Appendix C: Low-energy proton-induced data for all targets

29
Appendix C: Low-energy proton-induced data for all targets NSR and EXFOR retrieval of (p,xp), (p,xn), (p,xd), (p,xt), (p,x~), (p,xa), (p,x7), (p,xm), (p,xf) and (p,x) reactions below 20 MeV on the whole periodic table of elements. Notation used in the tables: In order to get a compact view of the experimental performed work, several reaction types have been lumped in the same table enrnes. For example, the notation (p,xn) means that at least one neutron is emitted, no matter what the other reaction products are. Hence, x can be a number, in which case the reaction represents multiple emission, but x can also represent other types of outgoing particles or a combination of these. If a reference in one of the databases concerns e.g. a (p,p2n) cross section, a box is placed in both the (p,xp) and (p,xn) row. Elastic cross sections are included in the (p,xp) (or (n,xn)) row and total cross sections contribute to the (p,x) (or (n,x)) rows. Fission cross sections and related information is given under (n,xf) or (p,xf). Spallation is not known as a separate identifie~ probably because it can be described as an intranuclear cascade followed by (multiple) emission(s) and fission. Measurements at a particular incident energy in the NSR database are represented by boxes with vertical dashes and occurence in the EXFOR database is displayed by boxes with horizontal dashes. Cross sections for particular isotopes are not included in the table if, for the entire energy range, not a single measurement has been made. The exact type of measurement (e.g. energy-angle integrated cross section, angle distribution, energy distribution, etc.) is not specified. In the case of a single incident energy, the measurement is visualized by a small box around this energy. If the measurements were performed over an energy region of different incident energies, usually only the begin and end point of this energy region are given as keywords of the reference. In these cases, the bar between the two endpoints of this region have been completely filled. This may result in an overestimation of the number of actual measurements but an individual examination of the particular incident energy grid of each entry would be impracticable. However, if the author has specified several distinct energy values, they are represented by separate boxes. 103

Transcript of Appendix C: Low-energy proton-induced data for all targets

Appendix C: Low-energy proton-induced data for all targets

NSR and EXFOR retrieval of (p,xp), (p,xn), (p,xd), (p,xt), (p,x~), (p,xa), (p,x7), (p,xm),(p,xf) and (p,x) reactions below 20 MeV on the whole periodic table of elements.

Notation used in the tables:In order to get a compact view of the experimental performed work, several reaction typeshave been lumped in the same table enrnes. For example, the notation (p,xn) means that atleast one neutron is emitted, no matter what the other reaction products are. Hence, x can be anumber, in which case the reaction represents multiple emission, but x can also represent othertypes of outgoing particles or a combination of these. If a reference in one of the databasesconcerns e.g. a (p,p2n) cross section, a box is placed in both the (p,xp) and (p,xn) row. Elasticcross sections are included in the (p,xp) (or (n,xn)) row and total cross sections contribute tothe (p,x) (or (n,x)) rows. Fission cross sections and related information is given under (n,xf)or (p,xf). Spallation is not known as a separate identifie~ probably because it can be describedas an intranuclear cascade followed by (multiple) emission(s) and fission. Measurements at aparticular incident energy in the NSR database are represented by boxes with vertical dashesand occurence in the EXFOR database is displayed by boxes with horizontal dashes. Crosssections for particular isotopes are not included in the table if, for the entire energy range, nota single measurement has been made. The exact type of measurement (e.g. energy-angleintegrated cross section, angle distribution, energy distribution, etc.) is not specified. Inthe case of a single incident energy, the measurement is visualized by a small box aroundthis energy. If the measurements were performed over an energy region of different incidentenergies, usually only the begin and end point of this energy region are given as keywordsof the reference. In these cases, the bar between the two endpoints of this region have beencompletely filled. This may result in an overestimation of the number of actual measurementsbut an individual examination of the particular incident energy grid of each entry would beimpracticable. However, if the author has specified several distinct energy values, they arerepresented by separate boxes.

103

lH (P,xP)

lH (P,x7)

2 H (P,xP)2 H (p,xn)

2 H (p,xd)

2 H (P,xT)2 H (p,X~)

2 H (PIx)

3 H (P,xP)3 H (p,xn)3 H (p,xd)3 H (P,XT)

3H (P,x7)

3He(p,xp)3He(p,xn)

3He(p,xd)

3He(p,x)

4He(p,xp)4He(p,x)Li(p,xn)Li(p,x)

6Li(p,xp)6Li(p,xn)6Li(p ,xd)6Li(p,x~)6Li(p,x&)6Li(p,xy)6Li(p,x)7Li(p,xp)7Li(p,xn)7Li(p,xd)7Li(p,xt)7Li(p,x@)‘Li(p,xy)7Li(p,x)Be(p,xn)Be(p,x)

7Be(p,x~)‘Be(p,xp)‘Be(p,xn)‘Be(p,xd)‘Be(p,xt)

Einc(MeV) +

o 2 4 6 8 10 12 14 16 18 20i , t

Ulllllllull 111o

104

‘Be(p,xa)9Be(p,x~)‘Be(p,xr)‘Be(p,x)

1°Be(p,xp)1°Be(p,xn)1°Be(p,x7)

B (p,xn)B (p,X)

10B (P,xP)1 0B (p,XIl)

10B (p,xd)

10B (p, X@)1 0B (P,x7)10B (p,X~)

llB (P>xP)llB (p,xn)

llB (p,xd)

llB (p, X&)

llB (P,x7)1 lB (p, XT)

c (p,xp)

C (p,xn)

c (p,x7)

c (p,x)

12C (P,XP)1 2C (p,xn)

12C (p,xcr)

12C (P, X7)

12C (p,x7r)

12C (p,x)

13C (P,XP)1 3C (p,xn)1 3C (p,xd)

13C (p,xr)

13C (p,x@)

13C (PJ7)13C (p,xm)

13C (p,x)

14C (PFP)

14C (p,xn)1 4C (p,xd)

EinC(MeV) ~

o 2 4 6 8 10 12 14 16 18 20

10.5

14C (p,xt)

14C (p,x@)14C (Pm’)

N (p,Xp)N (p,xn)N (P,XCY)

N (p,X)1 4N (P,xP)1 4N (p,xn)1 4N (p,xd)1 4N (p,X~)

14N (p, X@)1 4N (P,x7)1 4N (p,X~)

14N (p,X)

15N (P,XP)1 5N (p,xn)1 5N (p,xd)1 5N (p,xt)15N (p, XT)1 5N (p,X@)

15N (P,x7)15N (p,X)

o (p,xp)

O (p,xn)

o (p,x)

160 (P,XP)1 60 (p,xn)

160 (p,xa;

160 (PJ7)160 (p,x7r;

160 (p,x)

170 (P,XP)1 70 (p,xn~1 70 (p,xd;

170 (p,x&1 70 (p,x7:

180 (p,xp:

180 (p,xn;1 80 (p,xd:1 80 (p,xt)

180 (p,x&

EinC(MeV) +

o 2 4 6 8 10 12 14 16 18 20* I

11111Llul

F 111111

tllllln

106

180 ( P m ’ )

F (p,x7)17F (P,x7)19F (P,xP)19F (p,xn)19F (p,xd)19F (p,X~)

19F (P,x7)19F (p,X~)

19F (p,X)20 Ne(p,xp)20 Ne(p,xt)20 Ne(p,xa)20 Ne(p,xy)20Ne(p ,x)21 Ne(p,xp)21 Ne(p,xd)21 Ne(p,xt)21 Ne(p,x~)22 Ne(p,xp)22 Ne(p,xn)22 Ne(p,xd)22 Ne(p,xy)

Na(p,xo)Na(p,x~)

23 Na(p,xp)23 Na(p,xn)23 Na(p,xt)23 Na(p,xa)23 Na(p,x7)23 Na(p,x)

Mg(p,xp;Mg(p,xn~Mg(p>x7;Mg(p,x)

24 Mg(ptxpl24 Mg(p,xn~24 Mg(p,x~;24 Mg(p,x7,24 Mg(p,x) ,25 Mg(p,xp,25 Mg(p,xn~

Einc(MeV) ~

o 2 4 6 8 10 12 14 16 18 20

Inn IlmM

11111ill

fII

11111

107

EinC(MeV) ~

o 2 4 6 8 10 12 14 16 18 20

25 W(mw)25 Mg(p,x)26 W(rwp)26 Mg(p,xn)26 Mg(p,xd)26 Mg(p,xa)26 Mg(p,x7)

Al(p,x~)Al(p,x)

26 Al(p,x7)27Al(p,xp)27Al(p,xn)27Al(p,xd)27 Al(p,xa)27Al(p,x7)27 Al(p,x~)27 A1(P,X)28A1(P,X7)

Si(p,xp)Si(p,xn)Si(p,x7)Si(p,x)

28 Si(p,xp)28 Si(p,xn)28 Si(p,xa)28Si(p,x7)28 Si(p,xn)28 Si(p,x)29 Si(p,xp)29 Si(p,xa)2gSi(p,x7)30 Si(p,xp)30 Si(p,xa)30 Si(p,x7)

p (P,x@)31P (PAP)31P (p,xn)31P (p,xa)31P (P1X7)

s (P,XP)s (P,x@)

Illnnln

-_‘ ~ ~ ~ ‘ “ ~ ‘ ‘ “ •ml

inn lull

108

Einc(MeV) ~.- .“ 14 16 18 20

3 2S (p,xd)3% (p,x@) I32s (P, X7)3% (p,x)3 3s (PXP)3 3s (P,X7)3 4s (P,XP)3 4S (p,xn),3 4S (p,xd)3 4s (P, X7)3 6s (P, X7)

Cl(p,xa)

Cl(p,x)Sscl(p,xp)35 C!l(p,xn)Sscl(p,xa,35cl(p,x7)37cl(p,xp;37Cl(p,xn~37cl(p,xd37cl(p,x&37cl(p,x7:36Ar(p ,XP36 Ar(p,xn

llmnlnlmlmum—

Ill

11111

t 1

m

36 Ar(p,xa36 Ar(p,x738 Ar(p,x?40 Ar(p,xF40 Ar(p,xr40 Ar(p,xt40 Ar(p,x:

K (p,X(3 9K (p,x]3 9K (p,Xt

39K (p,X’

40K (P,X

41K (P,xP)41K (p,xn) I = ilm41K (p,xd) I

109

IJlll

EinC(MeV) ~

. .-I A 6 8 10 12 14 16 18 20

--i =

, , 1

41 K (P,x7)

Ca(p,xp)Ca(p,xn)Ca(p,xt)Ca(p,x)

40 Ca(p,xp)40 Ca(p,xn)40 Ca(p,xa)40 Ca(p,x7)40 Ca(p,xT)40 Ca(p,x)41 Ca(p,xp)42 Ca(p,xp)42 Ca(p,xn)42 Ca(p,xt)42Ca(p ,x@42 Ca(p,x7143 Ca(p,xp)43 Ca(p,xn)43Ca(p,x7)44 Ca(p,xp)44 Ca(p,xn)44 Ca(p,xt)

Ilmw

44 Ca(p,xa)44 Ca(p,x7)46 Ca(p,xp)46 Ca(p,x7)4sCa(p,xp)48 Ca(p,xn)48 Ca(p,xt)48 Ca(p,xcr)48 Ca(p,x7)

Sc(p,xn)%c(p,xp)45 Sc(p,xn)45sc(p,xa)45sc(p,x7)%c(p, x)

Ti(p,xp)Tl(p,xn)Ti(p,xa)

110

Tl(p,x~)

Ti(p,x)

46 Ti(p,xp)

*6 Tl(p,xn)

*6 Tl(p,xt)

46 Ti(p,xa)*6 Tl(p,x~)47 Ti(p,xp)47Tl(p,xn)*7Tl(p,xcr)48 Ti(p,xp)48Ti(p,xn)*8Ti(p,xt)48Ti(p,xa)48 Ti(p,xy)*8Tl(p,x)49Ti(p,xp)49Ti(p,xn)4gTi(p,x~)50Ti(p,xp)50 Ti(p,xn)50 Ti(p,xt)5oTl(p,xa:5oTl(p,xy)

v (p,xp:V (p,xn’v (p,x)

‘“v (P>w50V (p,xn50V (p,xcr51V (p,xp51V (p,xrl51V (p,xt:51V (pjxa51V (p,x~51V (p,xfl51V (p,x)

Cr(p,xICr(p,xrCr(p,x;Cr(p,x)

50 Cr(p,xI

EinC(MeV) ~

o 2 4 6 8 10 12 14 16 18 20

llulIllnllm—

UUI

lnnllllMnl Inn

TInn

lnllF- 1

Inllm

111

o

50 Cr(p,xn)50 Cr(p,x7)52 Cr(p,xp)52 Cr(p,xn)52 Cr(p,xa)52 Cr(p,x~)52 Cr(p,x)53 Cr(p,xp)53 Cr(p,xn)53 Cr(p,x7)54 Cr(p,xp)54 Cr(p,xn)54 Cr(p,x&)54 Cr(p,x’y)

Mn(p,xpMn(p,xnMn(p,x~

55 Mn(p,xp55 Mn(p,xn55 Mn(p,xa55 Mn(p,x755 Mn(p,xa

Fe(p,xp)Fe(p,xn)Fe(p,xcr;Fe(p,x~)Fe(p,x)

54 Fe(p,xp)54 Fe(p,xn)54 Fe(p,xt)54 Fe(p,xa:54 Fe(p,x~~55 Fe(p,xp,.56 Fe(p,xp,56 Fe(p,xn,56 Fe(p,xd:56 Fe(p,xa56 Fe(p,xy56 Fe(p,x)57 Fe(p,xp57 Fe(p,xn57 Fe(p,xd

Einc(MeV) ~

2 4 6 8 10 12 14 16 18 20

U.ul

IIlllllnn

11111

112

Einc(MeV) +

o 2 4 6 8 10 12 14 16 18 20, i 4, t , , #

57 Fe(p,x~) I w58 Fe(p,xp) Iml58 Fe(p,xn)58 Fe(p,xcr)58 Fe(p,x~)

Co(p,xp)Co(p,xn)

Sgco(p,xp)59 Co(p,xn)=’co(p,xa)59co(p,x7)

Ni(p,xp)Ni(p,xn)Ni(p,xa)Ni(p,x7)Ni(p,x)

58 Ni(p,xp)5SNi(p,xn)58 Ni(p,xt)58 Ni(p,xa)58 Ni(p,x~)60 Ni(p,xp)60 Ni(p,xn)60 Ni(p,xd)60 Ni(p,xt)60 Ni(p,xa)60 Ni(p,x~)61 Ni(p,xp)61 Ni(p,xn)61 Ni(p,xd)61 Ni(p,xa]61 Ni(p,x7)62 Ni(p,xp)62 Ni(p,xn)62 Ni(p,xt)62 Ni(p,xa:62 Ni(p,x7)64 Ni(p,xp~64 Ni(p,xn~64 Ni(p,xt)64 Ni(p,xrx64 Ni(p,xyl

Inlllll

113

Einc(MeV) ~

o 2 4 6 8 10 12 14 16 18 20

7Cu(p,xp)Cu(p,xn)Cu(p,xa)cu(p,x7)Cu(p,x)

=eu(p,xp)63 Cu(p,xn)

escu(p,xt)

e~cu(p,xa)

‘33cu(p,x7)

63cu(p,x)

‘=cu(p,xp)6 5 Cu(p,xn)

65cu(p,xt)

65cu(p,xcY)

‘35cu(p,x7)

65’cu(p,x)

Zn(p,xp)

Zn(p,xn)

Zn(p,x7)

Zn(p,x)64 Zn(p,xp)64 Zn(p,xn)64 Zn(p,xd)64 Zn(p,xcr)64 Zn(p,x7)64 Zn(p,x)66 Zn(p,xp)66 Zn(p,xn)66 Zn(p,xa)66 Zn(p,xy)66 Zn(p,x)67 Zn(p,xp)67Zn(p,xn)67 Zn(p,xa)

67 Zn(p,xy)68 Zn(p,xp)68 Zn(p,xn)

68 Zn(p,xa)68 Zn(p,x7)68 Zn(p,x)7 0 Zn(p,xp)

114

EinC(MeV) ~

o 2 4 6 8 10 12 14 16 18 20

7 0 Zn(p,xn)70 Zn(p,xa)

Ga(p,x@),69 Ga(p,xp)69 Ga(p,xn)69 Ga(p,xa)69 Ga(p,xT)71 Ga(p,xp)71 Ga(p,xn)

Ge(p,xp)Ge(p,xn)Ge(p,xa)Ge(p,x)

70 Ge(p,xp)70 Ge(p,xn)70 Ge(p,xd)70 Ge(p,xt)70 Ge(p,x7)72 Ge(p,xp)72 Ge(p)xn)72 Ge(p,xd)72 Ge(p,xt)72 Ge(p,xT)73 Ge(p,xp)73 Ge(p,xn)73 Ge(p,xd)73 Ge(p,xt)74 Ge(p,xp)7 4 Ge(p,xn)

, t I

IuuInnIulJ

Illnlnn

Inn

IIInnlml

Ill74 Ge(p,xd)74 Ge(p,xt) Inn74 Ge(p,x7)76 Ge(p,xp)76 Ge(p,xn)76 Ge(p,xd)76 Ge(p,xt)76 Ge(p,x7)

As(p,x)7 5 AS(P,XP)7 5 As(p,xn)7 5 As(p,xd)

Se(p,xp)

Im

115

EinC(MeV) +

o 2 4 6 8 10 12 14 16 18 20

Se(p,xn)Se(p,xy)Se(p,x)

74 Se(p,xp)74 Se(p,xn)74 Se(p,x7)76 Se(p1xP)76 Se(p,xn)76 Se(p,xa)77 Se(p,xp)77Se(p,xn)77Se(p,xy)78Se(p,xp)78 Se(p,xn)78 Se(p,x7)80 Se(p,xp)80 Se(p,xn)80 Se(p,x7)82Se(p,xp)82Se(p,xn)82Se(p,xy)

Br(p,xp)Br(p,xn)?lr(p,x)

79 Br(p,xp)79 Br(p,xn)81 Br(p,xp)81 Br(p,xn)

Kr(p,xp)Kr(p,xn)Kr(p,x)

78 Kr(p,xp)78 Kr(p,xn)78 Kr(p,xa)80 Kr(p,xp80 Kr(p,xcr82 Kr(p,xp82 Kr(p,xn‘Kr(p,xn84Kr(p ,xp84 Kr(p,xn84 Kr(p,xV

)))))))‘)

t t ,0

I {

•ml

Iml InnI ~

111.11 InnIllnlll

Mll muE Innlll

11111

Im11111 11111

116

86 Kr(p,xp)86 Kr(p,xn)

Rb(p,xn)Rb(p,x)

85 Rb(p,xp)85 Rb(p,xn)85 Rb(p,xa)87 Rb(p,xp)87 Rb(p,xn)87 Rb(p,x~)

Sr(p,x)84 Sr(p,xp)84 Sr(p,x~)86 Sr(p,xp)8’%r(p,xn)8’%r(p,xy)87 Sr(p,xp)87Sr(p,xn)87 Sr(p,xd)88 Sr(p,xp)‘Sr(p,xn)88 Sr(p,x~)

Y (p,xp)Y (p,x)

89Y (PAP)89Y (p,xn)89Y (p,xd)89Y (p,x@)89Y ( P m ’ )

Zr(p,xp)Zr(p,xn)Zr(p,x)

90 Zr(p,xp)90 Zr(p,xn)‘OZr(p,xa)90 Zr(p,x~)90 Zr(p,x7r)90 Zr(p,x)91 Zr(p,xp)91 Zr(p,xn)91 Zr(p,x)92 Zr(p,xp)

EinC(MeV) +

o 2 4 6 8 10 12 14 16 18 20

lull IIulllll

117

92 Zr(p,xn)92 Zr(p,xd)92 Zr(p,xt)92 Zr(p,xcz)94 Zr(p,xp)94 Zr(p,xn)94 Zr(p,xt)94 Zr(p,x)96 Zr(p,xp)96 Zr(p,xn)96 Zr(p,xd)96 Zr(p,xt)

Nb(p,xn)93 Nb(p,xp)93 Nb(p,xn)93 Nb(p,xa)93 Nb(p,x)

Mo(p,xp)Mo(p,xn)Mo(p,x7)Mo(p,x)

90 Mo(p,xp)92 Mo(p,xp)92 Mo(p,xn)92 Mo(p,xr)92 Mo(p,xa)92 Mo(p,x7)94 Mo(p,xp:94 Mo(p,xn:94 Mo(p,xa“Mo(p,x7:95 Mo(p,xp;95 Mo(p ,xn95 Mo(p,xt)96Mo(p ,Xp:‘6 Mo(p,xn,96 Mo(p,xa96 Mo(p,x797 Mo(p,xp97 Mo(p,xn98 Mo(p,xp98 Mo(p,xn

Einc(MeV) +

o 2 4 6 8 10 12 14 16 18 20

11111

ILLul

[

I 11111

•llm—

Iml

118

98 Mo(p,xt)98 Mo(p,xa)

1°0MO(p,XP)100 Mo(p,xn)1°0Mo(p,xt)1°0Mo(p,xa)100 Mo(p,x7)

99 TC(P,XP)99 Tc(p,xd)96 RU(P,XP)96 Ru(p,xa)98 RU(P,XP)99 Ru(p,xn)

1°0RU(p,XP)1°0Ru(p,xn)1°IRu(p,xn)1°2RU(p,XP)1°2Ru(p,xn)1°2Ru(p,xt)1°4RU(p,XP)1°4Ru(p,xn)

Rh(p,xp:1°3Rh(p,xp;1°3Rh(p,xn:1°3Rh(p,xd103 Rh(p,xt)

Pd(p,xp:Pd(p,xn’Pd(p,x)

1°2Pd(p,xp:1°2Pd(p,xn1°4Pd(p,xp1°4Pd(p,xn1°4Pd(p,xt;1°5Pd(p,xp1°5Pd(p,xn1°5Pd(p,xt,106 Pd(p,xp1°6Pd(p,xn1°6Pd(p,xt1°6Pd(p,xo1°8Pd(p,xF

Einc(MeV) +

n 2 4 6 8 10 12 14 16 18 20

, , ,II

U.ul

R

El

Mll

11111

Inn

Imill

Inn11111 lull

III

115’Ulll I

Iml

Inn

!ml

119

1°8Pd(p,xn)1°8Pd(p,xt)1°8Pd(p,xa)llOPd(p,xp)llOPd(p,xn)llOPd(p,xt)

Ag(p,xp)Ag(p,xn)Ag(p,xcr)Ag(p,x~)Ag(p,x)

1°7Ag(p,xp)1°7Ag(p,xn)1°7Ag(p,xt)1°TAg(p,xa)107Ag(p,x7)1°9Ag(p,xp)1°9Ag(p,xn)1°9Ag(p,xt)1°9Ag(p,xa;1°gAg(p,x?)

Cd(p,xp;Cd(p,xn~Cd(p,xy:Cd(p,x)

1°6Cd(p,xp)1°6Cd(p,xn]1°6Cd(p,x(x:1°6Cd(p,xy;1°8Cd(p,xp;108 Cd(p,xn~1°8Cd(p,xy:109 Cd(p,xn:ll°Cd(p,xp:ll°Cd(p,xn:ll°Cd(p,xa11 °Cd(p,x7:111 Cd(p,xp:111 Cd(p,xn:lllCd(p,xd’112 Cd(p,xp112 Cd(p,xn

Einc(MeV) ~

o 2 4 6 8 10 12 14 16 18 20, , , , I

Uul11111

Ulll VI

ImlM!l I

mu UlllIno

III rJ

I muIml

120

Einc(MeV) +

o 2 4 6 8 10 12 14 16 18 20

112 Cd(p,xd)112 Cd(p,xt)

12 Cd(p,xcr)13 Cd(p,xp)13 Cd(p,xn)13 Cd(p,xd)14 Cd(p,xp)14 Cd(p,xn)

114 Cd(p,xd)114 Cd(p,xt)~14Cd(p,xcr)114 Cd(p,x7)116 Cd(p,xp)116 Cd(p,xn)116 Cd(p,xd)116 Cd(p,xt)116 Cd(p,xcr;

In(p,xp)In(p,xn)In(p,x)

1131n(p,xn)1151n(p,xp)1151n(p,xn)1151n(p,xt)1151n(p,xa)1151n(p,x~)1151n(p,xr)1151n(p,x)

Sn(p,xp)Sn(p,xn)Sn(p,x)

112 Sn(p,xp)112 Sn(p,xn)112 Sn(p,xd)112 Sn(p,xt)112 Sn(p,xcx)112 Sn(p,x7)114 Sn(p,xp)114 Sn(p,xn)114 Sn(p,xd)114 Sn(p,xt)114 Sn(p,xa)

Uul

Ill Ulu Ilnl Iml

I

llln

Ill 11111

Mll Ml

121

EinC(MeV) +

o 2 4 6 8 10 12 14 16 18 20

115 Sn(p,xp)115 Sn(p,xn)115 Sn(p,xd)115 Sn(p,xt)116 Sn(p,xp)ll%n(p, xn)116 Sn(p,xd)116 Sn(p,xt)116 Sn(p,xcr)117 Sn(p,xp)117 Sn(p,xn)117 Sn(p,xd)117 Sn(p,xt)118 Sn(p,xp)118 Sn(p,xn)118 Sn(p,xd)l%n(p,xt)l%n(p,xa )119 Sn(p,xp)119 Sn(p,xn)119 Sn(p,xd )llgSn(p,xt)120 Sn(p,x p)120 Sn(p,xn)120 Sn(p,x d)120 Sn(p,xt)120 Sn(p,x CY)120 Sn(p,x7)122 Sn(p,x p)122 Sn(p,Xn)122 Sn(p,x d)122 Sn(p,Xt)122 Sn(p, Xcr)124 Sn(p, Xp)124 Sn(p, xn)124 Sn(p, xd)124 Sn(p, Xt)124 Sn(p, xl-r)

Sb(p ,xCl)Sb(p ,x)

121Sb(p ,Xp)12%b(p ,xn)

51 Mll11111

122

123 Sb(p,xp)123 Sb(p,xn)

Te(p,xn)Te(p,xa)Te(p,x)

122 Te(p,xp)122 Te(p,xd)122Te(p,xa)123 Te(p,xp)123Te(p,xn)123Te(p,x)124 Te(p,xp)

24 Te(p,xn)24 Te(p,x)25 Te(p,xp)25 Te(p,xn)25 Te(p,xd)25 Te(p,xt)

126 Te(p,xp)126 Te(p,xn)128Te(p,xp)128Te(p,xn)128Te(p,xd)128Te(p,xt)128Te(p,xa)130 Te(p,xp)130Te(p,xn)130 Te(p,xd)1 3 0 Te(p,xt)130 Te(p,x@)130 Te(p,x~)

I (p,xn)1271 (p,Xp)1271 (p,xn)1271 (p,x)

Xe(p,x)124 Xe(p,xp)~24Xe(p,xn)136 Xe(p,xp)

Cs(p,xn)133 Cs(p,xn)

Ba(p,xn)

EinC(MeV) ~

o 2 4 6 8 10 12 14 16 18 20

IllIlul

Inn

Iullmll

IFmn

123

EinC(MeV) j

La(p,x)13gLa(p,xp)139 La(p,xn)139 La(p,xa)136 Ce(p,xn)140Ce(p ,xp)140 Ce(p,xn)140 Ce(p,xr2)140 Ce(p,x7)140 Ce(p,x)142 Ce(p,xp)1 4 2 Ce(p,xn)1 4 2 Ce(p,xt)142 Ce(p,xy)1 4 1 Pr(p,xp)1 4 1 Pr(p,xn)

ImlMllulu Ill

141 Pr(p,xa)141 Pr(p,xy)141 Pr(p,x)

Nd(p,xp) 11111 Ilm ~1Nd(p,xn)Nd(p,x)

142 Nd(p,xp) mum. .142 Nd(p,xd) M

142 Nd(p,xa) Innnlll143 Nd(p,xp)144 Nd(p,xp)144 Nd(p,xn)145 Nd(p,xp)145 Nd(p,xn)148 Nd(p,xn)

11111Iml

124

EinC(MeV) +

o 2 4 6 8 10 12 14 16,

18 201

# , 1t #

150 Nd(p,xa)

Sm(p,x)144 Sm(p,xp)144 Sm(p,xn)144 Sm(p,xa)147Sm(p,xp)147Sm(p,xa)148 Sm(p,xp)148 Sm(p,xn)148 Sm(p,xd)148 Sm(p,xt)149 Sm(p,xt)150 Sm(p,xp )150 Sm(p,xn )150 Sm(p,xd )150 Sm(p,xt)150 Sm(p,xa )151 Sm(p ,xt)152 Sm(p,xp)152 Sm(p,xn)152 Sm(p,xd)152 Sm(p,xt)152 Sm(p,xcr)154 Sm(p,xp)154 Sm(p,xn)154 Sm(p,xt)154 Sm(p,x~)

Eu(p,x)151 EU(P,XP)151 Eu(p,xn)151 Eu(p,xd)151 Eu(p,xt)151 Eu(p,xcr;151 EU(P,X)152 EU(P,XP)152 Eu(p,xt)153 Eu(p,xp;153 Eu(p,xn:153 Eu(p,xd;153 Eu(p,xt)153 EU(p,XCY

154 EU(P,XP) I

Inn

11111

Inn

11111I

lull—

Inn

lull

125

Einc(MeV) ~

2 4 6 8 10 12 14 16 18 200 ,

1 5 4 Eu(p,xt)III

Gd(p,xp)

Gd(p,xt)Gd(p,x7)Gd(p,x)

152 Gd(p,xt)154 Gd(p,xt)155 Gd(p,xt)156 Gd(p,xn)156 Gd(p,xt)156 Gd(p,xa)157Gd(p,xn)157 Gd(p,xt)158 Gd(p,xn)158Gd(p,xt)158 Gd(p,xa )160 Gd(p,xp)160 Gd(p,xn )160 Gd(p,xt)160 Gd(p,xa)

Tb(p,x)157Tb(p,xn )15gTb(p,xp)159 Tb(p,xn)~59Tb(p ,Xa)159 Tb(p,x)

Dy(p,x p)DY(P,Xt)DY(P,X ff)

156 Dy(P,Xt)160 Dy(p,x t)161 DY(P, XP)161 Dy(P,Xt)161 Dy(P,Xa)162 DY(P,XP)162 Dy(P, Xt )164 DY(P, XP)164Dy(p ,Xt)165HO(P ,Xp)165Ho(p ,xn)165Ho(p ,Xa)165Ho(p ,x)

Inn Inn

Ulll

11111Iml mInn

Um11111

. .

Ilo

!llll [Iml

IlnlIll

11111

lull1111111111

!lllR

EinC(MeV) +

o 2 4 6 8 10 12 14 16 18 20, t , , ‘

111111

Er(p,xt)Er(p,x)

162 Er(p,xa)164 Er(p,xcr)166 Er(p,xp)166 Er(p,xn)166 Er(p,xt)167 Er(p,xt)168 Er(p,xp)168 Er(p)xt)170 Er(p,xp)170 Er(p,xt)170 Er(p,xa)

Tm(p,xp

Tm(p,x)

169Tm(p,xp

169Tm(p ,xn

168Yb(p,xp:

168Yb(p,xt)

170Yb(p,xp:

170Yb(p,xt)171 Yb(p,xn

Iylyb(p,xt)

171 Yb(p,xa

17wb(p,xp172 Yb(p,xn172 Yb(p,xd

lwb(p,xt:173Yb(p ,xn173Yb(p ,xt:

174Yb(p,xp

174Yb(p,xn

W%(p,xt

176Yb(p,xp

176 Yb(p,xm

lwb(p,xt

176Yb(p,xc

176Yb(p,x;175 Lu(p,xn

*75 Lu(p,xo

Hf(p,xt178 Hf(p,xp

t

111[[

I

u

hill

Inn

Ulll

lullIml

Ulu

ImlIn

IlmlllllImlUlll

Iiul

127

EinC(MeV) +

4 6 8 10 12 14 16 18 200 2 , , 1,1 ,

1 7 8 Hf(p,xn)1 7 8 Hf(p,xt) Ill

179 Hf(p,xt)180 Hf(p,xp)160 Hf(p,xn)l*OHf(p,xt)

Ta(p,xt)Ta(p,x)

181 Ta(p,xp)181 Ta(p,xn)181Ta(p ,xd)181 Ta(p,xt)181 Ta(p ,x)

w (p,xpW (p,xnw (p,xtw (p,xfw (p,x)

182W (p,xp1*2W (p)xt1**W (pjxr1*4W (p,xr1*W (p,xt1*6W (p,x~1*6W (p,x(186 w (p,x(

Re(p ,X1185 Re(p ,xr187 Re(p,xI

Os(p,xi1*6 OS(p ,X1l*70s(p,xll~os(p, xll’=os(p,xt)l*90s(p,xt]lgoos(p,xpWls(p ,Xt;

Igzos(p,xp1920s(p,xnlwls(p, xt

Ir(p,xp~Ir(p,xn

111111!111

I

mlUlu

mll

“’”MIlnlw11111

i1

11111

1UluUm

128

EinC(MeV) +

o 2 4 6 8 10 12 14 16 18 20

,

1911r(p,xn)19* Ir(p,xt)

1931r(p,xn)1931r(p,xt)

Pt(p,xp)Pt(p,xn)Pt(p,x@)Pt(p,xf)

194 Pt(p,xp)19 E’Pt(p,xp)1g5Pt(p,xn)1 9 6 Pt(p,xn)196 Pt(p,xt)198 Pt(p,xp)

Au(p,xp)Au(p,xt)Au(p,xaAu(p,xy:Au(p,x)

197 AU(P,XP;197Au(p ,xn:197Au(p,xt)197Au(p,xa197 Au(p,x7:1 9 7 Au(p,xf)1 9 7 Au(p,x)

Hg(p,xnHg(p,x)

2 0 2 Hg(p,xp2 0 2 Hg(p,xn2 0 4 Hg(p,xp2 0 4 Hg(p,xn2 0 4 Hg(p,xt:

Tl(p,xn:Tl(p,x)

203Tl(p,xp:203Tl(p,xn:203Tl(p,xt)203Tl(p,xa203Tl(p,x)2 0 5 Tl(p,xp2 0 5 T1(p,xn

11111

Inn

129

205 Tl(p,xt)205 Tl(p,xa)205 Tl(p,x)

Pb(p,xn)Pb(p,xf)Pb(p,x)

204 Pb(p,xp)204 Pb(p,xn)204 Pb(p,xt)204 Pb(p,x)205 Pb(p,xt)206 Pb(p,xp)206 Pb(p,xn)206 Pb(p,xt)206 Pb(p,xa]206 Pb(p,x)207 Pb(p,xp)207 Pb(p,xd)207Pb(p,xcr:207 Pb(p,x)208 Pb(p,xp)208 Pb(p,xn:208Pb(p,xd208 Pb(p,xt)208 Pb(p,xa208 Pb(p,xT:208 Pb(p,xr208Pb(p,x)210 Pb(p,xp210 Pb(p,xt]

Bi(p,xp)208 Bi(p,xp)209 Bi(p,xp)209 Bi(p,xn]209 Bi(p,xt)209 Bi(p,xa209 Bi(p,x7:209 Bi(p,xf)209 Bi(p,x)210 Bi(p,xt)210po(p ,xd210 Po(p,xt

Einc(MeV) ~

n 2 4 6 8 10 12 14 16 18 20, , , , 11111 11111

Ilul “’’’Ill

El

u

Ilnl

H

Ilm r130

EinC(MeV) +

o 2 4 6 8 10 12 14 16 18 20‘ , ,1111}

, , 1

Th(p,xp)230 Th(p,xt)232Th(p ,Xp)232 Th(p,xn)232 Th(p,xt)232 Th(p,xa)232 Th(p,x7)232Th(p ,xf )232Th(p ,x)231 Pa(p,xt)

u (p,xp)

u (p,xf)u (p,x)

2*U (p,xn)

=u (p,xf)2 3 4U (p,xn)

=4U (p,xt)

234U (p,xf)235U (p,xp)235U (p,xn)235U (p,xf)236U (p ,xn]236U (p,xt)2W (p,xf)=’w (p,xp:23*U (p,xn:2WU (p,xt)23*U (p,xa2WJ (p,xf]2*U (p,x)236 Np(p,xf237 Np(p,xt237 Np(p,xf239 Pu(p,xf24* Pu(p,xI241 PU(P,XI

242 Pu(p,xt244 Pu(p,xl241 Am(p,>241 Am(p,>248 Cm(p,>2 4 9 Bk(p,x

Uul

51

InnlUM m

131