How Can Relative Permittivity Be Measured in the Stratosphere?

In summary, the student has an idea to measure how the relative permittivity will change as the temperature, pressure and the humidity changes. However, he has some problems that his teachers do not know how to measure it. He is experienced with Arduino programming and has basic electronic knowledge. He is interested in joining a competition for all technical schools in his country. He has the idea to measure how the relative permittivity will change as the temperature, pressure and the humidity changes. However, he has to measure the temperature instead of the electric permittivity. He gets help from a friend who is studying electronics and he says that he should make a plate capacitor and measure the capacitance while it is flying. He can get the permitt
  • #1
Filip1997
22
0
So I am a 17 years old student who is interested in electronics and programming them (I am expirienced with Arduino).
I and my friends decided that we will join a competition for all technical schools in my country. The goal of the competition is to make a project that will do something while it is flying with a balloon to the stratosphere.
I had the idea to measure how the relative permittivity will change as the temperature, pressure and the humidity changes. But I have a few problems my teachers don't know how to measure it when you are looking on temperature and those factors. I have basic electronic knowledge and good programming skills (I know about electronic, currents and lot more because I am going to a technical school and we learned all).

So if anyone knows how I could make that I would like to know.

Thank you all, Filip.
 
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  • #2
Filip1997 said:
I had the idea to measure how the relative permittivity will change as the temperature, pressure and the humidity changes. .
I wouldn't expect significant/measurable change in permittivity before altitudes like 50 km, when one enters ionosphere. Ionosphere permittivity depends on frequency. How high can balloon climb?
 
  • #3
Well, air pressure will go down, but measuring temperature directly sounds much easier.
 
  • #4
zoki85 said:
I wouldn't expect significant/measurable change in permittivity before altitudes like 50 km, when one enters ionosphere. Ionosphere permittivity depends on frequency. How high can balloon climb?

The balloon will go 30 km to statosphere I found on wikipedia that the pressure at a height of 30 km is 1/1000 of watter level pressure, is there really nothing to measure if the pressure and temperature (-60 celzius) change?

Mfb what do you mean measuring temperature I know how to do it but how to get permiitivity out of that I know some formulas for permittivity but they don't include temperature and preasure but I found something about "Related parameters of air" and I found a formula for delta that says:

(pressure1 / pressure0) * ((273 + t0) / (273 + t1))
 
  • #5
Filip1997 said:
The balloon will go 30 km to statosphere I found on wikipedia that the pressure at a height of 30 km is 1/1000 of watter level pressure, is there really nothing to measure if the pressure and temperature (-60 celzius) change?
At radio frequencies, expected changes are probably in order of a promile or less. Great experimental care is required to make measurements accurately.
 
  • #6
Filip1997 said:
Mfb what do you mean measuring temperature I know how to do it but how to get permiitivity out of that I know some formulas for permittivity but they don't include temperature and preasure but I found something about "Related parameters of air" and I found a formula for delta that says:

(pressure1 / pressure0) * ((273 + t0) / (273 + t1))
I suggest to measure the temperature instead of the electric permittivity.
 
  • #7
mfb said:
I suggest to measure the temperature instead of the electric permittivity.

Yes but its a competition and for measuring temperature is only one tiny component needed.. I don't think that we would win a good place :D

I got some help from a friend who is studdying electronics he sayed that I should make a plate capacitor and measure the capcivity while its flying and I could get permittivity from a simple formula :D ty all for replays
 
  • #8
Filip1997 said:
I got some help from a friend who is studdying electronics he sayed that I should make a plate capacitor and measure the capcivity while its flying and I could get permittivity from a simple formula :D ty all for replays
The make it and measure it real goood:D
 
  • #9
Hi all one more question if I get permittivity and I measured teamperature, humidity, pressure is there any formula so I can caculate how much voltage is needed for electrical breakdown?
 
  • #10
Filip1997 said:
Hi all one more question if I get permittivity and I measured teamperature, humidity, pressure is there any formula so I can caculate how much voltage is needed for electrical breakdown?
Permittivity has nothing to do with breakdown voltage. Temperature and pressure does. If in uniform E-field, at temperature ϑ=20 °C and pressure p= 1013 mbar, breakdown voltage equals Vb, then, at some other temperature ϑ and pressure p, breakdown voltage is:
V'b=Vb⋅0.289p/(273+ϑ)
 
  • #11
First thank you zoki and sorry if I am being stupid but can you give me a example I don't see the whole picture (sorry if it is obviously). I see the formula and I see Vb' and Vb at the end I would get V'b = (some number) Vb?
 
  • #12
Filip1997 said:
I see the formula and I see Vb' and Vb at the end I would get V'b = (some number) Vb?
Yes. To calculate "some number" p should be in mbar, ϑ in °C.
 
  • #13
So I can do it like this Vb' = 3 * 106 (because Vb of air is 3MV/m) * 0.289p/(273+ϑ). Right?

Lets say temperature in statophere is -60 celzius, and I found out thet the pressure is 1013hPa / 1000 (at the heightest point of statophere)

Example Vb' = 3000000 * ((0.289 * 101300)/(273 - 60))
Vb' = 3000000 * (101.3/ 213)
Vb' = 3000000 * 0.475
Vb' = 1426760,56 V

P.S: What is this 0.289 number?

Thank you for helping me!
 
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  • #14
Filip1997 said:
So I can do it like this Vb' = 3 * 106 (because Vb of air is 3MV/m) * 0.289p/(273+ϑ). Right?
Seems you're confusing breakdown voltage Vb and breakdown field Eb. Relation between these two in uniform filed is Vb=EbxD , where D is distance between flat plate electrodes. Breakdown E-field of standard air is about 3 MV/m, a bit more or less depends on D. Breakdown voltage in kV of standard air you calculate as:
Vb=24.24⋅D + 6.08⋅√D
where D is distance measured in cm between parallel plates.
 
  • #15
Thank you. Can you explain me what 24.24 is and what is 6.08? I have to document all the steps of my project.
 
  • #16
The variation in permittivity of the air would be less than the thermal expansion / contraction of the capacitive measurement plates needed.

The charged particle or ion density is one possible parameter that could be measured. At low altitudes, air pollution might provide most ions, while as height increases, the greater ionisation by solar UV radiation would generate significantly more ions. There would be pollution level and day / night variations in ion density.
To measure ion concentration you would need a few hundred volts to attract and collect ions from an airflow drawn through a passage. The ion current could be converted to a voltage using a low leakage MOSFET Op-Amp in an electrometer with a high value feedback resistor.
 
  • #17
Filip1997 said:
Thank you. Can you explain me what 24.24 is and what is 6.08? I have to document all the steps of my project.
Sorry, but I have detailed reference only in my language. These coefficients and the equation are derived by fitting to empirical data concerning research of so called "Paschen's curve" for air. See here what is that curve or just google words "Paschen's curves", "Paschen's law"...
 
  • #18
Thank you all for your help I will now collect as much information as I can and try to figure out something awesome!

You all are awesome, Filip.
 
  • #19
The permittivity of the atmosphere in the ionosphere is based on the ionisation.I have a feeling that the presence of capacitor plates of a practical size and spacing and the associated circuit could affect the ionisation levels. Did you consider measuring the presence of ionising particles or radiation (UV?) at high altitude, instead? That might be a possibility and impress the judges.
 
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  • #20
sophiecentaur said:
The permittivity of the atmosphere in the ionosphere is based on the ionisation.I have a feeling that the presence of capacitor plates of a practical size and spacing and the associated circuit could affect the ionisation levels. Did you consider measuring the presence of ionising particles or radiation (UV?) at high altitude, instead? That might be a possibility and impress the judges.

Yes sphiencentaur I am going to make a ion chamber with my team so we can meassure the radiation I saw how it schoud look like and I will read about it today. Do you have expirience with ion chambers so I can ask you if I get any problems?
 
  • #21
The old standard for detecting/measuring ionizing radiation uses a Giger-Müller tube. You'll need some way to store counts/time at different altitudes?
 
  • #22
dlgoff said:
The old standard for detecting/measuring ionizing radiation uses a Giger-Müller tube. You'll need some way to store counts/time at different altitudes?

I thought of meassuring voltage that comes from the ions by a module and saving it into a sd card. Do you have a better way?
 
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  • #23
Filip1997 said:
Do you have expirience with ion chambers so I can ask you if I get any problems?
'Fraid not. Not my field. But there is bound to be a PF member who can answer any specific questions.
 
  • #24
Filip1997 said:
I thought of meassuring voltage that comes from the ions by a module and saving it into a sd card. Do you have a better way?
From my experience, counting events is the usual way. Scintillation counters is one way that I'm familiar with and have used. There are chemical cocktails that will do for Liquid Scintillation counting.

Saving to an sd card sounds right to me.
 
  • #25
Scintillation counting can get quite involved.

You can use a closed chamber and measure incident radiation.
Or you can use an open flow chamber and measure the charge of ions available per m3 of air.

What height is the balloon expected to reach?
 
  • #26
Baluncore said:
Scintillation counting can get quite involved.
What height is the balloon expected to reach?

It will reach 30km.

What is better to measure the incident radiation or the flaw. Can I measure the uv radiation with closed chamber method?
 
  • #27
Cosmic rays and high energy particles can be counted with closed chambers or scintillation counters. Atmospheric absorption can be predicted from air density, so it is probably easier to monitor closer to sea level and at a few thousand feet, then predict absorption. A balloon is not really needed.

Immediate incident UV radiation is best measured directly using a semiconductor diode detector, there is no need to measure it indirectly using a chamber. It is the simplest single parameter to record.

Atmospheric chemistry will be effected by the availability of ionised molecules in the air. That ion charge density can be measured from air flow through an open chamber. An electric field separates the ions and so measures the ions as current. It is a general technique that will indicate ionised pollutants, ozone and the effects of UV and ionising radiation.

Maximum natural ozone concentration can be expected near 25km.The biggest problem with any electronics will be the typical temperature of minus 57°C found between about 5km and the maximum balloon altitude of 30km.

Above 30km the temperature gradually rises again to near zero°C at 50km, along with a very significant increase in ionisation. But the balloon will not get there.
 

Related to How Can Relative Permittivity Be Measured in the Stratosphere?

What is relative permittivity?

Relative permittivity, also known as dielectric constant, is a measure of how easily an electric field can pass through a material compared to the vacuum. It is denoted by the symbol εr.

How is relative permittivity measured?

Relative permittivity is measured by placing a material between two parallel plates and applying a known electric field. The ratio of the electric field in vacuum to the electric field in the material is the relative permittivity.

What factors affect relative permittivity?

The relative permittivity of a material can be influenced by various factors such as temperature, humidity, and the frequency of the applied electric field. Different materials also have different inherent relative permittivity values.

How does relative permittivity affect capacitance?

Capacitance is directly proportional to relative permittivity. This means that a material with a higher relative permittivity will have a greater ability to store electric charge and therefore have a higher capacitance.

Why is relative permittivity important?

Relative permittivity is an important property in many applications, such as in the design of electronic circuits and in the study of materials. It also plays a role in the behavior of electromagnetic waves and can affect the performance of insulating materials in high voltage applications.

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