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Dr. Qaisar Abbas Naqvi
Assistant Prof.
Department of Electronics, Quaid-i-Azam University.
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Education: |
Ph.D.
1997: Department of Electronics, Quaid-i-Azam University,
Islamabad,
Pakistan.
M.Phil. 1993: Department of Electronics,
Quaid-i-Azam University, Islamabad,
Pakistan.
MSc. 1991: Department of Electronics, Quaid-i-Azam
University, Islamabad,
Pakistan. |
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Experience: |
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Faculty member, Department of Electronics, Quaid-i-Azam University,
Islamabad, Pakistan (since Feb. 1998).
• Visiting scientist, Department of information science,
Toho University
Funabashi, Japan, May 2000 to August 2001.
• Visiting faculty member, Department of Electronics,
Quaid-i-Azam
University, Islamabad, Pakistan (1995 and 1997). |
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Publications: |
International Journals
1 Q. A. Naqvi and A. A. Rizvi, Low contrast circular cylinder
buried in a grounded dielectric layer,J. Elect. Wave and
Appl., Vol. 12, 1527-1536, 1998.
2 Q. A.
Naqvi, A. A. Rizvi and M.A. Ashraf, Asymptotic solutions
for the scattered field of plane wave by a cylindrical
obstacle buried in a grounded dielectric layer, PIER 20,
249-262, 1998.
• Q. A. Naqvi, A. A. Rizvi and M.A. Ashraf, Asymptotic
solutions for the scattered field of plane wave by a cylindrical
obstacle buried in a grounded dielectric layer, Abstract,
J. Elect. Wave and Appl., Vol. 12, 1579-1580, 1998.
3 Q. A. Naqvi and A. A. Rizvi, Fractional solutions for
the Helmholtz’s equation in a multilayered geometry,
PIER 21, 319-335, 1999.
• Q. A. Naqvi and A. A. Rizvi, Fractional solutions
for the Helmholtz’s equation in a multilayered geometry,
Abstract, J. Elect. Wave and Appl., Vol. 13, 815-816,
1999.
4 Q. A. Naqvi and A. A. Rizvi, Fractional dual solutions
and corresponding sources, PIER 25, 223-238, 2000.
• Q. A. Naqvi and A. A. Rizvi, Fractional dual solutions
and corresponding sources, J. Elect. Wave and Appl., Vol.
13, 71-72, 2000.
5 Q. A. Naqvi and A. A. Rizvi, Scattering from a cylindrical
object buried in a geometry with parallel plane interfaces,
PIER 27, 19-35, 2000.
• Q. A. Naqvi and A. A. Rizvi, Scattering from a
cylindrical object buried
in a geometry with parallel plane interfaces, Abstract,
J. Elect. Wave and
Appl., Vol. 14, 519-520, 2000.
6 Q. A. Naqvi, A. A. Rizvi and Z. Yaqoob, Scattering of
electromagnetic waves from a deeply buried circular cylinder,
PIER 27, 37-59, 2000.
• Q. A. Naqvi, A. A. Rizvi and Z. Yaqoob, Scattering
of electromagnetic waves from a deeply buried circular
cylinder, Abstract, J. Elect. Wave and Appl., Vol. 14,
521-522, 2000.
7 Q. A. Naqvi G. Murtaza and A. A. Rizvi, Fractional dual
solutions to the Maxwell equations in homogeneous chiral
media, Optics Comm. 178, 27-30, 2000.
8 Q. A. Naqvi, A. A. Rizvi and Z. Yaqoob, Corrections
to ”Asymptotic solutions for the scattered fields
of plane wave by a cylindrical obstacle buried in a dielectric
half-space”, IEEE Trans. Antennas Propag. Vol. 48,
no. 5, 2000.
9 Q. A. Naqvi, K. Hongo and H. Kobayashi, Surface fields
of an impedance wedge at skew incidence, Electromagnetics,
22, 209-233, 2002.
10
Q. A. Naqvi, K. Hongo and H. Kobayashi, Scattering from
an impedance polygonal cylinder at skew incidence using
the physical theory of diffraction with transition currents
approach, Electromagnetics, 23, 293-314, 2003.
11 Q. A. Naqvi and M. Abbas, Intermediate zones in electromagnetism
for dielectric half space geometry: planner observations,
Optics Comm. 217, pp: 15-21, 2003.
12 Q. A. Naqvi and M. Abbas, Fractional duality and metamaterials
with negative permittivity and permeability, Optics Comm.
227, pp: 143-146, 2003.
13 Q. A. Naqvi and K. Hongo, Surface fields of an anisotropic
impedance wedge at skew incidence, Electromagnetics, 24,
339-356, 2004.
14 Q. A. Naqvi and M. Abbas, Complex and higher order
fractional curl operator in electromagnetics Optics Comm.
241, pp: 349-355, 2004.
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