Hi, I have attached a Di-electric study graph of Copper. a) How

[theivasanthi]

Hi,
I have attached a Di-electric study graph of Copper.
a) How can I do the di-electric measurement from this graph?
b) How can I measure the loss of di-electric?
c) How can I measure the di-electric constant?
d) The graph gives the result which is linear. Is it essential that the di-electric measurement
result must be in semi-circle form?

 

[berkeman]

Hi,
I have attached a Di-electric study graph of Copper.
a) How can I do the di-electric measurement from this graph?
b) How can I measure the loss of di-electric?
c) How can I measure the di-electric constant?
d) The graph gives the result which is linear. Is it essential that the di-electric measurement
result must be in semi-circle form?

What do you mean by copper being a dielectric?

 

[theivasanthi]

the graph is nanoparticles of copper and not a pure copper or bulk copper. Some differences are there between copper and copper nanoparticles. Please answer my questions for further analysis.

 

[berkeman]

the graph is nanoparticles of copper and not a pure copper or bulk copper. Some differences are there between copper and copper nanoparticles. Please answer my questions for further analysis.

How about you take a first cut at answering the questions yourself, and we will comment on your answers. That is how it works here at the PF. We don't do your schoolwork for you.

 

[DeeNos]

Hello there,

Thank you for sharing your di-electric study graph of copper with me. I would be happy to provide some guidance on how to interpret and measure the results from this graph.

a) To perform a di-electric measurement from this graph, you will need to use a device called a di-electric spectrometer. This instrument measures the changes in electrical properties of a material when subjected to an electric field. By inputting the data from your graph into the spectrometer, you can obtain precise measurements of the di-electric properties of copper.

b) The loss of di-electric can be measured by determining the difference between the maximum and minimum values on the graph. This can indicate the amount of energy lost when an electric field is applied to copper, which is an important factor in understanding its di-electric properties.

c) The di-electric constant can be calculated by dividing the capacitance of the material by the capacitance of a vacuum. This will give you a numerical value for the di-electric constant, which is a measure of a material's ability to store electrical energy.

d) The linear result on your graph is not unusual for a di-electric study of copper. However, it is not essential for the results to be in a semi-circle form. The shape of the graph can vary depending on the properties of the material being studied and the conditions under which the measurements are taken.

I hope this helps to answer your questions about di-electric measurement. If you have any further inquiries, please do not hesitate to reach out. Keep up the good work in your research!