Paper Example for the Workshop
F. FIRST (*), S. SECOND (**), T. THIRD (*)
Abstract – The official language of the meeting is italian, but papers should be written in
english. This allows a wider audience to get up to date on italian recent research advances in
electromagnetism. The abstract should clearly summarize the paper aim and results in less than
200 words.
1.
Introduction
The paper should be organized in sections.
The first section should be introducing the work with reference to the possible
applications.
The other sections should be describe the theory and technique used in the problem,
describe the obtained results and finally the conclusions.
The paper has to be 4 pages long at most. The pages must not be numbered. The
page margins (left, right, bottom and up) have to be 3 cm wide and the body of paper
has to be written with Times New Roman font 12 pt high.
The figures (black and white and/or gray scale), tables and you believe necessary
are preferred integrated with the text.
Finally the paper (in Word format is preferred) called with the surname of the
corresponding author, has to send to gsms@ifac.cnr.it.
2.
Figures, equations e tables
A. Figures
The figures should be achieved following the below instructions (see Fig. 1):
FIG.1
Figure caption
Dept. of Electronics and Telecommunications, University of Florence, Via S. Marta, 3 – I 50134
Firenze, Italy – Tel: +39 055 4796755, Fax: +39 055 4796796 – email: [p.primo, t.terzo]@det.unifi.it.
(**)
Institue for Applied Physics “N. Carrara”, CNR, Via Panciatichi, 64 – I 50134 Firenze, Italy – Tel:
+39 055 4235276 – s.secondo@det.unifi.it.
(*)
B. Equations
If you are using Word, the equations can be written with MicroSoft Equation Editor
or MathType:
  E   j B
  H  j D  J



  E  

  B  0
[1]
C. Tables
The tables should be written following the indications of the below table model (see
Table I):
Table I
Table caption
Symbol

B
Conversion from Gaussian and
CGS EMU to SI a
Quantity
H
m
magnetic flux
magnetic flux density,
magnetic induction
magnetic field strength
magnetic moment
M
magnetization
4M

j
J
magnetization
specific magnetization
magnetic dipole
moment
magnetic polarization
, 


susceptibility
mass susceptibility
permeability
r
w, W
N, D
relative permeability
energy density
demagnetizing factor
1 Mx  108 Wb = 108 V·s
1 G  104 T = 104 Wb/m2
1 Oe  103/(4) A/m
1 erg/G = 1 emu
 103 A·m2 = 103 J/T
1 erg/(G·cm3) = 1 emu/cm3
 103 A/m
1 G  103/(4) A/m
1 erg/(G·g) = 1 emu/g  1 A·m2/kg
1 erg/G = 1 emu
 4  1010 Wb·m
1 erg/(G·cm3) = 1 emu/cm3
 4  104 T
1  4
1 cm3/g  4  103 m3/kg
1  4  107 H/m
= 4  107 Wb/(A·m)
  r
1 erg/cm3  101 J/m3
1  1/(4)
REFERENCES
(1) F. FIRST, S. SECOND, T. THIRD, Title of the paper, Journal, 35, 233-254, 2003.
(2) F. FIRST, S. SECOND, T. THIRD, Title of the paper, Journal, 35, 233-254, 2003.