Dielectric resonator - microwaves

In summary, there was an article in a scientific journal discussing an interesting phenomenon where microwaves shined on a mixture of dielectric solid and liquid resulted in a higher EM field compared to the pure liquid. Simulations were conducted to show this effect, but the explanations given were not fully convincing. The frequency used was 260 GHz. The original article is focused on a specific application, but the concept of "confining" microwaves in a dielectric structure may have broader implications. However, this experiment requires low temperatures and strong magnetic fields.
  • #1
max201
3
0
Hi,

recently there was an article in one scientific journal where they claimed that when microwaves are shined on a mixture of dielectric solid (powdered or crystalline) of high dielectric constant with some liquid, the EM field is much higher, both in the dielectric and in the liquid, as compared to the case of the same pure liquid. They also did some simulations (see the screenshot attached) where this is visible.

They give some explanations of the effect (microwave scattering, better penetration) but I'm not fully convinced. I have the impression that this is logically conceivable and explicable in terms of basic physics, especially for people who deal with microwaves. Have you ever seen an effect like this? Can you think of any analogy, a situation where this was previously applied? The microwave frequency was ~260 GHz here but I don't think that matters so much. Why does mixing two dielectrics with different dielectric constant will affect the one with lower dielectric constant in a way that it will "contain" more microwave field?

Thanks a lot for any ideas!
sim_900B9CA5-5056-8D7B-05D2261FB5BDFFC5.png
 
Engineering news on Phys.org
  • #2
It would help to see the original article.
 
  • #3
Here you go. It's quite a specific application but the idea and results are described in the abstract.
 

Attachments

  • get (1).pdf
    1.8 MB · Views: 373
  • #4
Interesting phenomenon. I guess it can be very useful but requirement of low temperatures and strong magnetic fields limit application potential considerably.
 
  • #5
Low temperature and high magnetic field are necessary for this particular kind of experiment (magnetic resonance, hiperpolarization) but I think the phenomenon of "confining" microwaves in a dielectric structure is much more general and applies to wide range of situations.. here indeed the wavelength is ~1mm which is shorter than typically used in communication.
 

1. What is a dielectric resonator in relation to microwaves?

A dielectric resonator is a type of electromagnetic component that is used to store and manipulate microwave energy. It is made of a high dielectric constant material, such as ceramic or glass, and is designed to resonate at a specific frequency within the microwave range.

2. How does a dielectric resonator work?

A dielectric resonator works by trapping and storing microwave energy within its high dielectric material. When an electromagnetic wave of the correct frequency is applied, the resonator will vibrate and produce a strong electromagnetic field. This field can then be used for various applications such as filtering, amplification, or as an antenna.

3. What are the advantages of using a dielectric resonator in microwave technology?

Dielectric resonators offer several advantages in microwave technology, including high Q-factor (quality factor), which means they can store energy for longer periods of time, low insertion loss, and high power handling capabilities. They are also relatively compact and can be easily integrated into microwave circuits.

4. What are some common applications of dielectric resonators?

Some common applications of dielectric resonators include use in microwave filters, amplifiers, oscillators, and antennas. They are also used in wireless communication systems, radars, and satellite communication systems.

5. How do you choose the right dielectric resonator for a specific application?

The choice of dielectric resonator for a specific application depends on several factors, such as the required frequency range, power handling capabilities, size limitations, and environmental conditions. It is important to consider all these factors and select a resonator with the appropriate dimensions, dielectric constant, and Q-factor to achieve the desired performance.

Similar threads

Replies
1
Views
737
  • Electrical Engineering
3
Replies
73
Views
7K
Replies
2
Views
2K
Replies
13
Views
2K
  • Electromagnetism
Replies
1
Views
1K
  • Introductory Physics Homework Help
Replies
7
Views
1K
  • Electromagnetism
Replies
4
Views
2K
  • Advanced Physics Homework Help
Replies
1
Views
2K
Replies
1
Views
1K
Replies
1
Views
2K
Back
Top