

The Loko GPS tracker uses a monopole antenna, so everything above applies directly. Its pattern is weakest off the tip, so pointing the antenna straight at the other radio is usually worse than keeping it upright. It needs a conducting surface to work against, and nearby metal or a body can change its tuning and absorb energy. Antenna placement is only one part of a radio link, as these guides on radio line of sight and signal range explain.

Further reading

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