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Transcript
Investigación
Revista
Mez¡cana
de Fisica 40, No. 6 (1994) 857-865
Electrical and emission characteristics
of a C-to-C N2 laser
J. DE LA ROSA A:"D A. V ÁZQIJEz-MARTÍNEZ
Sección de Estudio" de Po"grado e Investigación
Escuela Superio7' de Ingeniería Mecánica y Eléctrica
In"tituto Politécnico Nacional
Recibido el 4 de mayo de 1994; aceptado el 6 de julio de 1994
AUSTRACT.
The eleclrical and optical characteristics of a C-to-C N2 laser are experimelltally
iuvestigated. Current aud voltage appearing in different points of the circuit are reported. From
these mea.surernents olle can study the behavior of the circuit, which has not been completely
dcscribed np to date. The natural frequencies and the damping constant of the laser discharge
circuit were calculated from the current and voltage waveforms. The laser used in the experiulf'nts
provides pulses wilh encrgies of abont -lO Id alld efficiencies in the range from 0.15 x 10-4 to
0.35 x 10-'.
RESU~IE:-;.
Se han investigado experimentalmente las caractrrísticas ópticas y eléctricas d(' un
láser de ;\2 basado en un circuito de transferencia de carga. Se reportan las corrientes y voltajes
que aparecen en diferentes puntos del sistema. A partir de esta.,;;mediciones uno puede est lidiar
el comportamiento dri circuito que hasta ahora 110 ha sido explicado completametlte. Se calculó
la resistencia e inductancia equivalente de la descarga láser a partir de las forma..,;¡de onda de
corriente y voltaje. El lá.sC'rempleado en los experimentos proporciona pulsos con energías de
aproximadamente 40 Id Y eficiencias ell el intervalo de 0.15 x 10-4 a 0.35 x 10-4.
rAes:
42.55
1. INTIlODUCTION
Fast high voltage p\llsed discharges are c\lITently \lsed to excite high power N2 gas lasers.
The main problem in the constr\lction of 1\2 lasers is how to P\l1 an amo\lnl of s\lfficiently
high energy into the laser medi\lm in the proper time. Some ,'xcitations circ\lits ha,"" been
proposed, and the charge transfer (C-to-C) circnit is widely nsed for this pmpose. As it
can be seen in Fig. 1, the circnit is composed of a spark gap (SG) as a fast switch, the
laser head and two capacitors, one of them parallel coml('cted to the laser head. When
high voltage is applied, only Ce is initially charged \lntil the breakdown voltage I'eo is
reached across the SG. At this potential, the SG fires and Ce begins lo discharge charging
Cp and overvolting the laser gap \lntil breakdown takes place; thm, Ce and Cp discharge
tfOllg}¡ the lasef head.
In fC'ccut years tllere has been SOIlll' l'{'search in ord{'r to study the ('IN"trical l>l'ha\'ior
of this circ\lit. Papadopo\ll\ls and Serafetinides [11 have obtained some theoretical r('s\llts
which are not so obvio\ls when compared to experimental ones. The main probleln is that
IIlltil JlOWaCCUl'ate volta~(' \•...
avCfOl'Illl.'ihan'
1>('C11
l"cport.cd uut. lIot currcut
In this \\'ork, wt' rt'port. \'oltag{'. Cl1lT('nt. alld elllissioll
meal.'iUl'elllcnts.
IlH'aSUl'{'IllCllt.S carried
out 011 a
858
J. DE LA ROSA AND A. VÁZQUEz-MARTÍNEZ
HV
Ve
R
S.G.
Ce
Vp
L
Cp
disctnrge chamber
FIGURE l. Schematic diagram of the charge transfer circuit.
N2 laser based in such configuration. The current waveforms were obtained
longitudinal magnetic coil developed in our laboratory [2].
through
a
.2. EXPERIMENTAL SETUP
Figure 2 shows the mechanical construction of the laser. The gas envelope of the laser is a
teflon structure in which the electrodes are inserted and fixed. The inductance of the connection between the laser head and the discharge capacitor is minimized by screwing this
capacitor directly on to the copper plates supporiíng the electrodes. The upper electrode
exhibits a cylindrical pro file and the lower one is sharp. Both were rounded at the ends to
avoid the gene ratio n of spark channels. The overall length of the discharge was 22.5 cm
and the interelectrode spacing was 7 mm. The discharge capacitar, Cp, consisted oftwo flat
capacitors made of commercial double sided copper circuit board. The charge capacitor
was made of aluminum foil and polyethylene as a dielectric, rolled on a cylindrical piece of
PVC. The charge capacitor and the spark gap were directly mounted on to the supporting
plate of the upper electrode. The upper electrode of the spark gap is connected to the
grounded sheet of both discharge capacitors. The breakdown voltage Veo of the spark gap
is controlled by changing its interelectrode separation. lIigh grade purity N2 filled the
discharge chamber. The optical resonator is composed of a totally reflective '''JlTOr and a
transparent quartz window.
The voltages were measured with two equal high voltage probes, Tektronix P60l5. The
current [las" was measured with an axial auto-integrating coil developed in our laboratary.
The laser output energy was measured using a pyroelectric detector (Laser Precision Co.
RPJ735) connected to an energy meter (Laser precision Co.RJ76l0.) The optical pulses
were monitared through a fast photodiode (Motorola MRD72l.)
ELECTRICAL
A:;D EMISSIO:-l CIIARACTERISTICS
Of A C-TO-C
N2 LASER
859
H.v.
Ve
11MQ)
Ce
Cp
120nf1
Cp
12nFI
12nFI
Vp
to ost. Tt'ktrooix
2440
-
U
longitudi1al (oil
liase,
2
FIGURE2. Cross sectional view oC the laser used in the experiments.
3. ELECTRICAL
IlElIAVIOR
To analyze the behavior of the system, each discharge taking place in the circuit is simulated by an inductance and a resistance connected in series (see Fig. 3.) L,g and R.g
stand for the inductance and resistance associated to the spark gap loop respectively, and
Llaser and Rlaser stand for the analogous parameters of the laser loop. Figure 4 shows the
observed voltage and current waveforms appearing in the circuito The process initiates
with the triggering of the spark gap at the instant to, the capacitor Ce transfers energy
to the discharge one up to the instant t¡ when the laser discharge initiates.
From Fig. 4 one can see that after the se triggers the voltage Ve goes on decreasing
while the voltage Vp in Cp increases (negatively) until break down occurs in the laser
head; at this instant the current across the laser, llaser begins to increase very rapidly; the
optical pulse appears at the peak of this current pulse.
In Fig. 5 we observe the process at a larger temporal scale. AH the waveforms show the
superposition of two signals with different frequencies. Qne of them is a fast osciHation
(clearly seen in Ve and Vp, and in the Iirst 200 ns in llaser) with an average period T¡ =
60 ns. The other one is a slower envelope with an average period T2 = 204 ns.
The differential equation governing the performance of the entire circuit after to is given
by the relation [31
(1)
860
J. DE LA ROSA A:<D A. V ÁZQUEz-~IARTíNEZ
H.v.
R
Vp
Ce
Lloser
2Cp
L
-
Iloser
FIGURE 3. Equivalent
cireuit for the C-to-C eireuit.
10K~
Ve
PN
=53mbar
2
5K
2K
VII
I
__ ~~ __
J
92A
- naSer- - - -,
(pI
46A
o
-46
Plaser
lo
h I
SOns I
FIGUR~ 4. Waveforms appearing when the laser operates. Frolll top to bottom: 1) Voltage in
point V, of Fig. 3; 2) voltage in point Vp of Fig. 3; 3) eurrent aeross the laser gap; 4) laser pulse.
Horizontal seale: 50 ns/div.
ELECTRICAL
AND EMISSION CHARACTERISTICS
OF A C-TO-C
1':2 LASER
861
10KV
p~= 53mbar
5KV
2
o
2KV
o
-2KV
-4KV
-6K
11
r¡
138A
"
92A
¡pI
46A
lIaser
I
1
,
o
II
1 I
-46A
II
lo 1,
FIGUHE 5. Evolution
200 ns/div.
oC voltages
200ns
and currellt al a larger temporal
seale.
Horizontal
where 1 = I¡ (i = 1,2,3) in Fig. 3. The same equalion is valid for \fp and \fe, and
N=
seale:
862
J.
DE LA nOSA
A:<D
A. V ÁZQUEz-MARTí:<EZ
The Solulion of Eq. (1) when Rsg, Lsg, RI•.,,,,,and LI •••••• are considered
is obtained in ne£. [31:
lo be conslanls
(2)
where
.jCB
Ck
]{ v'CA
2
w¡
=
-2 + -2-
2
w2
=
Ck
JCa
]{ v'CA
-2 - -2- + 4-2-'
- 4-2-'
al
=
H]{+ ~),
al
=
W' - y'c;;"),
-
M2
and
Ca = 'P~- 4N,
'Pr is a real root of the cubic equation
<p3 _ L'P2 _
U,M -
4N)<p
+ (4LN
- ]{2N)
= O.
Since the two signals of different frequencies are clearly distinguished from the current
waveforms, it is easy to determine the paramelers of Eq. (2). According to Fig. 5, for
the slower oscillation (frequency W2) appearing in 11•.,e, the estimated damped parameler
6
02 = 4.3 X 10 S-l
For the faster oscillation (frequency w¡) O¡ = 70 x 106 S-l.
Thus, the currenl and voltage waveforms shown in Fig. 5 are approximately described
by
1 = I¡ exp[-o¡tl
sin(w¡t)
Ve = Vd exp[-oltlsin(w¡t)
+ 12 exp[-02t)
Sin(W2t),
+ Ve2exp[-G2t)sin(W2t
+ rr/2).
In the case of Vp its equation is not so obvious because in the very beginning of the
laser discharge, the time dependence of Vp shows sorne non-linear behavior that could be
attributed to thc time dcpcndcncc of 1l1a.-;crl Lla..o;;crl Rsg, Lsg'
Figure 6 shows the laser firing voltage V¡¡ and the peak current Ip¡ in the laser chamber
as a function of the charging voltage VeO for a constant pressure (53 mbar). lloth voltage
and current increase with the charging voltage and consequently the laser output energy
also does; Fig. 7 shows this dependence of the laser energy El •..•" on the charging voltage;
the dependence of lhe Ia..~erefficiency '/ on the Same parameter is also shown.
The dependence of the firing voltage on the charging voltage is explained if we consider
thc time reqllired for lhe discharge lo d('velop.
FroJIl Fig. 8 one can sec that thc risetirnc
in lhe first cycle of voltage Vp, t" decreases wilh lhe charging voltage, amI Fig. 9 shows
lhat lhe laser firing voltage reaches higher values for shorler riselimes. The reason for this
behavior is lhal lhe development of the discharge is slower than lhe voltage application,
allowing lhe vollage acTOSSthe laser gap to reach higher values before breaking lakes
ELECTRICALANOEMISSIONCJlARACTERISTICS
OF A C-TO-C Nz LASER
KV
A
6
Vfl
863
o
5
60
: (::
50
4
40
3
30
r
l.¡.
I
5
6
7
8
9
1pl
10 KV
Veo
FIGURE 6. (a) Laser firing voltage Vn and (b) peak current 1.1 as (unctions o( charging voltage
~o.
'-
30
11l
20
( a)
30
(l)
O
•...•
20
( b)
W 10
10
O
O
5
6
7
8
9
10
11
12 KV
Veo
FIGUIlE 7. (a) Laser energy El••" and (b) laser efficiency r¡ as (unctions o( charging voltage V;o.
place. These results are in agreement with those obtained for the spark gap triggering
process analyzed in Ref. [41.
In arder to reach shorter risetimes, the inductance of the loop SG + Ce + 2Cp should be
reduced. Vázquez et al. 15] show that with a similar reduetion in a Blumlein Nz laser it
is possible to impro\'e the efficiency of the system rising the energy of the laser emission.
5. OTIIER IlESULTS
The laser operates at chargillg \'oltages rallging from 6 to 12 kV, pressures oetweell 30
and 160 mbar pro\'iding 20 aJl(1 !IlOfe pulses per second. In Fig. 10 we show a plot of
864
J.
DE LA ROSA ANO A. V ÁZQUEz.MARTíNEZ
ns
27
25
tr
23
21
5
6
7
8
9
10
KV
Veo
FIGURE
8.
Voltage r¡setime t, as a (unetion o( eharging voltage
V,o.
KV
6
t
25
23
27
ns
tr
FIGURE
9.
Laser firing voltage
Vn
as a (unetion o( voltage risetime t,.
the output laser energy as a (unetion o( the filling pressure for dilferent voltages. The
maximum observed energies were of about 40 Id, the efficieney of the laser ranged between
0.15 x 10-4 and 0.35 x 10-4•
6. CONCLUSIONS
A nitrogen
laser based in a eharge transfer cireuit has been expcrimcntally
studicd.
Its
ELECTRICALA1iDEMISSI01iCIIARACTERISTICS
Of A C-TO-C N2 LASER
865
I!J
40
30
1-
Ql
20
III
-W
O
10
O
'
•
,
30
50
mbnr
FIGURE lO. OulpUI laser energy El • .., as a funclion of Nz filling pressure for differenl charging
vollages.
eleclrical behavior has been analyzed in great delail and also the characleristics
oC the
laser emission, These studies provide a better understanding
oC the electrical behavior
oC the circuit, and show lhat current measurements are very important to determine the
parameters oC the circui!.
REfERENCES
1.
2.
3.
4.
5.
A,D. Papadopoulus and A.A, Serafelinides, J. Phys. D,' Appl. Phys, 24 (1991) 191i.
J. de la Rosa, \V.H. Fonseca, P.A. Calva, R. Linares and A. Vázquez-Marlínez, Meas. Sei,
Teehnol. 5 (1994) 1109,
P. Persephonis, D, Giannelas, J. Parlhenios, C, Gorgiades and A. loannou, IEEE J, Quantum
Eleetron, QE-29 (1993) 23il.
E. Kuffel and \V. S. Zaengl, "High Vollage Engineering", Pergamon Press (1984), pp, 386-391.
A, Vázquez.Marlínez and V. Aboiles, IEEE J. Quantum Electron, QE-29 (1993) 2364.