Clebsch Gordan Coefficient Solver GUI: TEST_SSCANF.m - File Exchange

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Highlights from
Clebsch Gordan Coefficient Solver GUI

GUI(varargin)
buildconvtbl_c( Jmax ) BUILDCONVTBL_C generates J from Jmax and M from J
buildconvtbl_r( j1, j2 ) BUILDCONVTBL_R contains j1, j2 to M conversion info
calcallcgcoef( j1, j2 ) CALCCGCOEF : calculate clebisch-gordon coefficients
cgcoeff_stage2( J, init_rhs_i...
coef_jminus( j, m ) JMINUS coefficient of jminus
coef_jplus( j, m ) JMINUS coefficient of jminus
disprecord( alhs, arhs, coeff... DISPRECORD outputs the inner product notation and coefficients
findinitindex( j1, j2, M ) FINDINITINDEX find a rhs indices which is non-zero
findrecord( M, r ) FINDINDEX: find indices which matches the row
locateindex( M, m) ISELEMENTUNIQUE checks if matrix is unique defined by tuple of 4 elements
op_jminus( parent_i, parent_c... OP_JMINUS for a given parent, create children based on opjminus.
op_jplus( parent_i, parent_c ) OP_JPLUS for a given parent, create children based on opjminus.
record2str( alhs, arhs, coeff... RECORD2STR Summary of this function goes here
searchbycol( M, col ) SEARCHBYCOL find a row in a matrix. Matrix must be two dimension
searchbyrow( M, row ) SEARCHROW find a row in a matrix. Matrix must be two dimension
solveinitcoef( init_i ) SOLVEINITCOEF initial indices and coefficients
CH3Q6c.m
GUI_MAIN.m
GUI_UPDATERADIOS.m
TEST_SSCANF.m
View all files

from Clebsch Gordan Coefficient Solver GUI by james jun
Easy to use Clebsch-Gordan coefficient solver for adding two angular momentums.

TEST_SSCANF.m

str = '<1, -1|2, 0; 3, -1> = 1/35*210^(1/2)';
A = sscanf(str, '%d,%d')


% <5, 5|2, 2; 3, 3> = 1
% <5, 4|2, 1; 3, 3> = 1/5*10^(1/2)
% <5, 4|2, 2; 3, 2> = 1/10*60^(1/2)
% <5, 3|2, 0; 3, 3> = 1/15*30^(1/2)
% <5, 3|2, 1; 3, 2> = 2/15*30^(1/2)
% <5, 3|2, 2; 3, 1> = 1/6*12^(1/2)
% <5, 2|2, -1; 3, 3> = 1/30*30^(1/2)
% <5, 2|2, 0; 3, 2> = 1/10*30^(1/2)
% <5, 2|2, 1; 3, 1> = 1/6*18^(1/2)
% <5, 2|2, 2; 3, 0> = 1/6*6^(1/2)
% <5, 1|2, -2; 3, 3> = 1/210*210^(1/2)
% <5, 1|2, -1; 3, 2> = 2/35*35^(1/2)
% <5, 1|2, 0; 3, 1> = 1/7*21^(1/2)
% <5, 1|2, 1; 3, 0> = 2/21*42^(1/2)
% <5, 1|2, 2; 3, -1> = 1/14*14^(1/2)
% <5, 0|2, -2; 3, 2> = 1/210*1050^(1/2)
% <5, 0|2, -1; 3, 1> = 1/42*420^(1/2)
% <5, 0|2, 0; 3, 0> = 1/21*210^(1/2)
% <5, 0|2, 1; 3, -1> = 1/42*420^(1/2)
% <5, 0|2, 2; 3, -2> = 1/210*1050^(1/2)
% <5, -1|2, -2; 3, 1> = 1/210*3150^(1/2)
% <5, -1|2, -1; 3, 0> = 2/105*1050^(1/2)
% <5, -1|2, 0; 3, -1> = 1/70*2100^(1/2)
% <5, -1|2, 1; 3, -2> = 1/105*1260^(1/2)
% <5, -1|2, 2; 3, -3> = 1/210*210^(1/2)
% <5, -2|2, -2; 3, 0> = 1/6*6^(1/2)
% <5, -2|2, -1; 3, -1> = 1/2*2^(1/2)
% <5, -2|2, 0; 3, -2> = 1/10*30^(1/2)
% <5, -2|2, 1; 3, -3> = 1/30*30^(1/2)
% <5, -3|2, -2; 3, -1> = 1/6*12^(1/2)
% <5, -3|2, -1; 3, -2> = 2/15*30^(1/2)
% <5, -3|2, 0; 3, -3> = 1/15*30^(1/2)
% <5, -4|2, -2; 3, -2> = 1/10*60^(1/2)
% <5, -4|2, -1; 3, -3> = 1/5*10^(1/2)
% <5, -5|2, -2; 3, -3> = 1
% <4, 4|2, 2; 3, 2> = 1/5*10^(1/2)
% <4, 4|2, 1; 3, 3> = -1/10*10^(1/2)*6^(1/2)
% <4, 3|2, 1; 3, 2> = -1/10*5^(1/2)
% <4, 3|2, 2; 3, 1> = 1/2*2^(1/2)
% <4, 3|2, 0; 3, 3> = -3/10*5^(1/2)
% <4, 2|2, 0; 3, 2> = -1/35*420^(1/2)
% <4, 2|2, 1; 3, 1> = 1/28*28^(1/2)
% <4, 2|2, 2; 3, 0> = 1/14*84^(1/2)
% <4, 2|2, -1; 3, 3> = -3/140*420^(1/2)
% <4, 1|2, -1; 3, 2> = -1/20*140^(1/2)
% <4, 1|2, 0; 3, 1> = -1/28*84^(1/2)
% <4, 1|2, 1; 3, 0> = 1/14*42^(1/2)
% <4, 1|2, 2; 3, -1> = 1/7*14^(1/2)
% <4, 1|2, -2; 3, 3> = -1/70*210^(1/2)
% <4, 0|2, -2; 3, 2> = -1/35*175^(1/2)
% <4, 0|2, -1; 3, 1> = -1/14*70^(1/2)
% <4, 0|2, 0; 3, 0> = 0
% <4, 0|2, 1; 3, -1> = 1/14*70^(1/2)
% <4, 0|2, 2; 3, -2> = 1/35*175^(1/2)
% <4, -1|2, -2; 3, 1> = -1/35*350^(1/2)
% <4, -1|2, -1; 3, 0> = -1/70*1050^(1/2)
% <4, -1|2, 0; 3, -1> = 1/70*525^(1/2)
% <4, -1|2, 1; 3, -2> = 1/10*35^(1/2)
% <4, -1|2, 2; 3, -3> = 1/70*210^(1/2)
% <4, -2|2, -2; 3, 0> = -1/7*21^(1/2)
% <4, -2|2, -1; 3, -1> = -1/14*7^(1/2)
% <4, -2|2, 0; 3, -2> = 2/35*105^(1/2)
% <4, -2|2, 1; 3, -3> = 3/70*105^(1/2)
% <4, -3|2, -2; 3, -1> = -1/2*2^(1/2)
% <4, -3|2, -1; 3, -2> = 1/10*5^(1/2)
% <4, -3|2, 0; 3, -3> = 3/10*5^(1/2)
% <4, -4|2, -2; 3, -2> = -1/5*10^(1/2)
% <4, -4|2, -1; 3, -3> = 1/10*60^(1/2)
% <3, 3|2, 2; 3, 1> = 1/6*6^(1/2)
% <3, 3|2, 1; 3, 2> = -1/12*10^(1/2)*6^(1/2)
% <3, 3|2, 0; 3, 3> = 1/12*10^(1/2)*6^(1/2)
% <3, 2|2, 1; 3, 1> = -1/2
% <3, 2|2, 2; 3, 0> = 1/6*12^(1/2)
% <3, 2|2, 0; 3, 2> = 0
% <3, 2|2, -1; 3, 3> = 1/12*60^(1/2)
% <3, 1|2, 0; 3, 1> = -1/20*60^(1/2)
% <3, 1|2, 1; 3, 0> = -1/30*30^(1/2)
% <3, 1|2, 2; 3, -1> = 1/5*10^(1/2)
% <3, 1|2, -1; 3, 2> = 1/2
% <3, 1|2, -2; 3, 3> = 1/30*150^(1/2)
% <3, 0|2, -1; 3, 1> = 1/30*30^(1/2)
% <3, 0|2, 0; 3, 0> = -2/15*15^(1/2)
% <3, 0|2, 1; 3, -1> = 1/30*30^(1/2)
% <3, 0|2, 2; 3, -2> = 1/3*3^(1/2)
% <3, 0|2, -2; 3, 2> = 1/3*3^(1/2)
% <3, -1|2, -2; 3, 1> = 1/15*90^(1/2)
% <3, -1|2, -1; 3, 0> = -1/30*30^(1/2)
% <3, -1|2, 0; 3, -1> = -1/10*15^(1/2)
% <3, -1|2, 1; 3, -2> = 1/2
% <3, -1|2, 2; 3, -3> = 1/6*6^(1/2)
% <3, -2|2, -2; 3, 0> = 1/30*300^(1/2)
% <3, -2|2, -1; 3, -1> = -1/2
% <3, -2|2, 0; 3, -2> = 0
% <3, -2|2, 1; 3, -3> = 1/12*60^(1/2)
% <3, -3|2, -2; 3, -1> = 1/6*6^(1/2)
% <3, -3|2, -1; 3, -2> = -1/12*60^(1/2)
% <3, -3|2, 0; 3, -3> = 1/12*60^(1/2)
% <2, 2|2, 2; 3, 0> = 1/420*3^(1/2)*10^(1/2)*70^(1/2)*6^(1/2)
% <2, 2|2, 1; 3, 1> = -1/140*10^(1/2)*70^(1/2)*6^(1/2)
% <2, 2|2, 0; 3, 2> = 1/14*70^(1/2)
% <2, 2|2, -1; 3, 3> = -1/14*70^(1/2)
% <2, 1|2, 1; 3, 0> = -1/7*14^(1/2)
% <2, 1|2, 2; 3, -1> = 1/14*42^(1/2)
% <2, 1|2, 0; 3, 1> = 1/7*7^(1/2)
% <2, 1|2, -1; 3, 2> = -1/200000000000000000000000000000000000
% <2, 1|2, -2; 3, 3> = -1/14*70^(1/2)
% <2, 0|2, 0; 3, 0> = 0
% <2, 0|2, 1; 3, -1> = -1/42*252^(1/2)
% <2, 0|2, 2; 3, -2> = 1/42*630^(1/2)
% <2, 0|2, -1; 3, 1> = 1/42*252^(1/2)
% <2, 0|2, -2; 3, 2> = -1/42*630^(1/2)
% <2, -1|2, -1; 3, 0> = 1/21*126^(1/2)
% <2, -1|2, 0; 3, -1> = -1/42*252^(1/2)
% <2, -1|2, 1; 3, -2> = 0
% <2, -1|2, 2; 3, -3> = 1/42*630^(1/2)
% <2, -1|2, -2; 3, 1> = -1/14*42^(1/2)
% <2, -2|2, -2; 3, 0> = -1/14*14^(1/2)
% <2, -2|2, -1; 3, -1> = 1/14*42^(1/2)
% <2, -2|2, 0; 3, -2> = -1/14*70^(1/2)
% <2, -2|2, 1; 3, -3> = 1/14*70^(1/2)
% <1, 1|2, 2; 3, -1> = 1/210*210^(1/2)*6^(1/2)
% <1, 1|2, 1; 3, 0> = -1/210*210^(1/2)*6^(1/2)*3^(1/2)
% <1, 1|2, 0; 3, 1> = 1/35*210^(1/2)
% <1, 1|2, -1; 3, 2> = -1/210*6^(1/2)*210^(1/2)*10^(1/2)
% <1, 1|2, -2; 3, 3> = 1/70*210^(1/2)*10^(1/2)
% <1, 0|2, 1; 3, -1> = -2/35*70^(1/2)
% <1, 0|2, 2; 3, -2> = 1/14*28^(1/2)
% <1, 0|2, 0; 3, 0> = 3/70*140^(1/2)
% <1, 0|2, -1; 3, 1> = -2/35*70^(1/2)
% <1, 0|2, -2; 3, 2> = 1/14*28^(1/2)
% <1, -1|2, 0; 3, -1> = 1/35*210^(1/2)
% <1, -1|2, 1; 3, -2> = -1/7*14^(1/2)
% <1, -1|2, 2; 3, -3> = 1/14*84^(1/2)
% <1, -1|2, -1; 3, 0> = -1/70*420^(1/2)
% <1, -1|2, -2; 3, 1> = 1/70*140^(1/2)

Highlights from Clebsch Gordan Coefficient Solver GUI

Highlights from
Clebsch Gordan Coefficient Solver GUI