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A CONVENIENT DOPPLER SHIFT METHOD FOR DETERMINING THE VELOCITY OF A FAST ION BEAM

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HAL Id: jpa-00218410

https://hal.archives-ouvertes.fr/jpa-00218410

Submitted on 1 Jan 1979

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A CONVENIENT DOPPLER SHIFT METHOD FOR DETERMINING THE VELOCITY OF A FAST ION

BEAM

S. Huldt, L. Curtis, R. Schectman

To cite this version:

S. Huldt, L. Curtis, R. Schectman. A CONVENIENT DOPPLER SHIFT METHOD FOR DETER-

MINING THE VELOCITY OF A FAST ION BEAM. Journal de Physique Colloques, 1979, 40 (C1),

pp.C1-161-C1-162. �10.1051/jphyscol:1979130�. �jpa-00218410�

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JOURNAL DE PHYSIQUE Colloque C 1 , suppldment au n

"

2, Tome 40, fgvrier 1979, page C1-161

A CONVENIENT DOPPLER SHIFT METHOD FOR DETERMINING "!iE VELOCITY OF A FAST ION BEAM S. Huldt, L.J. Curtis and R.M. Schectman

Department of Physics and Astronomy, University of Toledo, Toledo, Ohio, 43606, USA and

Department of Physics, University of Lund, 5-223 62 Lund, Sweden

Rlsud-On decrit une dthode de determination de la vitesse d'un faisceau d'ions qui est basee sur 1' ef fet Doppler. Quelques applications sont presentees.

Abstract

-

A convenient method for determining the velocity of a light emitting fast ion beam utilizing fore and aft Doppler shifts is described, and appli'cati'ons are presented.

A convenient method for determining the velo- city of an ion beam utilizing fore-aft Doppler shifts has been developed and tested. The method easily allows measurements to within at least 1%

with a geometry compatible with lifetime measure- ments. The method utilizes two mirrors which cony tain central apertures to allow the beam to pass through. These can be inserted into the beam and adjusted so as to illuminate the slit of a spectro- meter which views the beam at 90'. No change In the monochromator or target position need be made. A schematic diagram of the experimental arrangement is shown in Fig. 1.

Fig. 1 Experimental arrangement

Mirror 1 is tilted at 45' so that light in a forward cone is reflected into the spectrorqeter.

Mirror 2 is set perpendicular to the beam so that light in a backward cone, centered at 180' to the beam direction, is reflected back along the beam onto mirror 1, and thereafter into the spectrometer.

Thus three pencils of light enter the spectrometer;

one from the forward light which is blue shifted to XB=Xoy(l-\/c); one from the backward light which is red shifted to XR=hoy(l+v/c); and one emitted at 90' to the beam which is essentially unshifted

at Xoy (here y~(l-v~/c')

- ').

By appropriate adjust- ment of the mirrors all three wavelengths can be

seen by the spectrometer. Clearly the red and blue shifted images formed by the plane mirrors are at different distances from the spectrometer, which vary with the position of the emitted light along the beam. Thus these two images cannot be brought into simultaneous focus and a small range of angles about

o0

and 180° is included. However both of these effects can be made negligibly small by choosing the geometry of the system appropriately. Neglecting the relativistic doppler shift Cll, the velocity of the beam is given by

v/c = (AR

-

XB)/2Xo. (1)

Doppler shifts have been used earlier in the determination of beam velocities C2-41, but the fore-aft geometry suggested here has a number of advantages. It is directly compatible with the detection geometry employed in carrying out mean- life measurements. It gives the largest Doppler shift and the smallest Doppler broadening of any angles chosen. Relativistic corrections to Eq (1) enter only in third order 111 with this geometry.

The method also provides built-in checks of the alignment through tests of the synrmetry of the fore and aft peaks about the central peak. It is very insensitive to misalignment of the mirrors relative to the beam (<0.4% error in velocity for a 5' mis- alignment) since this effect is of second order in angular error. In fact, the mirrors were in some cases deliberately misaligned slightly in order to improve the relative intensity of the red shifted peak. Identification of the fore and aft peaks is expedited by the fact that they are narrower than

Article published online by EDP Sciences and available at http://dx.doi.org/10.1051/jphyscol:1979130

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c1-162 JOURNAL DE PHYSIQUE the central peak which is broadened by Doppler 4

shifts. Finally, the technique does not require an

""1

2W

absolute wavelength calibration of the monochroma- tor since only the wavelength difference A -A R

B is required; thus, only the dispersion of the instru-

-

ment ne d be known.

-

t

Beams of ~ e + of energies from 150 to 200 keV i. were obtained from the University of Toledo Van de

p

Graaff generator. Figure 2 shows the central and

. . .. . Fig. 3 Measurement of energy as a function of

. . foil thickness for a monoenergetic beam.

Fig. 2 Dispersed spectrum of the 3888 A Helium I line with this experimental arrangement.

the shifted peaks for the 3888 A He line. The method was used for energy calibration of the ac- celerator, and for determining the energy loss in carbon foils as a function of foil thickness. The results of the latter measurement is shown in fig.

3, and compared with published values C51 indicated by the solid curve, demonstrating the reliability of the technique.

The use of the emitted light to determine beam velocities is attractive for a number of rea- sons. Such a measurement averages over the emit- ting particles including wider angles of scattering

which are often excluded by other techniques (for example, the electrostatic analyzer, which interrogates only a narrow undeflected portion of the beam). Moreover, it is the light-emitting particles upon which lifetime measurements are made, and it is appropriate that velocity measure- ments be made on the same sample as are the decay curve measurements. Finall,', by spectrally resol- ving the light, one also measures the velocity of a particular charge stage, excitation level and spin stage. If there were subtle differences among these parameters, this method would provide a very sensitive means of detecting them, and for studying such effects.

Bib1 iography

111 Because of its subtractive nature, all even C31 E.H. Pinnington, Nucl. Instr. Meth.

90

(1970) terms in the relativistic expansion for 9 3 .

A R -A B in powers v/c and the first 141 A . Kyoshima, K. Saitoh, K. Kimura, Kudo correction to Eq(1) is of third order.

and M. Mannami, Nucl. Instr. Meth.

147

(1947)

123 J . Stark, Physikalische Zeitschrift

5

(1905) 54 7

C51 L.C. Northcliffe and R.F. Schilling, Nucl.

Data Tables (1970) 2 3 3 .

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