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| /*===================================================================*/
/* NRDF D0416 Data No.58 */
/*===================================================================*/
/* Bibliography */
/*===================================================================*/
\\BIB,58;
D#=D416;
TITLE=/STATISTICAL ANALYSIS OF THE (D,P) AND (D,D) REACTION ON 40CA/;
PURPOSE=/TO TEST THE STATISTICAL THEORY IN THE CASE WHERE BOTH THE
DIRECT AND COMPOUND NUCLEAR PROCESSES ARE PRESENT/;
ATH=(S.IMANISHI'1');
INST-ATH=(2JPNKYU'1');
REF=NP/A;
VLP=338(1980)205;
RCTS=(40CA(D,P)41CA,40CA(D,D)40CA);
/*===================================================================*/
/* Experimental Conditions */
/*===================================================================*/
\\EXP,58;
ENR=NAT;
CHM=ELM;
THK-TGT=0.015MG/CM**2;
BAC=CORBON;
THK-BAC=0.020MG/CM**2;
POL-TGT=NO;
ALGN-TGT=NO;
ACC=(VDG);
INST-ACC=2JPNKYU;
INC-ENGY-RANGE=4.50MEV(0.01MEV)5.43MEV;
DELTA-INC-ENGY=[5KEV;
ERS-PRJ=[4KEV;
BEAM-INTNSTY=0.3[1.0UA;
POL-PRJ=NO;
DET-PARTCL=(P,D);
DET-SYS=(SI);
SOLID-ANGL=0.8[1.5MSR;
ERS-DET=18KEV;
ANL=(DWBA,STATIST-MODEL);
PHQ=(XSECTN,EXC-FUNCT,ANGL-DSTRN,DSIGMA/DOMEGA,DSIGMA/DOMEGA/DE,
TOT-WDTH);
RCT=40CA(D,P)41CA;
/*===================================================================*/
/* Descriptive Parameters */
/*===================================================================*/
\\DATA,58;
CMPD=42SC;
RSD=41CA;
EXC-ENGY=3.200MEV;
J-PI=9/2+;
THTL=170DEG;
INC-ENGY-RANGE=4.5[5.43MEV;
/*===================================================================*/
/* Data Table */
/*===================================================================*/
\DATA;
-Semicolon after CMPD replaced by = in DATA,35
-Lower limit of INC-ENGY (4.50) added in DATA,37
-= added after INC-ENGY in DATA,102
-; replaced by = in DATA,108
INC-ENGY DSIGMA/DOMEGA
(KEV) (MB/SR)
4500.0 0.146
4510.0 0.149
4520.0 0.093
4530.0 0.102
4540.0 0.119
4550.0 0.068
4560.0 0.062
4570.0 0.121
4580.0 0.151
4590.0 0.167
4600.0 0.163
4610.0 0.155
4620.0 0.190
4630.0 0.181
4640.0 0.120
4650.0 0.076
4660.0 0.123
4670.0 0.168
4680.0 0.133
4690.0 0.117
4700.0 0.086
4710.0 0.117
4720.0 0.159
4730.0 0.139
4740.0 0.186
4750.0 0.144
4760.0 0.102
4770.0 0.114
4780.0 0.111
4790.0 0.054
4800.0 0.055
4810.0 0.055
4820.0 0.045
4830.0 0.058
4840.0 0.056
4850.0 0.078
4860.0 0.081
4870.0 0.107
4880.0 0.050
4890.0 0.115
4900.0 0.176
4910.0 0.148
4920.0 0.141
4930.0 0.138
4940.0 0.113
4950.0 0.103
4960.0 0.164
4970.0 0.169
4980.0 0.080
4990.0 0.105
5000.0 0.202
5010.0 0.114
5020.0 0.054
5030.0 0.052
5040.0 0.075
5050.0 0.139
5060.0 0.160
5070.0 0.134
5080.0 0.126
5090.0 0.071
5100.0 0.067
5110.0 0.084
5120.0 0.094
5130.0 0.089
5140.0 0.089
5150.0 0.057
5160.0 0.063
5170.0 0.059
5180.0 0.074
5190.0 0.104
5200.0 0.108
5210.0 0.062
5220.0 0.067
5230.0 0.086
5240.0 0.056
5250.0 0.059
5260.0 0.067
5270.0 0.062
5280.0 0.032
5290.0 0.034
5300.0 0.032
5310.0 0.046
5320.0 0.085
5330.0 0.160
5340.0 0.127
5350.0 0.088
5360.0 0.099
5370.0 0.090
5380.0 0.084
5390.0 0.089
5400.0 0.123
5410.0 0.082
5420.0 0.046
5430.0 0.044
\END;
/*===================================================================*/
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