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HAL Id: jpa-00226829

https://hal.archives-ouvertes.fr/jpa-00226829

Submitted on 1 Jan 1987

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SINGLY - AND DOUBLY-CHARGED ION

FORMATION IN LIQUID-METAL-ION SOURCES

T. Ishitani, K. Umemura, Y. Kawanami

To cite this version:

T. Ishitani, K. Umemura, Y. Kawanami. SINGLY - AND DOUBLY-CHARGED ION FORMATION

IN LIQUID-METAL-ION SOURCES. Journal de Physique Colloques, 1987, 48 (C6), pp.C6-159-C6-

164. �10.1051/jphyscol:1987626�. �jpa-00226829�

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SINGLY- AND DOUBLY-CHARGED ION FORMATION IN LIQUID-METAL-ION SOURCES

T. Ishitani, K. Umemura and Y. Kawanami

Central Research Laboratory, Hitachi Ltd., Kokubunji, Tokyo 185, Japan

(Abstract)

-

The process of singly- and doubly-charged ion formation i n

liquid-metal-ion sources is studied using Cu-P. Pt-P qnd Pt-P-Sb alloys. Strong matrix effects a r e observed on t h e intensity r a t i o of P++ t o P+ ions and their energy widths, AE. This effect is explained by an increase i n electric field, F, of a s l i t t l e a s 10 % from F = 27 t o 30 V/nm, which is estimated from the post-ionization model. Experimental data on AE agree with the prediction t h a t a higher F brings about l e s s space-charge effect on t h e emitted ions, resulting in a narrower AE. The origins of energy t a i l s observed on t h e M + energy distribution curves a r e discussed.

1. Introduction

Liquid-metal-ion sources (LMISs) have attracted increasing interest due t o their potential advantages for focused-ion-beam technology. The variety of LMIS has increased a s a r e s u l t of t h e use of alloy rather than pure elements.

However, many aspects concerning ion formation i n MISS a r e not yet f u l l y understood.

This paper is a sequel t o recent papers by t h e authors.'-3 In t h e

development of a phosphorus P) LMIS using Cu-P and Pt-P base alloys, a strong matrix effect is observed on the intensity r a t i o of PC+ t o P+. The source characteristics of M+ and

ions

a r e discussed adding other new data from the viewpoint of their formation processes.

2. Experiments

The mass and energy analyses for t h e LMISs were performed using a double

Article published online by EDP Sciences and available at http://dx.doi.org/10.1051/jphyscol:1987626

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JOURNAL DE PHYSIQUE

focussing mass spectrometer in which t h e energy resolution was set t o 1.1 eV. 1 The source was a movable needle type L M I S ~ using C U ~ ~ P ~ S , PtQP2% and PtGg P1q Sb15 alloys. The former two a l l o y s presumably suffered t h e

preferential thermal-evaporation of t h e P element t o r a i s e their melting points, which reduced t h e i r source lifetime t o only about 30 hours. The Pt-P-Sb alloy exhibited a source lifetime of over 200 hours. In t h e energy analysis, ions were detected i n a pulse counting mode and recorded through a logarithmic ratemeter i n a dynamic range a s wide a s 3 - 5 orders of magnitude.

3. Mass and Energy Analyses

The charge-state of the emitted ions a r e discussed i n relation t o field strength, F, of t h e emitter-apex. The ion energy distribution (hereafter

referred t o a s ED) is then analyzed with respect t o energy width and t h e energy t a i l s observed on ED curves.

3.1 Charge-States of Emitted Ions

A strong matrix e f f e c t has been observed on the intensity r a t i o of P++ t o P+ f o r LMISs using Cu-P and Pt-P alloys? The P++/P+ values a r e plotted a s a function of It f o r these and Pt-P-Sb a l l o y s i n Fig. 1. Typical P++/P+ values a t I t = 20 U A a r e about 2 and 2 x

lo-'

f o r Pt-P base and Cu-P alloys, respectively.

Dixon et al.4 suggested t h a t t h e F v a l u e could be estimated by comparing observed M++/M+ values with calculated post-ionization (hereafter referred t o a s PI) p r ~ b a b i l i t i e s . ~ The applicability of PI t o LMIS have been f u r t h e r discussed i n Refs. [1,6,71.

I t is found t h a t a presumable cause of t h e strong matrix effect on P++/P+

value is an increase i n F of a s l i t t l e a s 10 % from F = 27 t o 30 V/nm. These values a r e estimated from t h e PI model. A stronger F seems t o be required t o form a Taylor cone f o r source materials with higher surface tension,

r.

The

7 values of the Pt-P base and Cu-P a l l o y s are, unfortunately, not known, but the former value is assumed t o be larger. This is expected from t h e

r

values of 1800, 1285 and 367 dyn/cm f o r pure elements of Pt, Cu and Sb, respectively, a t t h e i r melting points. 8

3.2 Energy Distribution

Typical ED curves of Mnf ions (n = 1 and 2) from a Pt-P-Sb alloy LMIS a t 1% = 6 P A a r e shown i n Fig. 2, including t h e sb3+. Figures 3 (a) and (b)

show t h e ED curves a t various 1.t values f o r P+ and P + + ions, respectively.

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Fig.1 Intensity r a t i o of pf + and P + a s a function of 1t f o r Cu-P, Pt-P, and Pt-P-Sb alloys.

"

10

-

60 40 20 0 -20 -40 -60 Relative Ion E n e r g y , E/n CeV)

10

60 40 20 0 -20 -40 -60 R e l a t ~ v e Ion E n e r g y , E/n CeV)

Fig.2 Energy d i s t r i b u t i o n s of M ~ + ions (r, = 1 and 2) from Pt-P-Sb a l l o y a t It = 6 fiA; (a) Pt, (b) P and

(c) Sb (including n = 31

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JOURNAL DE PHYSIQUE

Here, the energy axis for Mnf ions is scaled a s the energy per unit charge, .E/n, and its zero point (i.e. t h e energy corresponding t o the emitter potential)

is estimated.

(a) Energy Width

The experimental energy width (FWHM) per unit charge for Mnf ions (n = 2 and 3). AE(M*)/~, supports the general relationship

hE(Mnf)/n 5 AE(M+) < AE(Mnt),

except f o r sbn+ ions, where t h e observed A E ( s ~ ~ + ) / ~ values a t It = 6 D A a r e 31, 11 and 9 e V f o r n = 1, 2 and 3, respectively. This relationship is reasonable when multi-charged ions a r e formed from t h e evaporated ions through the PI process.3 The break in the general relationship for sbn+ ions is

brought on by t h e appearance of small shoulders on t h e low-energy ED curves, which probably correspond t o t h e field ipnization (FI) process a s discussed later.

Next, the AE(pn+)/n values a r e plotted a s a function of I t in Fig. 4.

It. is found that t h e aE(pn+)/n values f o r Cu-P alloy a r e larger than those for t h e Pt-P base alloys i n t h e region of I t > 30 1rA. The AE can be s p l i t into two components; A E O due t o energy broadening from t h e i n i t i a l mechanism of io,n formation and a E b due t o t h a t in t h e beam caused by space-charge effect;' i.e. (AEl 2 = (AEO? + (AEb)*. The AE difference among

alloys can be qualitatively explained by t h e expectation that a stronger F r e s u l t s in a smaller AE b

.

(b) Energy Tails of ED Curves

It is observed in Fig. 2 t h a t a l l M f ED curves have long low-energy t a i l s increasing with It. ~ i x o n ' observed t h e energy t a i l also for Au LMIS and explained it in terms of a resonant charge transfer process [i-e., fast) + M(s1ow) + M(fast1 + ~+(slowll, which occurrs in a vapor cloud close t o the emitting region. He derived t h e energy t a i l distribution a s

dN(V)/dV = (& no r, q/V, exp(-n, r, qV/Vo ),

where, Vo is t h e voltage applied t o the emitter, r, t h e radius of t h e

emitting site, n o t h e gas density on t h e emitting surface, q t h e cross section for resonant charge exchange reaction, and io t h e ion current of a l l energies.

This equation predicts t h a t a t a i l r i s e s slightly towards lower energies with the slope of -nor, q/V in the log [dN(V)/dVl vs. V graph (corresponding t o t h e present ED graph). The increase in n o and ro with I t is expected t o make the t a i l slope steeper. This expectaion, however, disagrees with t h e experimental P+ ED curves a s shown i n Fig. 3.

Another possible cause of t h e low-energy t a i l is t h e contribution of FI process. If FI is occuring a s well a s field evaporation, a two-peak structure

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I , , L I S

6 0 40 20 i) ' -20 ' -40 ' Relative Ion Energy, E CeV)

Fig.3 Energy distributions of P ions from Pt-P-Sb alloy a t various values; fa) P+ and (b) P f +

Fig.4 Energy width per u n i t charge, AE(P"+)/~, as a function of It

Total lon current, It ( P A ) for Cu-P, Pt-P and Pt-P-Sb alloys.

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JOURNAL DE PHYSIQUE

would be expected in t h e ED curve.? The small and broad shoulders observed on the low-energy ED curves f o r ptn+ and sbn+ ions In = 1 and 2) in Fig. 3

probably correspond t o the FI process.

Rather f l a t t a i l s a r e also observed on t h e high-energy side of the M + ED curves. In the case of the high-energy t a i l , it is noteworthy t h a t t h e M2+

peak intensities a r e larger than t h e M + ones and the t a i l s of the M + ions rise by 2.5 - 3 orders of magnitude below t h e peaks of the M 2 + ED curves.

This suggests that t h e follwing two processes occured sequentially or simultaneouesly,

X + -+

x2+

(PI process)

x2+(fast) + slow) -t xC[fast) + slow).

The measured 'X ions finally have an energy surplus corresponding t o half of the energy accerelated during

x2+,

where momentum transfer is assumed t o be negligible in t h e charge exchange process. A more detailed discussion w i l l be performed elsewhere.

4. Conclusion

Mass and energy analyses of LMISs using Cu-P and Pt-P base alloys were carried out and t h e r e s u l t s were discussed from the viewpoint of ion formation.

The strong matrix effect observed on P+ +/P+ value for Cu-P and Pt-P base alloys was explained by an increase i n F of a s l i t t l e a s 10 % from F = 27 t o 30 V/nm, a s estimated from the PI model. The matrix effect on t h e AE(P+) value is quantitatively explained also by the increase in F.

The experimental &E(Mn+)/n values support the general relationship, A E ( M ~ + ) / ~

s

AE(M+)

<

AE(M"+X

except for sbn+ ions, some of which a r e formed by the FI process. The FI process presumably also contributes t h e low-energy t a i l s of t h e M + ED curves.

References

1 T.Ishitani. K.Umemura and Y.Kawanami: J. Appl. Phys. 61 (1987) 748.

2 K-Umemura, Y.Madokoro, S.Shukuri and T-Ishitani: in Proc. 18th Symp. Ion Implantation and Submicron Fabrication (1987, Rikagaku Kenkyusho, Wako-Shi Saitama) p.97.

3 T.Ishitani, K.Umemura and T.Aida: J. Vac. Sci. Technol. (October, 19871 in press.

4 A.Dixson, C.Colliex. P.Sudraud, J. Van de Walle: Surface Sci. 108 (1981) L424.

5 D.R.Kingham: Surface Sci.

116

(1982) 273.

6 D.R.Kingham: Appl. Phys. a 1 (1983) 161.

7 L.W.Swanson and D.R.Kingham: Appl. Phys.

A41

(1986) 223.

8 C.J.Smithells: Metals Reference Book (Butterworth, London & Boston, 1976).

9 A.J.Dixson: J. Phys. D (Appl. Phys.)

2

(1979) L77.

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