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HAL Id: jpa-00215230

https://hal.archives-ouvertes.fr/jpa-00215230

Submitted on 1 Jan 1973

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INCLUSIVE DISTRIBUTIONS AT SERPUKHOV ENERGIES

E. Pauli

To cite this version:

E. Pauli. INCLUSIVE DISTRIBUTIONS AT SERPUKHOV ENERGIES. Journal de Physique Col-

loques, 1973, 34 (C1), pp.C1-369-C1-372. �10.1051/jphyscol:1973150�. �jpa-00215230�

(2)

INCLUSIVE DISTRIBUTIONS AT SERPUKHOV ENERGIES

INCLUSIVE DISTRIBUTIONS AT SERPUKHOV ENERGIES

This topic can be divided into three main groups of experiments for this year.

1. MIRABELLE EXPERIMENTS. - The first group is represented by the hydrogen bubble chamber Mirabelle experiments for p + p at 69 GeV/c, K- + p at

32 GeV/c and a- + p at 50 GeV/c. Inclusive produc- tion of neutral and charged particles have been studied.

The main results are the following:

-

for p + p + y + X

[ I ,

the number of a' per nega-

tive- particle is. decreasing with the number of negative particles. Furthermore, the invariant structure function f integrated over x shows signi-

2 2

ficant differences for pT > 0.10 (GeV/c) with the values of CERN-HAMBURG-VIENNA group at the I.S.R.

(Fig. 1). No possibility of factorization is observed between 0 < pT < 0.1 GeV/c and 0.1 < pT < 0.2 GeV/c.

1 W

z E 10

-

Ir-

1

0 010 O'M 030 0 010 020 030

Ff ( G.V/< ,2

FIG. 1.

-

Integrated structure function over a) p 2 and b) over x, compared to the results of the T CERN-HAMBURG-VIENNA group (solid line).

- f o r - ~ - ? - ~ - ~ ~ - ? - ~ - a n d - ~ ~ ? - ~ + A +

x l21

9 the x or pT dependences of f at 69 GeV/c and 205 GeV/c at 2 NAL are compatible.

-

for p-+-p + T

-

+ X L3], a possible plateau in the y distribution is seen at 69 GeV/c with a width of

1.6 (Fig. 2).Limiting fragmentation is observed in the x distribution for 1x1 > 0.05 except for large pT, where one has to go to larger values of 1x1 to observe the same phenomenon (Fig. 3).

sig.2

- $ /(

((d2g)/(dy

9 ; ) )

dp; versus y for all topologies at 69 GeV/c compared to 28.5 GeV/c (dashed line), 102 GeV/c ( a ) , 205 Ge~/c ( 8 ) data.

The function is also given at 69 GeV/c for different topologies : 4-prong, 6-prong, 8-prong and 10-prong.

In the same experiment, the pT distribution is 2 decreasing faster for small 1x1 values than for all x (Fig.4).

- ---

for K-p -t KO*_ h

+

X at 32 GeV [41, the shape of has not changed appreciably when compared to data at 14 GeV.

For f P - ~ - ~ + - h [ 4 1 at the same en rgy distribution is parametrized as Ae-B' x-'rwh:re x In 0.02 2 0.005, A

=

6.8 mb/(~e~/c)~, B

=

12.12

21.5 for x < x and B 5.75

f

0.5 for x > x

m m

(Fig.5).

- ---

for 'Irp 4 %- + X at 50 GeV/c [ 5 1 1 the x dis- tribution is compared to 8 GeV/c and 18.5 GeV/c [6].

It scales between 18.5 GeV/c and 50 GeV/c except for 0.3 ,C x 6 0 . 7

.

Article published online by EDP Sciences and available at http://dx.doi.org/10.1051/jphyscol:1973150

(3)

FIG. 3.

-

~ ) l ( r & ~ $ ( d 2 u ) / ~ d x dp2) v e r s u s x f o r PT = 0 . 2 Ge f c , 0.4 e / c , 0.8 G ~ V & a t 69 GeV/c

(x,

*

) compared t o Sims e t a l . (& = 7.4 GeV, f u l l l i n e ) , Cho e t a l . (& = 19.4 GeV,G\ W

A),

Dao e t a l .

(&

= 24.9 GeV,

V V

) , B e r t i n e t a 1 (& = 21

G ~ v , O ;

30 GeV, ; 44 GeV, 0 ; 52 GeV, A ) , Banner e t a l . (& = 23.2 GeV,

0

; 52.7 GeV, A ) .

2

f u l l l i n e ) , Cho e t a 1

(A

= 19.4 GeV, o)

,

Banner e t a l .

(A

= 23.2 GeV, dashed l i n e ; = 23.2 GeV extrapolatec?, d o t t e d l i n e ) .

2 2

FIG. 5.

- - 'I

(d o ) / ( d p , / dpT) dpT v e r s u s x i n K - ~ + y

+

X a t 32 GeV/c.

2 . COUNTER EXPERIMENTS.

- 7 - + p + p + X a n d f + p + p + X a t 2 5 a n d & _

--- --- --- ---- ---

G ~ V L ~ [ ~ ] .

-

The x and t dependences of b o t h r e a c t i o n s

---

--

"-

have been compared (Fig. 6 ) , above t h e resonance r e g i o n .

K-p

- )5;

p CCERN-IHEP l972)

FIG. 6a).-(A a ) / ( ~ t 2 Ax) f o r K-p -+ p + X w i t h 0.18 <

It1 < 0.32 ( ~ e ~ / c ) ' a t 25 GeV/c (0) and 40 GeV/c

( 0 ) compared t o n-p + p + X a t 25 GeV/c (dashed l i n e ) . b) s l o p e b of t h e t dependence ~e~~ a t t h e c o r r e s p o n z d i n g e n e r g i e s and x v a l u e s .

(4)

INCLUSIVE DISTRIBUTIONS AT SERPUKHOV ENERGIES

-

-

-

n + p -t n + X at 42 and 51 GeV/c

[ a ] . -

The x de-

...

pendence of f for different pT for 0.9 2 < x < 0.99 is carefully studied and compared to a parametrization of a triple Regge pole nodel. Agreement is good for

x < 0.964 (Fig.7).

ISR

FIG. 8. - The values of the structure function at x = 0 integrated over p.$ and normalized to %ot

.

plotted as a function of s-t, for n+ + p -t nn, for n+

+

p + n- and 0 for n+ + p -t n*.

+ -

The s dependence of the n /IT ratio at x = 0 is also studied and compared to the p + p reactions. On

l 1 ' I observed that this ratio, for positive incident partit

.SO 90 .92 .94 .96 .98

-

cles, is decreasing to unity whereas for incident II

it is already constant at a momentum of 15

-

20 GeV/c.

3 3

FIG. 7 .

-

E(d o]/(dp ) versus x for different inter- (Fig. 9).

vals of p, 2 in n- + D -t a-

+

X at 42.02 GeV/c solid

in the reactions r 4 0 GeVlc

1

-

L

line: calcu~ations done with one pomeron pole.

- , t

---+-a

--- t ) ) ---

a p (n) + a* +

x

[9

I J

3. 2m PROPANE BUBBLE CHAMBER EXPERIMENT. - Three

papers are presented at this conference by the 3 -

0

collaboration. They are based on inclusive produc- tQ - LZ

tion of r', y

,

A ( C ) and KO on protons and neutrons, I 2 - x

Scaling for the first two reactions seems already FIG. 9.

-

The ratio of the number of n+ to the number of r- emitted at x

-

0 as a function of s-1;. A for present at x = 0 and results are compared to the n+p, for r-p, for pp.

I.S.R. data between 500

-

1500 GeV (Fig. 8).

X + / Y'C- R A T I O AT 90'

a7 6 78 16 22 25 G-V/C ?if P REACTIONS

:

PP R E A C T I O ~ S L : :' r?w

A 12 24 500

'

11500

A

'

4 .

mlr-P X+P

+

A PP

In the third reaction, ';he Ki? pair production

-

grows with increasing energy of primary a meson.

The mean number of KO and 'A particles per

(5)

s-p i n t e r a c t i o n a r e (nkO) = 0.24

+

0.03 a n d ( n A o ) = 0.07

+

0.01, r e s p e c t i v e l y .

R e f e r e n c e s

[l] BLUMENFELD (H.) e t a l . , paper no. 232. [7] ANTIPOV (Yu.M.) e t a l . , paper no. 45, no. 46.

[2J BLUMENFELD (H.) e t a l . , p a p e r no. 231. [8] DEREVSHCHIKOV (A.A.) e t a l . , p a p e r no. 354.

PAUL1 (E.) e t a l . , p a p e r no. 228. [9] Paper no. 194.

[4] Paper no. 428. b0] BALEA ( 0 . ) e t a l . , p a p e r no. 198.

[5] P a p e r no. 427. D1-J BALEA (0.) e t a l . , p a p e r no. 406.

[6] BISWAS (N.N.) e t a l . , Univ. of Notre Dame, p r e p r i n t 71-44.

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