Do Q Magnets Have a Frequency?

No. Q Magnets produce static magnetic fields, which have a frequency of 0 Hz.

But that simple answer only scratches the surface.

Frequency is one of the most important concepts in physics. It helps explain the pitch of a musical note, the colour of light, radio transmissions, electrical currents and the operation of certain medical technologies.

Yet frequency is also one of the most misunderstood concepts in health and wellness.

We regularly hear about healing frequencies, vibrational medicine, electromagnetic frequencies and the idea that everything in the universe vibrates.

Some of these concepts are grounded in established physics. Others extend scientific ideas well beyond what the evidence supports.

So what exactly is frequency? Why does it matter? And why is a frequency of 100 Hz in sound fundamentally different from 100 Hz in a magnetic field?

Let’s start with something familiar.

What is frequency? Start by clapping your hands

Imagine clapping your hands once every second.

That’s a frequency of 1 hertz (1 Hz).

Clap twice every second and the frequency becomes 2 Hz.

Clap five times every second and it’s 5 Hz.

Frequency simply describes how many times something repeats within a given period.

Now imagine clapping harder.

The sound becomes louder, but you’re still clapping at the same rate. The frequency hasn’t changed.

This introduces an important distinction:

• Frequency describes how often something repeats.
• Amplitude describes the size of a variation or oscillation.

Of course, many physical phenomena involve smooth, repeating movements rather than separate events like clapping.

Think of a pendulum swinging from one side to the other and back again.

One complete back-and-forth movement is one cycle. If it completes that cycle every second, its oscillation frequency is 1 Hz.

A sine wave is a simple mathematical way of representing this kind of repeating behaviour.

If the pendulum stops swinging, its oscillation frequency becomes zero. But the pendulum is still there.

That’s a useful starting analogy for a static magnetic field. A permanent magnet can produce a magnetic field without that field having to oscillate.

From 7.8 Hz to trillions of oscillations per second

Now consider how much frequencies vary across the natural world and modern technology.

The fundamental Schumann resonance is approximately 7.8 Hz.

Australian mains electricity operates at 50 Hz.

A familiar musical note, concert A, has a frequency of 440 Hz.

An FM radio transmission might operate at 100 million Hz.

Infrared light oscillates at hundreds of trillions of cycles per second, while X-rays operate at frequencies higher still.

These numbers become almost impossible to imagine.

From Earth’s natural resonance to X-rays

These are representative frequencies, not the entire range of each phenomenon. The scale is conceptual; the examples involve different physical processes.

Key message: A frequency tells us how often something oscillates. It does not tell us what is oscillating or how that phenomenon interacts with the body.

This is where much of the confusion about frequency begins.

Sound, electrical current and electromagnetic radiation can all have frequencies, but they are not the same thing.

Can changing frequency dramatically change the body’s response?

Yes. And one of the clearest demonstrations comes from electrical stimulation of nerves and muscles.

A single electrical pulse delivered to a motor nerve can produce a brief muscle contraction.

Deliver pulses slowly and the muscle contracts and relaxes between each stimulus.

Increase the pulse frequency and the individual contractions begin to overlap. At sufficiently high frequencies, they can merge into a sustained contraction, producing considerably greater force.

The stimulus is still electrical. The difference is how frequently the pulses arrive.

An even more striking example comes from deep brain stimulation, a medical treatment used for certain neurological conditions.

In a 2012 study involving patients with Parkinson’s disease, electrical stimulation of the subthalamic nucleus at 5–20 Hz increased measured muscle rigidity by approximately 24%, while stimulation at 130 Hz reduced rigidity by approximately 18%.

In other words, changing the stimulation frequency could produce substantially different—and even opposing—physiological responses.

This is compelling evidence that frequency can matter enormously.

But it also raises a crucial question: frequency of what?

These effects occur because electrical pulses interact with excitable nervous tissue. They cannot be assumed to occur with sound waves, light or static magnetic fields simply because the numerical frequency happens to be similar.

The physical stimulus, its intensity, waveform, location and biological target all matter.

References:

Little S, et al. (2012). A torque-based method demonstrates increased rigidity in Parkinson’s disease during low-frequency stimulation. Read the study.

For muscle stimulation: Rat skeletal muscle–nerve preparation to teach skeletal muscle physiology. Advances in Physiology Education (2021). Read the study.

Sound: how vibrations become something we hear

Consider a loudspeaker playing music.

The speaker cone vibrates backwards and forwards, creating alternating compressions and rarefactions in the surrounding air.

Those changing air pressures travel as sound waves.

When they reach the ear, they cause the eardrum to vibrate. Three small bones in the middle ear—the malleus, incus and stapes—transmit those vibrations towards the inner ear.

Inside the cochlea, specialised sensory cells convert mechanical movement into electrical signals.

Those signals travel along the cochlear branch of the vestibulocochlear nerve, cranial nerve VIII, to the brain, where sound is perceived.

Within ordinary musical sounds:

• Higher frequencies are generally perceived as higher pitches.
• Greater sound intensity is generally perceived as greater loudness.

This is why a bass note and a high-pitched whistle sound so different.

Human hearing typically spans approximately 20 Hz to 20,000 Hz in young, healthy people, although sensitivity changes with age. Dogs can hear some higher-frequency sounds that humans cannot.

The sound waves still exist whether or not a particular listener can hear them.

The ability to detect a frequency depends on the sensing system—not merely on the existence of the vibration.

When sound creates visible patterns: Chladni figures

In 1787, German physicist and musician Ernst Chladni demonstrated how sound-related vibrations could produce remarkable geometric patterns.

By sprinkling sand onto a metal plate and causing it to vibrate, Chladni observed that the sand collected along areas that remained relatively still, known as nodal lines. As the plate vibrated at different resonant frequencies, different patterns emerged.

These patterns, now known as Chladni figures, helped establish our understanding of resonance, standing waves and the behaviour of vibrating surfaces.

They provide a striking visual demonstration that frequency can influence how a physical system responds. However, the patterns also depend on the plate’s shape, material and how it is supported—not frequency alone.

Producing patterns in sand does not establish that a particular musical frequency can reorganise human tissue, remove disease or correct an invisible energy imbalance.

These are completely separate claims and unconnected to frequencies of different physical phenomena.

Light: the same concept of frequency, but entirely different physics

Now we move from sound to electromagnetic radiation.

Unlike sound, which requires a material medium such as air, electromagnetic radiation can travel through a vacuum.

Radio waves, microwaves, infrared radiation, visible light, ultraviolet radiation, X-rays and gamma rays all belong to the electromagnetic spectrum.

They differ in wavelength and frequency.

For electromagnetic radiation travelling through a vacuum, frequency and wavelength are connected:

Frequency × wavelength = speed of light

A higher frequency corresponds to a shorter wavelength.

But there’s another important relationship.

The energy of an individual photon is proportional to its frequency:

Photon energy = Planck’s constant × frequency

Or, in scientific notation:

E = hf

This means that a photon of blue light carries more energy than a photon of red light. An X-ray photon carries much more energy again.

That’s one reason different parts of the electromagnetic spectrum have such different biological effects.

Radio waves: selecting a signal

An FM radio might be tuned to 100 MHz—100 million cycles per second.

A radio receiver is designed to detect electromagnetic signals within particular frequency ranges and recover the information carried by them.

We cannot hear an FM radio wave directly.

The receiver must convert the transmitted signal into an electrical audio signal, which then drives a loudspeaker to produce sound waves.

This is an important distinction: the 100 MHz carrier frequency is not the frequency of the musical notes we hear.

The technology converts information carried by one kind of oscillation into another physical form.

Infrared, visible light and colour

Increase electromagnetic frequency sufficiently and we move beyond radio waves and microwaves into infrared radiation.

We cannot ordinarily see infrared light, although infrared energy can warm the skin when absorbed.

At higher frequencies still, we reach visible light.

Our eyes contain photoreceptors with light-sensitive molecules that respond to photons in the visible spectrum.

These responses are converted into electrical signals that travel through the optic nerve, cranial nerve II, to the brain.

What we perceive as different colours arises from how different wavelengths stimulate the retinal photoreceptors and how the visual system processes those signals.

Beyond violet lies ultraviolet radiation.

Humans ordinarily cannot see UV light, while some insects, including bees, can detect ultraviolet patterns on flowers.

But ultraviolet light provides an even more interesting example of why frequency matters biologically.

UVB and vitamin D: when the wavelength determines the reaction

One of the clearest examples of frequency-dependent biology is vitamin D production in the skin.

When suitable ultraviolet B (UVB) radiation reaches the skin, photons with wavelengths approximately within the 290–320 nanometre region can initiate a specific chemical reaction.

They are absorbed by 7-dehydrocholesterol, a cholesterol-derived molecule found in the skin.

This converts it into previtamin D₃, which subsequently becomes vitamin D₃.

That is not simply a warming effect. It is a photochemical reaction made possible by the interaction between photons of suitable energy and a particular molecule.

It provides a compelling example of why wavelength and frequency matter.

But it also demonstrates why frequency is not synonymous with benefit.

Ultraviolet radiation can damage DNA and contribute to sunburn, premature skin ageing and skin cancer. UVB is generally classed as non-ionising radiation, although it can still cause significant photochemical damage.

At higher photon energies, X-rays and gamma rays are ionising radiation, capable of removing electrons from atoms or molecules.

The biological effect therefore depends on the nature of the radiation, photon energy, dose, exposure conditions and the molecules or tissues involved.

The same basic quantity—frequency—can describe very different biological interactions.

What does quantum mechanics tell us about frequency?

At the microscopic level, matter is governed by quantum mechanics.

Electrons in atoms occupy quantum states associated with particular energies. Atoms and molecules can absorb or emit photons when the photon’s energy corresponds to an allowed transition between states.

Molecules also exhibit characteristic rotational and vibrational behaviour, while solids can support collective vibrations.

This helps explain why particular materials absorb some frequencies of electromagnetic radiation more readily than others.

But the statement that matter has quantum properties should not be confused with the idea that every object, organ or disease possesses one specific therapeutic frequency.

There is no established general law of physics stating that a tissue can be healed simply by exposing it to a numerically matching frequency.

Real resonance requires a physical system capable of oscillating, a suitable means of coupling energy into that system, and conditions that allow the response to occur.

A matching frequency number, by itself, does not establish meaningful biological resonance.

Schumann resonances: does the Earth have a frequency?

You may have heard that the Earth has a natural frequency of approximately 7.8 Hz, sometimes described as its heartbeat.

This refers to the Schumann resonances, a series of extremely low-frequency electromagnetic resonances associated with the cavity between the Earth’s surface and the ionosphere.

Lightning discharges excite electromagnetic waves within this cavity.

The fundamental resonance occurs near 7.8 Hz, with several higher-frequency resonances also present.

These are genuine, measurable geophysical phenomena.

However, describing 7.8 Hz as the Earth’s frequency is an oversimplification. The Earth has many different physical processes and oscillations occurring across different frequency ranges.

A related claim is that Schumann resonances overlap with certain frequencies observed in human electroencephalography (EEG), particularly the alpha and theta ranges.

That numerical overlap is interesting, but it does not demonstrate that Schumann resonances synchronise the human brain or that applying 7.8 Hz produces a therapeutic effect.

For that, we would need evidence of a plausible coupling mechanism, sufficient exposure and reproducible biological or clinical outcomes.

What about sound healing and Biofield Tuning?

Sound has measurable effects on human physiology and behaviour.

Music can influence mood, attention and relaxation. Rhythmic sound can affect movement and timing. Mechanical vibrations can also be perceived through the skin and other tissues, independently of hearing.

These effects are real, although they vary with the stimulus and circumstances.

Some therapeutic approaches propose additional mechanisms.

For example, Eileen McKusick’s Biofield Tuning approach uses tuning forks, including a 174 Hz fork, in a method intended to identify and address disturbances in a proposed human biofield.

A vibrating tuning fork unquestionably produces physical vibrations and sound.

Some intuitive and gifted practitioners are able to detect disturbances in the human biofield and even claim to treat health conditions that have been detected.

But a published 2020 investigation involving 174 Hz tuning forks found poor agreement between practitioners when identifying the locations of supposed biofield disturbances.

The broader lesson is simple.

An observable frequency is not automatically evidence for the therapeutic claims associated with it.

Alternating current, direct current and magnetic fields

We’ve discussed oscillations in sound and light. But what happens when electricity produces a magnetic field?

Here, the distinction between alternating current and direct current becomes particularly useful.

Australian household electricity has a nominal frequency of 50 Hz.

In alternating current (AC), the current repeatedly reverses direction. That changing current produces a time-varying magnetic field around a conductor.

Direct current (DC), such as that supplied by a battery, flows in one direction. Under steady conditions, it can produce a magnetic field that does not vary with time.

A permanent magnet produces its own static magnetic field without needing an external electrical supply.

The International Commission on Non-Ionizing Radiation Protection (ICNIRP) describes static magnetic fields as fields that do not change in intensity or direction over time, assigning them a frequency of 0 Hz.

And that brings us back to Q Magnets.

Why Q Magnets do not have an oscillating frequency

Q Magnets are non-powered devices that produce static magnetic fields.

Unlike a pulsed electromagnetic field (PEMF) device, Q Magnets do not repeatedly switch their magnetic field on and off.

They do not generate an electromagnetic carrier wave like a radio transmitter.

Nor do they vibrate like a loudspeaker or tuning fork.

When a Q Magnet remains stationary and its field is measured at a fixed location, the magnetic field does not oscillate with time.

Its frequency is therefore 0 Hz.

But 0 Hz does not mean there is no magnetic field.

A stationary permanent magnet can still have substantial magnetic flux density, measured in tesla or gauss.

It can also produce a spatially varying field, where the strength and direction differ from one location to another.

This is particularly relevant to Q Magnets because their multipolar configurations create spatial patterns and gradients in their magnetic fields.

A spatial variation is not the same thing as a time-varying oscillation.

A related technical distinction is that moving a magnet—or moving tissue through a non-uniform magnetic field—can create a changing exposure relative to the moving tissue. But that does not give the stationary magnet an intrinsic operating frequency.

How do PEMF, TMS and MRI differ?

Several medical and wellness technologies use magnetic fields, but they do not all operate in the same way.

PEMF: pulsed electromagnetic fields

PEMF devices produce magnetic fields that change over time.

Their specifications may include a pulse repetition frequency—for example, 10 Hz or 50 Hz.

But two PEMF devices operating at 10 Hz may still produce very different exposures.

Other important variables include pulse shape, magnetic field strength, how quickly the field changes, pulse duration, duty cycle and coil geometry.

Changing magnetic fields can induce electric fields in nearby conductive tissue.

The frequency matters, but it is only one part of the exposure.

PEMF Therapy and Q Magnets: How Static Magnetic Therapy May Complement Recovery and Pain Care

TMS: transcranial magnetic stimulation

Transcranial magnetic stimulation uses rapidly changing magnetic fields generated by a coil positioned near the head.

These changing magnetic fields induce electric fields in brain tissue.

When stimulation is sufficient and appropriately directed, it can alter neuronal activity.

Repetitive TMS protocols are often described by their pulse repetition frequencies, but pulse intensity, shape, coil position and the overall treatment protocol also matter.

The clinical evidence for specific TMS applications cannot simply be transferred to static magnetic devices.

Magnetic fields used in Transcranial Magnetic Stimulation (TMS)

MRI: static fields and radiofrequency pulses

Magnetic resonance imaging is particularly interesting because it combines different electromagnetic components.

An MRI scanner uses a strong static magnetic field, commonly 1.5 or 3 tesla, to establish the magnetic environment needed for imaging.

It then applies carefully controlled radiofrequency pulses and uses magnetic field gradients to encode spatial information.

For hydrogen nuclei, the resonant radiofrequency is approximately 63.9 MHz in a 1.5-tesla scanner and 127.7 MHz in a 3-tesla scanner.

So MRI uses a static magnetic field and radiofrequency excitation—but those are distinct parts of the imaging process.

The presence of a static magnetic field does not mean that the field itself oscillates at the applied radiofrequency.

Magnetic Resonance Imaging

For Q Magnets, what matters if frequency does not?

If Q Magnets have no intrinsic oscillation frequency, what physical characteristics should we pay attention to?

For static magnetic field devices, a more useful framework is:

Field. Dose. Placement.

Field

What magnetic field does the device produce?

Relevant characteristics include magnetic flux density, spatial distribution, polarity arrangement and gradients.

Dose

What exposure reaches the intended tissue?

This depends on factors such as field strength at depth, distance from the magnet, device geometry and duration of exposure.

A field measured at the magnet’s surface is not necessarily the field experienced deeper in the body.

Placement

Where is the device positioned relative to the intended anatomical area?

Placement affects the spatial relationship between the magnetic field and the tissues under consideration.

These factors describe the physical exposure more meaningfully than assigning a frequency to a permanent magnet.

However, physical characterisation and clinical effectiveness are separate questions.

Knowing the field, dose and placement does not by itself establish a therapeutic effect. Claims about pain relief or other health outcomes require appropriate clinical evidence and must remain consistent with the device’s intended use.

For practical guidance, see How to Use Q Magnets.

So, is a particular frequency inherently therapeutic?

Not necessarily.

You may come across claims associated with 7.8 Hz, 40 Hz, 174 Hz, 432 Hz or 528 Hz.

In each case, the first question should be:

A frequency of what?

Is it an airborne sound wave? A vibration applied to tissue? An alternating electric current? A changing magnetic field? Or electromagnetic radiation?

Only then can we investigate how that stimulus interacts with the body.

The next questions are equally important:

• How strong is the stimulus, and how much exposure occurs?
• What tissue or biological system could detect or respond to it?
• What physical mechanism is proposed?
• Is that mechanism experimentally supported?
• Do reliable clinical studies demonstrate the claimed benefit?

Without those details, describing something as a “healing frequency” tells us very little.

The important distinction: frequency is not the treatment

So, do Q Magnets have a frequency?

No. Their magnetic fields are static, with a frequency of 0 Hz.

Frequency is essential for understanding many phenomena, from sound and electricity to ultraviolet radiation and the electromagnetic fields used in certain medical technologies.

But a frequency value is never a complete description of an exposure.

A 50 Hz sound wave, a 50 Hz electrical current and a 50 Hz pulsed magnetic field are not physically interchangeable. Nor can results from one be assumed to apply to another.

Q Magnets belong to a different category: static magnetic field devices.

For these devices, the meaningful starting points are the magnetic field’s spatial characteristics, the exposure reaching tissue, appropriate placement and the clinical evidence for the intended use.

That’s why the better question is not simply:

What frequency does it operate at?

It’s:

What physical field or stimulus is being applied, how does it interact with the body, and what does the evidence actually show?