This commit is contained in:
nemu 2006-02-23 12:53:00 +00:00
parent c432081105
commit 93d0ce2282
37 changed files with 0 additions and 9650 deletions

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# $Id$
# --------------------------------------------------------------
# GNUmakefile for examples module. Gabriele Cosmo, 06/04/98.
# --------------------------------------------------------------
name := YIELDS
G4TARGET := $(name)
G4EXLIB := true
ifndef G4INSTALL
G4INSTALL = ../
endif
.PHONY: all
all: lib bin
include $(G4INSTALL)/config/architecture.gmk
include $(G4INSTALL)/config/binmake.gmk
########################### TRIUMF ###############################
#CPPFLAGS += -I$(G4INSTALL)/spintest/triumf/spintest/include
########################### ROOT #################################
ifdef ROOTSYS
ifndef G4UI_USE_ROOT
CPPFLAGS += -DG4ANALYSIS_USE_ROOT $(shell $(ROOTSYS)/bin/root-config --cflags)
ROOTLIBS = $(shell $(ROOTSYS)/bin/root-config --nonew --glibs) -lMinuit -lHtml
ROOTLIBS := $(filter-out -lNew,$(ROOTLIBS))
ROOTLIBS := $(filter-out -lThread,$(ROOTLIBS))
ROOTLIBS := $(filter-out -lpthread,$(ROOTLIBS))
LDLIBS += $(ROOTLIBS)
endif
endif
ifdef ASYM_USE_LEMU
CPPFLAGS += -DASYM_USE_LEMU
endif
ifdef LEMU_TEST_ASYM
CPPFLAGS += -DLEMU_TEST_ASYM
endif
ifdef LEMU_TEST_FIELD
CPPFLAGS += -DLEMU_TEST_FIELD
endif
ifdef LEMU_TEST_CFOIL
CPPFLAGS += -DLEMU_TEST_CFOIL
endif
ifdef LEMU_TEST_FOCAL_LENGTH
CPPFLAGS += -DLEMU_TEST_FOCAL_LENGTH
endif
ifdef G4SRVERBOSE
CPPFLAGS += -DG4SRVERBOSE
endif
ifdef DEBUG_INTERPOLATING_FIELD
CPPFLAGS += -DDEBUG_INTERPOLATING_FIELD
endif
ifdef NO_CFOIL
CPPFLAGS += -DNO_CFOIL
endif

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4475 1683 Star
4492 1627 Star
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4525 1517 Star
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4602 1251 Star
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4631 1148 Star
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4699 921 Star
4712 917 Star
4725 913 Star
4737 909 Star
4749 906 Star
4762 902 Star
4774 898 Star
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4797 892 Star
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LTb
1.000 UL
LTa
714 420 M
4088 0 V
1.000 UL
LTb
714 420 M
63 0 V
4025 0 R
-63 0 V
630 420 M
( 0) Rshow
1.000 UL
LTa
714 1056 M
4088 0 V
1.000 UL
LTb
714 1056 M
63 0 V
4025 0 R
-63 0 V
-4109 0 R
( 0.1) Rshow
1.000 UL
LTa
714 1692 M
4088 0 V
1.000 UL
LTb
714 1692 M
63 0 V
4025 0 R
-63 0 V
-4109 0 R
( 0.2) Rshow
1.000 UL
LTa
714 2328 M
4088 0 V
1.000 UL
LTb
714 2328 M
63 0 V
4025 0 R
-63 0 V
-4109 0 R
( 0.3) Rshow
1.000 UL
LTa
714 2964 M
4088 0 V
1.000 UL
LTb
714 2964 M
63 0 V
4025 0 R
-63 0 V
-4109 0 R
( 0.4) Rshow
1.000 UL
LTa
714 3600 M
4088 0 V
1.000 UL
LTb
714 3600 M
63 0 V
4025 0 R
-63 0 V
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( 0.5) Rshow
1.000 UL
LTa
714 4236 M
4088 0 V
1.000 UL
LTb
714 4236 M
63 0 V
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-63 0 V
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( 0.6) Rshow
1.000 UL
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714 4872 M
4088 0 V
1.000 UL
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714 4872 M
63 0 V
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( 0.7) Rshow
1.000 UL
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714 5508 M
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1.000 UL
LTb
714 5508 M
63 0 V
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( 0.8) Rshow
1.000 UL
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714 6144 M
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1.000 UL
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714 6144 M
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1.000 UL
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714 6780 M
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1.000 UL
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714 6780 M
63 0 V
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1.000 UL
LTa
714 420 M
0 6360 V
1.000 UL
LTb
714 420 M
0 63 V
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714 280 M
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1.000 UL
LTa
1643 420 M
0 6360 V
1.000 UL
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1643 420 M
0 63 V
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1.000 UL
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2572 420 M
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1.000 UL
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2572 420 M
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1.000 UL
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3501 420 M
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3501 420 M
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4430 420 M
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714 420 M
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140 3600 M
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(Yields) Cshow
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2758 70 M
(Energy [keV] in power of 10) Cshow
2758 6990 M
(Muonium production yields in Trigger Detector's Carbon Foil) Cshow
1.000 UP
1.000 UL
LT0
4151 6647 M
(mu+) Rshow
4235 6647 M
399 0 V
1368 924 M
560 284 V
327 235 V
232 204 V
180 184 V
147 169 V
125 156 V
108 145 V
95 138 V
85 130 V
77 125 V
70 119 V
64 114 V
60 109 V
56 106 V
52 103 V
49 99 V
46 96 V
44 94 V
41 91 V
39 89 V
38 86 V
36 85 V
34 82 V
33 81 V
32 79 V
30 78 V
30 76 V
28 74 V
27 74 V
27 72 V
25 70 V
25 70 V
24 68 V
24 68 V
22 66 V
22 65 V
22 65 V
21 63 V
20 63 V
20 61 V
20 61 V
19 60 V
18 60 V
18 58 V
18 58 V
17 57 V
17 57 V
17 55 V
16 56 V
16 54 V
16 54 V
15 54 V
16 53 V
14 52 V
15 52 V
14 51 V
14 51 V
14 50 V
14 50 V
13 49 V
13 27 V
13 4 V
13 4 V
12 4 V
12 3 V
13 4 V
12 3 V
11 4 V
12 3 V
5 1 V
1368 924 Pls
1928 1208 Pls
2255 1443 Pls
2487 1647 Pls
2667 1831 Pls
2814 2000 Pls
2939 2156 Pls
3047 2301 Pls
3142 2439 Pls
3227 2569 Pls
3304 2694 Pls
3374 2813 Pls
3438 2927 Pls
3498 3036 Pls
3554 3142 Pls
3606 3245 Pls
3655 3344 Pls
3701 3440 Pls
3745 3534 Pls
3786 3625 Pls
3825 3714 Pls
3863 3800 Pls
3899 3885 Pls
3933 3967 Pls
3966 4048 Pls
3998 4127 Pls
4028 4205 Pls
4058 4281 Pls
4086 4355 Pls
4113 4429 Pls
4140 4501 Pls
4165 4571 Pls
4190 4641 Pls
4214 4709 Pls
4238 4777 Pls
4260 4843 Pls
4282 4908 Pls
4304 4973 Pls
4325 5036 Pls
4345 5099 Pls
4365 5160 Pls
4385 5221 Pls
4404 5281 Pls
4422 5341 Pls
4440 5399 Pls
4458 5457 Pls
4475 5514 Pls
4492 5571 Pls
4509 5626 Pls
4525 5682 Pls
4541 5736 Pls
4557 5790 Pls
4572 5844 Pls
4588 5897 Pls
4602 5949 Pls
4617 6001 Pls
4631 6052 Pls
4645 6103 Pls
4659 6153 Pls
4673 6203 Pls
4686 6252 Pls
4699 6279 Pls
4712 6283 Pls
4725 6287 Pls
4737 6291 Pls
4749 6294 Pls
4762 6298 Pls
4774 6301 Pls
4785 6305 Pls
4797 6308 Pls
4434 6647 Pls
1.000 UP
1.000 UL
LT2
4151 6507 M
(mu0) Rshow
4235 6507 M
399 0 V
1368 6017 M
560 -282 V
327 -209 V
232 -179 V
180 -161 V
147 -149 V
125 -139 V
108 -132 V
95 -124 V
85 -120 V
77 -114 V
70 -110 V
64 -107 V
60 -102 V
56 -100 V
52 -97 V
49 -94 V
46 -91 V
44 -89 V
41 -87 V
39 -86 V
38 -83 V
36 -81 V
34 -80 V
33 -78 V
32 -77 V
30 -75 V
30 -74 V
28 -73 V
27 -71 V
27 -71 V
25 -69 V
25 -68 V
24 -67 V
24 -66 V
22 -65 V
22 -65 V
22 -63 V
21 -63 V
20 -61 V
20 -61 V
20 -61 V
19 -59 V
18 -59 V
18 -58 V
18 -57 V
17 -57 V
17 -56 V
17 -55 V
16 -55 V
16 -55 V
16 -53 V
15 -54 V
16 -52 V
14 -52 V
15 -52 V
14 -51 V
14 -51 V
14 -50 V
14 -50 V
13 -49 V
13 -27 V
13 -4 V
13 -4 V
12 -4 V
12 -3 V
13 -4 V
12 -4 V
11 -3 V
12 -3 V
5 -2 V
1368 6017 Star
1928 5735 Star
2255 5526 Star
2487 5347 Star
2667 5186 Star
2814 5037 Star
2939 4898 Star
3047 4766 Star
3142 4642 Star
3227 4522 Star
3304 4408 Star
3374 4298 Star
3438 4191 Star
3498 4089 Star
3554 3989 Star
3606 3892 Star
3655 3798 Star
3701 3707 Star
3745 3618 Star
3786 3531 Star
3825 3445 Star
3863 3362 Star
3899 3281 Star
3933 3201 Star
3966 3123 Star
3998 3046 Star
4028 2971 Star
4058 2897 Star
4086 2824 Star
4113 2753 Star
4140 2682 Star
4165 2613 Star
4190 2545 Star
4214 2478 Star
4238 2412 Star
4260 2347 Star
4282 2282 Star
4304 2219 Star
4325 2156 Star
4345 2095 Star
4365 2034 Star
4385 1973 Star
4404 1914 Star
4422 1855 Star
4440 1797 Star
4458 1740 Star
4475 1683 Star
4492 1627 Star
4509 1572 Star
4525 1517 Star
4541 1462 Star
4557 1409 Star
4572 1355 Star
4588 1303 Star
4602 1251 Star
4617 1199 Star
4631 1148 Star
4645 1097 Star
4659 1047 Star
4673 997 Star
4686 948 Star
4699 921 Star
4712 917 Star
4725 913 Star
4737 909 Star
4749 906 Star
4762 902 Star
4774 898 Star
4785 895 Star
4797 892 Star
4434 6507 Star
stroke
grestore
end
showpage
%%Trailer
%%DocumentFonts: Helvetica
%%Pages: 1

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@ -1,91 +0,0 @@
#include <iomanip>
#include <stdlib.h>
#include <iostream>
#include <sstream>
#include <string>
#include <fstream>
#include <ios>
#include "yields.h"
using namespace std;
void Draw(double mass);
std::string flt2string( double& number);
Yields Gonin;
int main()
{
double Energy, Mass;
double yvector[3];
// Yields Gonin;
/* std::cout<<"Enter energy in keV: ";
std::cin>>Energy;
std::cout<<"Enter mass in MeV/c²: ";
std::cin>>Mass;
// calculate yields
//Yields(Energy,Mass*1000);
// std::cout<<"Yield+: "<< Yield_plus<<std::endl;
// std::cout<<"Yield neutral: "<< Yield_zero<<std::endl;
Gonin.GetYields(Energy, Mass*1000,yvector);
std::cout<<"Yield+: "<< yvector[0] <<std::endl;
std::cout<<"Yield neutral: "<< yvector[1] <<std::endl;
*/
Draw(Mass);
return 0;
}
void Draw(double mass)
{
double E;
int i;
i=1;
std::string name, ref;
name="gonin_";
ref = flt2string(mass);
name+=ref;
name+=".dat";
double yvector[3];
ofstream Yprint("test6.txt");
if (!Yprint.is_open()) exit(8);
do
{
E=i*0.25;
Gonin.GetYields(E,105*1000,yvector);
Yprint << /*log(E*9)/log(10.)*/ E*9 <<" " << yvector[0]<< " " <<yvector[1]<<std::endl;
i++;
}while(i<400);
Yprint.close();
}
std::string flt2string( double& number)
{
std::ostringstream oss;
oss << number;
return oss.str();
}
//
// gnuplot commands
// set ylabel "Yields"
// set xlabel "Energy [keV] in power of 10"
// set grid
// plot 'test.txt' using 1:2 ti 'mu+', 'test.txt' using 1:3 ti 'mu0'

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@ -1,91 +0,0 @@
#include <iomanip>
#include <stdlib.h>
#include <iostream>
#include <sstream>
#include <string>
#include <fstream>
#include <ios>
#include "yields.h"
using namespace std;
void Draw(double mass);
std::string flt2string( double& number);
Yields Gonin;
int main()
{
double Energy, Mass;
double yvector[3];
// Yields Gonin;
std::cout<<"Enter energy in keV: ";
std::cin>>Energy;
std::cout<<"Enter mass in MeV/c²: ";
std::cin>>Mass;
// calculate yields
//Yields(Energy,Mass*1000);
// std::cout<<"Yield+: "<< Yield_plus<<std::endl;
// std::cout<<"Yield neutral: "<< Yield_zero<<std::endl;
Gonin.GetYields(Energy, Mass*1000,yvector);
std::cout<<"Yield+: "<< yvector[0] <<std::endl;
std::cout<<"Yield neutral: "<< yvector[1] <<std::endl;
Draw(Mass);
return 0;
}
void Draw(double mass)
{
double E;
int i;
i=1;
std::string name, ref;
name="gonin_";
ref = flt2string(mass);
name+=ref;
name+=".dat";
double yvector[3];
ofstream Yprint("test2.txt");
if (!Yprint.is_open()) exit(8);
do
{
E=i*0.25;
Gonin.GetYields(E,105*1000,yvector);
Yprint << log(E*9)/log(10.) <<" " << yvector[0]<< " " <<yvector[1]<<std::endl;
i++;
}while(i<100);
Yprint.close();
}
std::string flt2string( double& number)
{
std::ostringstream oss;
oss << number;
return oss.str();
}
//
// gnuplot commands
// set ylabel "Yields"
// set xlabel "Energy [keV] in power of 10"
// set grid
// plot 'test.txt' using 1:2 ti 'mu+', 'test.txt' using 1:3 ti 'mu0'

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@ -1,11 +0,0 @@
set terminal post enhanced "Helvetica" 20
set output 'yields3.eps'
#set title "Muonium production yields in Trigger Detector's Carbon Foil"
set ylabel "Yields"
set xlabel "Energy [keV/amu]"
set grid
set logscale x
set pointsize 2.5
set key .3,0.9
plot [0.1:200] 'test6.txt' using 1:2 ti 'mu+' w lp 1, 'test6.txt' using 1:3 ti 'mu0' w lp 3

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@ -1,9 +0,0 @@
set terminal post color
set output 'yields3.eps'
set title "Muonium production yields in Trigger Detector's Carbon Foil"
set ylabel "Yields" font "Helvetica,10"
set xlabel "Energy [keV] in power of 10" font "Helvetica,10"
set grid
set pointsize 2
plot [0:2.2] 'test6.txt' using 1:2 ti 'mu+' w lp 1, 'test6.txt' using 1:3 ti 'mu0' w lp 3

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@ -1,3 +0,0 @@
g++ gonin.cc yields.cc -o gonin
rm test3.txt
./gonin

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@ -1,42 +0,0 @@
set grid;
set linestyle 1 lt 2 lw 2 pt 3 ps 0.5
v_Bohr = 7.2974E-3 ;
a_zero = 0.953 ;
a_minus = 0.029 ;
k_Fermi = 1.178 * v_Bohr ;
k_Fermi_Quad = k_Fermi * k_Fermi ;
zwo_k_Fermi = 2. * k_Fermi ;
k_zero = 0.991*k_Fermi ;
k_zero_Quad = k_zero * k_zero ;
k_minus = 0.989*k_Fermi ;
k_minus_Quad = k_minus * k_minus ;
vc_minus = 0.284 * v_Bohr ;
vc_plus = 0.193 * v_Bohr ;
masse=105659;
v_rel(x) = sqrt(2.*x/masse);
help11(x) = v_rel(x)*v_rel(x);
help12(x) = zwo_k_Fermi*v_rel(x);
Q_zero(x) = 1. + (k_zero_Quad - k_Fermi_Quad - help11(x)) / help12(x);
Q_minus(x) = 1. + (k_minus_Quad - k_Fermi_Quad - help11(x)) / help12(x);
help1(x) = a_zero * Q_zero(x);
help2(x) = a_minus * Q_minus(x);
help3(x) = (1.-Q_zero(x))*(1.-Q_minus(x));
D(x) = help1(x)*(help2(x) + (1.-Q_minus(x))) + help3(x);
Yield_minus(x) = help1(x)*help2(x) / D(x);
Yield_plus(x) = help3(x) / D(x)*exp(-vc_plus/v_rel(10**x));
Yield_zero(x) = 1. - (Yield_minus(x));
pl [0:2.2] Yield_minus(x);
pl [0:100] Yield_plus(x)*exp(-vc_plus/v_rel(x)),exp(-vc_plus/v_rel(x)),Yield_plus(x);
pl [0:2] Yield_plus(10**x)*exp(-vc_plus/v_rel(10**x)),exp(-vc_plus/v_rel(10**x)),Yield_plus(10**x);

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@ -1,99 +0,0 @@
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@ -1,99 +0,0 @@
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@ -1,99 +0,0 @@
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@ -1,399 +0,0 @@
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@ -1,102 +0,0 @@
#include "yields.h"
#include <iomanip>
#include <fstream>
#include <iostream>
#include <stdlib.h>
/* - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
Die Funktion sowie die Parameter sind uebernommen aus:
M.Gonin, R.Kallenbach, P.Bochsler: 'Charge exchange of hydrogen atoms
in carbon foils at 0.4 - 120 keV', Rev.Sci.Instrum. 65 (3), March 1994
fIRST IMPLEMENTATION BY ANLSEM,H. IN FORTRAN
C++ CONVERSION T.K.PARAISO 04-2005
c - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - */
Yields::Yields(){;}
Yields::~Yields(){;}
void Yields::GetYields(
double E, // kinetische Energie in keV
double masse,// in keV / c**2
double yvector[3])// pointer to yields table
{
// YIELDS FUNCTIONS PRAMETERS
double a_zero,a_minus;
double k_Fermi,k_zero,k_minus;
double zwo_k_Fermi;
double k_Fermi_Quad,k_zero_Quad,k_minus_Quad;
double vc_minus,vc_plus,v_Bohr,v_rel;
// YIELDS FUNCTIONS PARAMETERs VALUES
a_zero = 0.953 ;
a_minus = 0.029 ;
k_Fermi = 1.178 ;// ! [v_Bohr]
k_Fermi_Quad = k_Fermi * k_Fermi ;
zwo_k_Fermi = 2. * k_Fermi ;
k_zero = 0.991*k_Fermi ; //! [v_Bohr]
k_zero_Quad = k_zero * k_zero ;
k_minus = 0.989*k_Fermi ; // [v_Bohr]
k_minus_Quad = k_minus * k_minus ;
vc_minus = 0.284 ;
vc_plus = 0.193 ; // [v_Bohr]
v_Bohr = 7.2974E-3 ; // [c]
// ABORT IF ENERGY NEGaTIVE-------------------------------------
if (E < 0)
{
std::cout<< "Error in method ''Yields'':"<<std::endl;
std::cout<< "E = "<< E <<" < 0!"<<std::endl;
std::cout<< "-> ABORT!"<<std::endl;
return;
}
//---------------------------------------------------------------
// VARIABLES DEFINITION
//Energie in Geschwindigkeit umrechnen (in Einheiten von v_Bohr):
// - klassisch:
v_rel = sqrt(2.*E/masse)/ v_Bohr;
help1 = v_rel*v_rel;
help2 = zwo_k_Fermi*v_rel;
Q_zero = 1. + (k_zero_Quad - k_Fermi_Quad - help1) / help2;
Q_minus = 1. + (k_minus_Quad - k_Fermi_Quad - help1) / help2;
help1 = a_zero * Q_zero;
help2 = a_minus * Q_minus;
help3 = (1.-Q_zero)*(1.-Q_minus);
D = help1*(help2 + (1.-Q_minus)) + help3;
Yield_minus = help1*help2 / D;
Yield_plus = help3 / D;
Yield_minus = Yield_minus* exp(-vc_minus/v_rel);
Yield_plus = Yield_plus * exp(-vc_plus /v_rel);
if(Yield_minus > exp(-vc_minus/v_rel)) Yield_minus=exp(-vc_minus/v_rel);
if(Yield_plus > exp(-vc_plus/v_rel)) Yield_plus=exp(-vc_plus/v_rel);
Yield_zero = 1. - (Yield_minus + Yield_plus);
yvector[0]=Yield_plus;
yvector[1]=Yield_zero;
yvector[2]=Yield_minus;
}

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@ -1,103 +0,0 @@
#include "yields.h"
#include <iomanip>
#include <fstream>
#include <iostream>
#include <stdlib.h>
/* - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
Die Funktion sowie die Parameter sind uebernommen aus:
M.Gonin, R.Kallenbach, P.Bochsler: 'Charge exchange of hydrogen atoms
in carbon foils at 0.4 - 120 keV', Rev.Sci.Instrum. 65 (3), March 1994
fIRST IMPLEMENTATION BY ANLSEM,H. IN FORTRAN
C++ CONVERSION T.K.PARAISO 04-2005
c - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - */
Yields::Yields(){;}
Yields::~Yields(){;}
void Yields::GetYields(
double E, // kinetische Energie in keV
double masse,// in keV / c**2
double yvector[3])// pointer to yields table
{
// YIELDS FUNCTIONS PRAMETERS
double a_zero,a_minus;
double k_Fermi,k_zero,k_minus;
double zwo_k_Fermi;
double k_Fermi_Quad,k_zero_Quad,k_minus_Quad;
double vc_minus,vc_plus,v_Bohr,v_rel;
// YIELDS FUNCTIONS PARAMETERs VALUES
a_zero = 0.953, a_minus = 0.029 ;
k_Fermi = 1.178 ;// ! [v_Bohr]
k_Fermi_Quad = k_Fermi * k_Fermi ;
zwo_k_Fermi = 2. * k_Fermi ;
k_zero = 0.991*k_Fermi ; //! [v_Bohr]
k_zero_Quad = k_zero * k_zero ;
k_minus = 0.989*k_Fermi ; // [v_Bohr]
k_minus_Quad = k_minus * k_minus ;
vc_minus = 0.284, vc_plus = 0.193 ; // [v_Bohr]
v_Bohr = 7.2974E-3 ; // [c]
// ABORT IF ENERGY NEGaTIVE-------------------------------------
if (E < 0)
{
std::cout<< "Error in method ''Yields'':"<<std::endl;
std::cout<< "E = "<< E <<" < 0!"<<std::endl;
std::cout<< "-> ABORT!"<<std::endl;
return;
}
//---------------------------------------------------------------
// VARIABLES DEFINITION
//Energie in Geschwindigkeit umrechnen (in Einheiten von v_Bohr):
// - klassisch:
v_rel = sqrt(2.*E/masse) / v_Bohr;
help1 = v_rel*v_rel;
help2 = zwo_k_Fermi*v_rel;
Q_zero = 1. + (k_zero_Quad - k_Fermi_Quad - help1) / help2;
Q_minus = 1. + (k_minus_Quad - k_Fermi_Quad - help1) / help2;
help1 = a_zero * Q_zero;
help2 = a_minus * Q_minus;
help3 = (1.-Q_zero)*(1.-Q_minus);
D = help1*(help2 + (1.-Q_minus)) + help3;
Yield_minus = help1*help2 / D;
Yield_plus = help3 / D;
Yield_minus = Yield_minus * exp(-vc_minus/v_rel);
Yield_plus = Yield_plus * exp(-vc_plus /v_rel);
Yield_zero = 1. - (Yield_minus + Yield_plus);
if(Yield_minus>1) Yield_minus=1;
if(Yield_minus<0) Yield_minus=0;
if(Yield_zero>1) Yield_zero=1;
if(Yield_zero<0) Yield_zero=0;
if(Yield_plus>1) Yield_plus=1;
if(Yield_plus<0) Yield_plus=0;
yvector[0]=Yield_plus;
yvector[1]=Yield_zero;
yvector[2]=Yield_minus;
}

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OPTIONS /EXTEND_SOURCE
SUBROUTINE chargeStateYields(E,masse,Yield_plus,Yield_zero)
c ===========================================================
c - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
c Die Funktion sowie die Parameter sind uebernommen aus:
c
c M.Gonin, R.Kallenbach, P.Bochsler: 'Charge exchange of hydrogen atoms
c in carbon foils at 0.4 - 120 keV', Rev.Sci.Instrum. 65 (3), March 1994
c
c - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
IMPLICIT NONE
real E ! kinetische Energie in keV
real masse ! in keV / c**2
real a_zero,a_minus
real k_Fermi,k_zero,k_minus
real zwo_k_Fermi
real k_Fermi_Quad,k_zero_Quad,k_minus_Quad
real vc_minus,vc_plus,v_Bohr,v_rel
parameter ( a_zero = 0.953, a_minus = 0.029 )
parameter ( k_Fermi = 1.178 ) ! [v_Bohr]
parameter ( k_Fermi_Quad = k_Fermi * k_Fermi )
parameter ( zwo_k_fermi = 2. * k_Fermi )
parameter ( k_zero = 0.991*k_Fermi ) ! [v_Bohr]
parameter ( k_zero_Quad = k_zero * k_zero )
parameter ( k_minus = 0.989*k_Fermi ) ! [v_Bohr]
parameter ( k_minus_Quad = k_minus * k_minus )
parameter ( vc_minus = 0.284, vc_plus = 0.193 ) ! [v_Bohr]
parameter ( v_Bohr = 7.2974E-3 ) ! [c]
real Q_zero,Q_minus,D
real Yield_minus,Yield_zero,Yield_plus
real help1,help2,help3
c - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
if (E.LT.0) then
write(*,*)
write(*,*) 'error in subroutine ''chargeStateYields'':'
write(*,*) 'E = ',E,' < 0!'
write(*,*) '-> STOP'
write(*,*)
STOP
endif
c Energie in Geschwindigkeit umrechnen (in Einheiten von v_Bohr):
c - klassisch:
v_rel = SQRT(2.*E/masse) / v_Bohr
c - relativistisch:
c help1 = 1. + E/masse
c v_rel = SQRT(1. - 1./(help1*help1)) / v_Bohr
c Die geladenen Anteile berechnen (vgl. obige Referenz):
help1 = v_rel*v_rel
help2 = zwo_k_Fermi*v_rel
Q_zero = 1. + (k_zero_Quad - k_Fermi_Quad - help1) / help2
Q_minus = 1. + (k_minus_Quad - k_Fermi_Quad - help1) / help2
help1 = a_zero * Q_zero
help2 = a_minus * Q_minus
help3 = (1.-Q_zero)*(1.-Q_minus)
D = help1*(help2 + (1.-Q_minus)) + help3
Yield_minus = help1*help2 / D
Yield_plus = help3 / D
Yield_minus = Yield_minus * exp(-vc_minus/v_rel)
Yield_plus = Yield_plus * exp(-vc_plus /v_rel)
Yield_zero = 1. - (Yield_minus + Yield_plus)
c write(6,*) 'E vrel Neutral Plus Minus'
c write(6,*) E, v_rel, yield_zero, yield_plus, yield_minus
END

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@ -1,26 +0,0 @@
#ifndef Yields_h
#define Yield_h 1
class Yields
{
public:
//constructor
Yields();
//destructor
~Yields();
void GetYields(double E, double masse, double yvector[]);
private:
// VARIABLES
double Q_zero,Q_minus,D;
double Yield_minus,Yield_zero,Yield_plus;
double help1,help2,help3;
};
#endif

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#ifndef Yields_h
#define Yield_h 1
class YieldsFunctions
{
public:
//constructor
YieldsFunctions();
//destructor
~YieldsFunctions();
void Yields(double E, double masse);
private:
// VARIABLES
double Q_zero,Q_minus,D;
double Yield_minus,Yield_zero,Yield_plus;
double help1,help2,help3;
};
#endif

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21 -63 V
20 -61 V
20 -61 V
20 -61 V
19 -59 V
18 -59 V
18 -58 V
18 -57 V
17 -57 V
17 -56 V
17 -55 V
16 -55 V
16 -55 V
16 -53 V
15 -54 V
16 -52 V
14 -52 V
15 -52 V
14 -51 V
14 -51 V
14 -50 V
14 -50 V
13 -49 V
13 -27 V
13 -4 V
13 -4 V
12 -4 V
12 -3 V
13 -4 V
12 -4 V
11 -3 V
12 -3 V
5 -2 V
1368 6017 Star
1928 5735 Star
2255 5526 Star
2487 5347 Star
2667 5186 Star
2814 5037 Star
2939 4898 Star
3047 4766 Star
3142 4642 Star
3227 4522 Star
3304 4408 Star
3374 4298 Star
3438 4191 Star
3498 4089 Star
3554 3989 Star
3606 3892 Star
3655 3798 Star
3701 3707 Star
3745 3618 Star
3786 3531 Star
3825 3445 Star
3863 3362 Star
3899 3281 Star
3933 3201 Star
3966 3123 Star
3998 3046 Star
4028 2971 Star
4058 2897 Star
4086 2824 Star
4113 2753 Star
4140 2682 Star
4165 2613 Star
4190 2545 Star
4214 2478 Star
4238 2412 Star
4260 2347 Star
4282 2282 Star
4304 2219 Star
4325 2156 Star
4345 2095 Star
4365 2034 Star
4385 1973 Star
4404 1914 Star
4422 1855 Star
4440 1797 Star
4458 1740 Star
4475 1683 Star
4492 1627 Star
4509 1572 Star
4525 1517 Star
4541 1462 Star
4557 1409 Star
4572 1355 Star
4588 1303 Star
4602 1251 Star
4617 1199 Star
4631 1148 Star
4645 1097 Star
4659 1047 Star
4673 997 Star
4686 948 Star
4699 921 Star
4712 917 Star
4725 913 Star
4737 909 Star
4749 906 Star
4762 902 Star
4774 898 Star
4785 895 Star
4797 892 Star
4434 6507 Star
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end
showpage
%%Trailer
%%DocumentFonts: Helvetica
%%Pages: 1

View File

@ -1,976 +0,0 @@
%!PS-Adobe-2.0
%%Title: yields3.eps
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1.000 UL
LTb
1.000 UL
LTa
1020 600 M
5840 0 V
1.000 UL
LTb
1020 600 M
63 0 V
5777 0 R
-63 0 V
stroke
900 600 M
[ [(Helvetica) 200.0 0.0 true true ( 0)]
] -66.7 MRshow
1.000 UL
LTa
1020 1020 M
5840 0 V
1.000 UL
LTb
1020 1020 M
63 0 V
5777 0 R
-63 0 V
stroke
900 1020 M
[ [(Helvetica) 200.0 0.0 true true ( 0.1)]
] -66.7 MRshow
1.000 UL
LTa
1020 1440 M
5840 0 V
1.000 UL
LTb
1020 1440 M
63 0 V
5777 0 R
-63 0 V
stroke
900 1440 M
[ [(Helvetica) 200.0 0.0 true true ( 0.2)]
] -66.7 MRshow
1.000 UL
LTa
1020 1860 M
5840 0 V
1.000 UL
LTb
1020 1860 M
63 0 V
5777 0 R
-63 0 V
stroke
900 1860 M
[ [(Helvetica) 200.0 0.0 true true ( 0.3)]
] -66.7 MRshow
1.000 UL
LTa
1020 2280 M
5840 0 V
1.000 UL
LTb
1020 2280 M
63 0 V
5777 0 R
-63 0 V
stroke
900 2280 M
[ [(Helvetica) 200.0 0.0 true true ( 0.4)]
] -66.7 MRshow
1.000 UL
LTa
1020 2700 M
5840 0 V
1.000 UL
LTb
1020 2700 M
63 0 V
5777 0 R
-63 0 V
stroke
900 2700 M
[ [(Helvetica) 200.0 0.0 true true ( 0.5)]
] -66.7 MRshow
1.000 UL
LTa
1020 3120 M
5840 0 V
1.000 UL
LTb
1020 3120 M
63 0 V
5777 0 R
-63 0 V
stroke
900 3120 M
[ [(Helvetica) 200.0 0.0 true true ( 0.6)]
] -66.7 MRshow
1.000 UL
LTa
1020 3540 M
5840 0 V
1.000 UL
LTb
1020 3540 M
63 0 V
5777 0 R
-63 0 V
stroke
900 3540 M
[ [(Helvetica) 200.0 0.0 true true ( 0.7)]
] -66.7 MRshow
1.000 UL
LTa
1020 3960 M
5840 0 V
1.000 UL
LTb
1020 3960 M
63 0 V
5777 0 R
-63 0 V
stroke
900 3960 M
[ [(Helvetica) 200.0 0.0 true true ( 0.8)]
] -66.7 MRshow
1.000 UL
LTa
1020 4380 M
364 0 V
1237 0 R
4239 0 V
1.000 UL
LTb
1020 4380 M
63 0 V
5777 0 R
-63 0 V
stroke
900 4380 M
[ [(Helvetica) 200.0 0.0 true true ( 0.9)]
] -66.7 MRshow
1.000 UL
LTa
1020 4800 M
5840 0 V
1.000 UL
LTb
1020 4800 M
63 0 V
5777 0 R
-63 0 V
stroke
900 4800 M
[ [(Helvetica) 200.0 0.0 true true ( 1)]
] -66.7 MRshow
1.000 UL
LTa
1020 600 M
0 4200 V
1.000 UL
LTb
1020 600 M
0 63 V
0 4137 R
0 -63 V
stroke
1020 400 M
[ [(Helvetica) 200.0 0.0 true true ( 0.1)]
] -66.7 MCshow
1553 600 M
0 31 V
0 4169 R
0 -31 V
1864 600 M
0 31 V
0 4169 R
0 -31 V
2085 600 M
0 31 V
0 4169 R
0 -31 V
2257 600 M
0 31 V
0 4169 R
0 -31 V
2397 600 M
0 31 V
0 4169 R
0 -31 V
2515 600 M
0 31 V
0 4169 R
0 -31 V
2618 600 M
0 31 V
0 4169 R
0 -31 V
2708 600 M
0 31 V
0 4169 R
0 -31 V
1.000 UL
LTa
2789 600 M
0 4200 V
1.000 UL
LTb
2789 600 M
0 63 V
0 4137 R
0 -63 V
stroke
2789 400 M
[ [(Helvetica) 200.0 0.0 true true ( 1)]
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3322 600 M
0 31 V
0 4169 R
0 -31 V
3633 600 M
0 31 V
0 4169 R
0 -31 V
3854 600 M
0 31 V
0 4169 R
0 -31 V
4026 600 M
0 31 V
0 4169 R
0 -31 V
4166 600 M
0 31 V
0 4169 R
0 -31 V
4284 600 M
0 31 V
0 4169 R
0 -31 V
4387 600 M
0 31 V
0 4169 R
0 -31 V
4477 600 M
0 31 V
0 4169 R
0 -31 V
1.000 UL
LTa
4558 600 M
0 4200 V
1.000 UL
LTb
4558 600 M
0 63 V
0 4137 R
0 -63 V
stroke
4558 400 M
[ [(Helvetica) 200.0 0.0 true true ( 10)]
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5091 600 M
0 31 V
0 4169 R
0 -31 V
5402 600 M
0 31 V
0 4169 R
0 -31 V
5623 600 M
0 31 V
0 4169 R
0 -31 V
5795 600 M
0 31 V
0 4169 R
0 -31 V
5935 600 M
0 31 V
0 4169 R
0 -31 V
6053 600 M
0 31 V
0 4169 R
0 -31 V
6156 600 M
0 31 V
0 4169 R
0 -31 V
6246 600 M
0 31 V
0 4169 R
0 -31 V
1.000 UL
LTa
6327 600 M
0 4200 V
1.000 UL
LTb
6327 600 M
0 63 V
0 4137 R
0 -63 V
stroke
6327 400 M
[ [(Helvetica) 200.0 0.0 true true ( 100)]
] -66.7 MCshow
6860 600 M
0 31 V
0 4169 R
0 -31 V
1.000 UL
LTb
1020 600 M
5840 0 V
0 4200 V
-5840 0 V
0 -4200 V
stroke
200 2700 M
currentpoint gsave translate 90 rotate 0 0 moveto
[ [(Helvetica) 200.0 0.0 true true (Yields)]
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3940 100 M
[ [(Helvetica) 200.0 0.0 true true (Energy [keV/amu])]
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2.500 UP
1.000 UL
LT0
1744 4380 M
[ [(Helvetica) 200.0 0.0 true true (mu+)]
] -66.7 MRshow
1864 4380 M
637 0 V
3412 933 M
533 187 V
311 155 V
221 136 V
172 121 V
140 111 V
118 103 V
103 96 V
90 91 V
81 86 V
74 83 V
66 78 V
62 75 V
57 73 V
53 70 V
49 67 V
47 66 V
44 63 V
42 62 V
39 60 V
37 59 V
36 57 V
34 56 V
33 55 V
31 53 V
30 52 V
29 51 V
28 51 V
27 49 V
26 48 V
26 48 V
24 46 V
24 46 V
23 46 V
22 44 V
22 44 V
21 43 V
20 42 V
20 42 V
19 42 V
19 40 V
19 41 V
18 39 V
18 39 V
17 39 V
17 38 V
16 38 V
17 37 V
15 37 V
16 37 V
15 36 V
15 35 V
15 36 V
14 35 V
14 34 V
14 34 V
14 34 V
13 34 V
13 33 V
13 33 V
13 33 V
12 17 V
13 3 V
12 2 V
12 3 V
11 2 V
12 3 V
11 2 V
11 2 V
11 2 V
11 2 V
11 2 V
11 2 V
10 2 V
10 2 V
11 2 V
10 2 V
10 2 V
9 2 V
10 2 V
10 1 V
9 2 V
9 2 V
10 1 V
9 2 V
9 2 V
8 1 V
9 2 V
8 1 V
3412 933 Pls
3945 1120 Pls
4256 1275 Pls
4477 1411 Pls
4649 1532 Pls
4789 1643 Pls
4907 1746 Pls
5010 1842 Pls
5100 1933 Pls
5181 2019 Pls
5255 2102 Pls
5321 2180 Pls
5383 2255 Pls
5440 2328 Pls
5493 2398 Pls
5542 2465 Pls
5589 2531 Pls
5633 2594 Pls
5675 2656 Pls
5714 2716 Pls
5751 2775 Pls
5787 2832 Pls
5821 2888 Pls
5854 2943 Pls
5885 2996 Pls
5915 3048 Pls
5944 3099 Pls
5972 3150 Pls
5999 3199 Pls
6025 3247 Pls
6051 3295 Pls
6075 3341 Pls
6099 3387 Pls
6122 3433 Pls
6144 3477 Pls
6166 3521 Pls
6187 3564 Pls
6207 3606 Pls
6227 3648 Pls
6246 3690 Pls
6265 3730 Pls
6284 3771 Pls
6302 3810 Pls
6320 3849 Pls
6337 3888 Pls
6354 3926 Pls
6370 3964 Pls
6387 4001 Pls
6402 4038 Pls
6418 4075 Pls
6433 4111 Pls
6448 4146 Pls
6463 4182 Pls
6477 4217 Pls
6491 4251 Pls
6505 4285 Pls
6519 4319 Pls
6532 4353 Pls
6545 4386 Pls
6558 4419 Pls
6571 4452 Pls
6583 4469 Pls
6596 4472 Pls
6608 4474 Pls
6620 4477 Pls
6631 4479 Pls
6643 4482 Pls
6654 4484 Pls
6665 4486 Pls
6676 4488 Pls
6687 4490 Pls
6698 4492 Pls
6709 4494 Pls
6719 4496 Pls
6729 4498 Pls
6740 4500 Pls
6750 4502 Pls
6760 4504 Pls
6769 4506 Pls
6779 4508 Pls
6789 4509 Pls
6798 4511 Pls
6807 4513 Pls
6817 4514 Pls
6826 4516 Pls
6835 4518 Pls
6843 4519 Pls
6852 4521 Pls
2182 4380 Pls
2.500 UP
1.000 UL
LT2
1744 4180 M
[ [(Helvetica) 200.0 0.0 true true (mu0)]
] -66.7 MRshow
1864 4180 M
637 0 V
911 116 R
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44 -60 V
42 -59 V
39 -58 V
37 -56 V
36 -55 V
34 -54 V
33 -53 V
31 -51 V
30 -51 V
29 -50 V
28 -48 V
27 -48 V
26 -48 V
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24 -46 V
24 -45 V
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22 -43 V
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3412 4296 Star
3945 4110 Star
4256 3972 Star
4477 3854 Star
4649 3747 Star
4789 3649 Star
4907 3557 Star
5010 3470 Star
5100 3388 Star
5181 3309 Star
5255 3233 Star
5321 3161 Star
5383 3091 Star
5440 3023 Star
5493 2957 Star
5542 2893 Star
5589 2831 Star
5633 2771 Star
5675 2712 Star
5714 2654 Star
5751 2598 Star
5787 2543 Star
5821 2489 Star
5854 2436 Star
5885 2385 Star
5915 2334 Star
5944 2284 Star
5972 2236 Star
5999 2188 Star
6025 2140 Star
6051 2094 Star
6075 2048 Star
6099 2003 Star
6122 1959 Star
6144 1915 Star
6166 1872 Star
6187 1830 Star
6207 1788 Star
6227 1747 Star
6246 1706 Star
6265 1666 Star
6284 1626 Star
6302 1587 Star
6320 1548 Star
6337 1510 Star
6354 1472 Star
6370 1434 Star
6387 1397 Star
6402 1360 Star
6418 1324 Star
6433 1288 Star
6448 1253 Star
6463 1218 Star
6477 1183 Star
6491 1148 Star
6505 1114 Star
6519 1081 Star
6532 1047 Star
6545 1014 Star
6558 981 Star
6571 948 Star
6583 931 Star
6596 928 Star
6608 925 Star
6620 923 Star
6631 921 Star
6643 918 Star
6654 916 Star
6665 914 Star
6676 911 Star
6687 909 Star
6698 907 Star
6709 905 Star
6719 903 Star
6729 901 Star
6740 899 Star
6750 897 Star
6760 895 Star
6769 893 Star
6779 891 Star
6789 889 Star
6798 887 Star
6807 885 Star
6817 883 Star
6826 881 Star
6835 879 Star
6843 878 Star
6852 876 Star
2182 4180 Star
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%%Trailer
%%DocumentFonts: Helvetica
%%Pages: 1

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714 1260 M
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1.000 UL
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1.000 UL
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714 1680 M
63 0 V
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714 2100 M
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1.000 UL
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714 2100 M
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-63 0 V
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714 2520 M
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1.000 UL
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714 2520 M
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140 2520 M
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(Yields) Cshow
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3838 70 M
(Energy [keV] in power of 10) Cshow
3838 4830 M
(Muonium production yields in Trigger Detector's Carbon Foil) Cshow
1.000 UP
1.000 UL
LT0
6311 4487 M
(mu+) Rshow
6395 4487 M
399 0 V
1714 753 M
855 187 V
500 155 V
355 136 V
275 121 V
225 111 V
190 103 V
165 96 V
145 91 V
130 86 V
118 83 V
107 78 V
99 75 V
91 73 V
85 70 V
80 67 V
75 66 V
70 63 V
67 62 V
63 60 V
60 59 V
58 57 V
55 56 V
52 55 V
50 53 V
49 52 V
46 51 V
45 51 V
43 49 V
42 48 V
41 48 V
39 46 V
38 46 V
37 46 V
35 44 V
35 44 V
34 43 V
33 42 V
32 42 V
31 42 V
31 40 V
29 41 V
29 39 V
29 39 V
27 39 V
27 38 V
27 38 V
26 37 V
25 37 V
25 37 V
25 36 V
24 35 V
23 36 V
23 35 V
23 34 V
22 34 V
22 34 V
21 34 V
21 33 V
21 33 V
21 33 V
20 17 V
19 3 V
20 2 V
19 3 V
19 2 V
18 3 V
19 2 V
18 2 V
17 2 V
8 1 V
1714 753 Pls
2569 940 Pls
3069 1095 Pls
3424 1231 Pls
3699 1352 Pls
3924 1463 Pls
4114 1566 Pls
4279 1662 Pls
4424 1753 Pls
4554 1839 Pls
4672 1922 Pls
4779 2000 Pls
4878 2075 Pls
4969 2148 Pls
5054 2218 Pls
5134 2285 Pls
5209 2351 Pls
5279 2414 Pls
5346 2476 Pls
5409 2536 Pls
5469 2595 Pls
5527 2652 Pls
5582 2708 Pls
5634 2763 Pls
5684 2816 Pls
5733 2868 Pls
5779 2919 Pls
5824 2970 Pls
5867 3019 Pls
5909 3067 Pls
5950 3115 Pls
5989 3161 Pls
6027 3207 Pls
6064 3253 Pls
6099 3297 Pls
6134 3341 Pls
6168 3384 Pls
6201 3426 Pls
6233 3468 Pls
6264 3510 Pls
6295 3550 Pls
6324 3591 Pls
6353 3630 Pls
6382 3669 Pls
6409 3708 Pls
6436 3746 Pls
6463 3784 Pls
6489 3821 Pls
6514 3858 Pls
6539 3895 Pls
6564 3931 Pls
6588 3966 Pls
6611 4002 Pls
6634 4037 Pls
6657 4071 Pls
6679 4105 Pls
6701 4139 Pls
6722 4173 Pls
6743 4206 Pls
6764 4239 Pls
6785 4272 Pls
6805 4289 Pls
6824 4292 Pls
6844 4294 Pls
6863 4297 Pls
6882 4299 Pls
6900 4302 Pls
6919 4304 Pls
6937 4306 Pls
6954 4308 Pls
6594 4487 Pls
1.000 UP
1.000 UL
LT2
6311 4347 M
(mu0) Rshow
6395 4347 M
399 0 V
1714 4116 M
855 -186 V
500 -138 V
355 -118 V
275 -107 V
225 -98 V
190 -92 V
165 -87 V
145 -82 V
130 -79 V
118 -76 V
107 -72 V
99 -70 V
91 -68 V
85 -66 V
80 -64 V
75 -62 V
70 -60 V
67 -59 V
63 -58 V
60 -56 V
58 -55 V
55 -54 V
52 -53 V
50 -51 V
49 -51 V
46 -50 V
45 -48 V
43 -48 V
42 -48 V
41 -46 V
39 -46 V
38 -45 V
37 -44 V
35 -44 V
35 -43 V
34 -42 V
33 -42 V
32 -41 V
31 -41 V
31 -40 V
29 -40 V
29 -39 V
29 -39 V
27 -38 V
27 -38 V
27 -38 V
26 -37 V
25 -37 V
25 -36 V
25 -36 V
24 -35 V
23 -35 V
23 -35 V
23 -35 V
22 -34 V
22 -33 V
21 -34 V
21 -33 V
21 -33 V
21 -33 V
20 -17 V
19 -3 V
20 -3 V
19 -2 V
19 -2 V
18 -3 V
19 -2 V
18 -2 V
17 -3 V
8 -1 V
1714 4116 Star
2569 3930 Star
3069 3792 Star
3424 3674 Star
3699 3567 Star
3924 3469 Star
4114 3377 Star
4279 3290 Star
4424 3208 Star
4554 3129 Star
4672 3053 Star
4779 2981 Star
4878 2911 Star
4969 2843 Star
5054 2777 Star
5134 2713 Star
5209 2651 Star
5279 2591 Star
5346 2532 Star
5409 2474 Star
5469 2418 Star
5527 2363 Star
5582 2309 Star
5634 2256 Star
5684 2205 Star
5733 2154 Star
5779 2104 Star
5824 2056 Star
5867 2008 Star
5909 1960 Star
5950 1914 Star
5989 1868 Star
6027 1823 Star
6064 1779 Star
6099 1735 Star
6134 1692 Star
6168 1650 Star
6201 1608 Star
6233 1567 Star
6264 1526 Star
6295 1486 Star
6324 1446 Star
6353 1407 Star
6382 1368 Star
6409 1330 Star
6436 1292 Star
6463 1254 Star
6489 1217 Star
6514 1180 Star
6539 1144 Star
6564 1108 Star
6588 1073 Star
6611 1038 Star
6634 1003 Star
6657 968 Star
6679 934 Star
6701 901 Star
6722 867 Star
6743 834 Star
6764 801 Star
6785 768 Star
6805 751 Star
6824 748 Star
6844 745 Star
6863 743 Star
6882 741 Star
6900 738 Star
6919 736 Star
6937 734 Star
6954 731 Star
6594 4347 Star
stroke
grestore
end
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