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| /*===================================================================*/
/* NRDF D0416 Data No.29 */
/*===================================================================*/
/* Bibliography */
/*===================================================================*/
\\BIB,29;
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,29;
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,29;
CMPD=42SC;
RSD=41CA;
EXC-ENGY=3.200MEV;
J-PI=9/2+;
THTL=90DEG;
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 0.133
4510.0 0.147
4520.0 0.250
4530.0 0.223
4540.0 0.204
4550.0 0.172
4560.0 0.149
4570.0 0.169
4580.0 0.194
4590.0 0.180
4600.0 0.172
4610.0 0.115
4620.0 0.121
4630.0 0.153
4640.0 0.187
4650.0 0.178
4660.0 0.186
4670.0 0.138
4680.0 0.132
4690.0 0.143
4700.0 0.147
4710.0 0.134
4720.0 0.155
4730.0 0.189
4740.0 0.176
4750.0 0.094
4760.0 0.198
4770.0 0.215
4780.0 0.273
4790.0 0.229
4800.0 0.175
4810.0 0.191
4820.0 0.198
4830.0 0.169
4840.0 0.164
4850.0 0.156
4860.0 0.171
4870.0 0.111
4880.0 0.106
4890.0 0.146
4900.0 0.145
4910.0 0.153
4920.0 0.219
4930.0 0.197
4940.0 0.149
4950.0 0.158
4960.0 0.216
4970.0 0.191
4980.0 0.175
4990.0 0.175
5000.0 0.190
5010.0 0.146
5020.0 0.167
5030.0 0.188
5040.0 0.130
5050.0 0.144
5060.0 0.187
5070.0 0.174
5080.0 0.161
5090.0 0.205
5100.0 0.146
5110.0 0.144
5120.0 0.142
5130.0 0.116
5140.0 0.135
5150.0 0.125
5160.0 0.101
5170.0 0.149
5180.0 0.148
5190.0 0.154
5200.0 0.140
5210.0 0.148
5220.0 0.180
5230.0 0.183
5240.0 0.163
5250.0 0.132
5260.0 0.157
5270.0 0.139
5280.0 0.185
5290.0 0.142
5300.0 0.155
5310.0 0.228
5320.0 0.225
5330.0 0.224
5340.0 0.170
5350.0 0.193
5360.0 0.220
5370.0 0.133
5380.0 0.138
5390.0 0.160
5400.0 0.130
5410.0 0.127
5420.0 0.153
5430.0 0.139
\END;
/*===================================================================*/
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