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Electrical and Physical Properties
Retrieval
Aman, V. Singh, and S. Bhattacharyya, “Retrieval of Electrical and Physical Properties of Dielectric Samples Using Time
Domain Multiple Reflection Method,” IET Microwaves, Antennas and Propagation, vol. 14, issue 8, pp. 701-706, 2020.
2
1 1
r t
P L P
 
2 2 2
2 2 (1 - ) exp(-4 d)
r t
P L P

  
6 2 2
3 3 (1 - ) exp(-8 d)
r t
P L P

  
• Computation of reflection coefficient (equal loss in all conditions):
• Retrieval of relative permittivity and thickness of the sample [2]:
• Retrieval of other parameters [3]:
Time domain multiple
reflection model
[2] L. F. Chen, C. K. Ong, C. P. Neo, V. V. Varadan, and V. K. Varadan, Microwave Electronics:
Measurement and Materials Characterization, West Sussex, U.K.: Wiley, 2004.
[3] Muqaibel, A. H., Jazi, A. S.-, “A new formulation for characterization of materials based on measured
insertion transfer function,” IEEE Transactions on Microwave Theory & Techniques, 2003, 51, (8), pp.
1946-1951.
 
2
2
1
2
1
ln 1
4
r
r
P
d P

 
  
 
 
 
2
2
1
0 2
1
ln 1
2
r r
t
r
P
d P



 
  
 
 
1/2
2
tan
( )
r
c


 

• Location of the second peak:
• Location of the third peak:
• Range resolution limited by the bandwidth:
Time domain multiple
reflection model (contd.)
2
c
R
BW
 
2.3 mm thick Red Granite
Marble (εr = 6.5)
2.8 mm thick unknown
MUT
Material
Reconstructed Results
Epsilon Thickness Conductivity loss tangent
Red Granite of
Thickness 2.3 cm
6.587 2.233 8.40E-05 0.023
Unknown MUT of
Thickness 2.8 cm
8.748 2.744 6.13E-05 0.013
2.3 mm thick Red Granite
Marble (εr = 6.5)
2.8 mm thick unknown MUT
Electromagnetic and Physical
Properties Retrieval
PNA
Horn
Antenna
d
Pr1
Pr2
Pr3
MUT
A
B C
D
Medium 1 Medium 2 Medium 3
Horn
Antenna
i
t
Aman, Vineet Singh, Nilotpal, and Somak Bhattacharyya, “A Free Space Frequency-Time-Domain Technique for
Electromagnetic Characterization of Materials Using Reflection-Based Measurement,” International Journal of RF and
Microwave Computer-Aided Engineering, vol. 31, issue 1, Article No. e22490, January 2021.
Theoretical Analysis for retrieval
.
r x y
 
r
y
x
 
[4] V. Degli-Esposti, M. Zoli, E.M. Vitucci, F. Fuschini, M. Barbiroli, and J. Chen, “A Method for the Electromagnetic
Characterization of Construction Materials Based on Fabry–Pérot Resonance,” IEEE Access, 5, pp. 24938-24943, 2017
 
2
2
1 3
2 2
2 1-
r r
r
P P
P
 

  

 
 
2
1
1-
r
r
x


 
 
   
 

 
1
.
2 .
r r
c t
d
 


Normal
Incidence
Oblique
Incidence
[4]
2
.
.cos
2 .
t
r r
c t
d 
 


2
. i
r r
t
Sin
y
Sin

 

 
   
 
2
.
.2 .cos
r r
t
c
f d
 

 
  

 
Experimental Setup
Samples under test
Normal Incidence Oblique Incidence
Experimental Results
Material
Reconstructed Results Error (%)
ɛr r d (cm) σ (S/m) tanδ d
Red Granite of 2.3
cm thickness
6.6501 1.0218 2.170 5.434e-2 0.015 5.65
Unknown MUT of
2.8 cm thickness
8.5161 1.0037 2.786 6.602e-2 0.014 0.5
Normal Incidence Oblique Incidence (30˚)

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Electrical and Physical Properties Retrieval.pptx

  • 1. Electrical and Physical Properties Retrieval Aman, V. Singh, and S. Bhattacharyya, “Retrieval of Electrical and Physical Properties of Dielectric Samples Using Time Domain Multiple Reflection Method,” IET Microwaves, Antennas and Propagation, vol. 14, issue 8, pp. 701-706, 2020. 2 1 1 r t P L P   2 2 2 2 2 (1 - ) exp(-4 d) r t P L P     6 2 2 3 3 (1 - ) exp(-8 d) r t P L P    
  • 2. • Computation of reflection coefficient (equal loss in all conditions): • Retrieval of relative permittivity and thickness of the sample [2]: • Retrieval of other parameters [3]: Time domain multiple reflection model [2] L. F. Chen, C. K. Ong, C. P. Neo, V. V. Varadan, and V. K. Varadan, Microwave Electronics: Measurement and Materials Characterization, West Sussex, U.K.: Wiley, 2004. [3] Muqaibel, A. H., Jazi, A. S.-, “A new formulation for characterization of materials based on measured insertion transfer function,” IEEE Transactions on Microwave Theory & Techniques, 2003, 51, (8), pp. 1946-1951.   2 2 1 2 1 ln 1 4 r r P d P             2 2 1 0 2 1 ln 1 2 r r t r P d P             1/2 2 tan ( ) r c     
  • 3. • Location of the second peak: • Location of the third peak: • Range resolution limited by the bandwidth: Time domain multiple reflection model (contd.) 2 c R BW  
  • 4. 2.3 mm thick Red Granite Marble (εr = 6.5) 2.8 mm thick unknown MUT
  • 5. Material Reconstructed Results Epsilon Thickness Conductivity loss tangent Red Granite of Thickness 2.3 cm 6.587 2.233 8.40E-05 0.023 Unknown MUT of Thickness 2.8 cm 8.748 2.744 6.13E-05 0.013 2.3 mm thick Red Granite Marble (εr = 6.5) 2.8 mm thick unknown MUT
  • 6. Electromagnetic and Physical Properties Retrieval PNA Horn Antenna d Pr1 Pr2 Pr3 MUT A B C D Medium 1 Medium 2 Medium 3 Horn Antenna i t Aman, Vineet Singh, Nilotpal, and Somak Bhattacharyya, “A Free Space Frequency-Time-Domain Technique for Electromagnetic Characterization of Materials Using Reflection-Based Measurement,” International Journal of RF and Microwave Computer-Aided Engineering, vol. 31, issue 1, Article No. e22490, January 2021.
  • 7. Theoretical Analysis for retrieval . r x y   r y x   [4] V. Degli-Esposti, M. Zoli, E.M. Vitucci, F. Fuschini, M. Barbiroli, and J. Chen, “A Method for the Electromagnetic Characterization of Construction Materials Based on Fabry–Pérot Resonance,” IEEE Access, 5, pp. 24938-24943, 2017   2 2 1 3 2 2 2 1- r r r P P P            2 1 1- r r x                1 . 2 . r r c t d     Normal Incidence Oblique Incidence [4] 2 . .cos 2 . t r r c t d      2 . i r r t Sin y Sin             2 . .2 .cos r r t c f d           
  • 8. Experimental Setup Samples under test Normal Incidence Oblique Incidence
  • 9. Experimental Results Material Reconstructed Results Error (%) ɛr r d (cm) σ (S/m) tanδ d Red Granite of 2.3 cm thickness 6.6501 1.0218 2.170 5.434e-2 0.015 5.65 Unknown MUT of 2.8 cm thickness 8.5161 1.0037 2.786 6.602e-2 0.014 0.5 Normal Incidence Oblique Incidence (30˚)