peakfit 実行例
help出力 peakfit.py --help
Warning in tkprogvars.py: Environment variable tkProg_Root is not given tkProg_Root is speculated from the script path [D:\git\sphinx\tkProg\source\optimize\optimize_peakfit\peakfit.py] Peak fit test program / odata module infile=test/xrd.xlsx outfile=simulated.xlsx Save data to [simulated.xlsx] Peak search in the data [test/xrd.xlsx] mode : plot infile : test/xrd.xlsx xlabel : 0 ylabel : 1 x range : 20.0 40.0 norder : 5 nsmooth : 7 threshold : 3000 dy/dx threshold : 1.0 ndata = 3251 x= 5.02 ytop= 0 >? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= 38.5 ? 3000 |dy/dx|/ytop= 142.751 ? 3000 |dy/dx|/ytop= 5.46127 ? 3000 |dy/dx|/ytop= 0.50631 ? 3000 |dy/dx|/ytop=0.511475 ? 3000 |dy/dx|/ytop=0.514098 ? 3000 |dy/dx|/ytop=0.516747 ? 3000 |dy/dx|/ytop=0.519424 ? 3000 |dy/dx|/ytop=0.522129 ? 3000 |dy/dx|/ytop= 4.9724 ? 3000 |dy/dx|/ytop=2.76147e-15 ? 3000 |dy/dx|/ytop= 5.00001 ? 3000 |dy/dx|/ytop=0.519424 ? 3000 |dy/dx|/ytop=0.516747 ? 3000 |dy/dx|/ytop=0.514098 ? 3000 |dy/dx|/ytop=0.511475 ? 3000 |dy/dx|/ytop=0.508879 ? 3000 |dy/dx|/ytop= 1.34063 ? 3000 |dy/dx|/ytop= 39.605 ? 3000 |dy/dx|/ytop=-61.6465 ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= nan ? 3000 |dy/dx|/ytop= 38.5 ? 3000 |dy/dx|/ytop= 142.751 ? 3000 |dy/dx|/ytop= 5.46127 ? 3000 |dy/dx|/ytop= 0.50631 ? 3000 |dy/dx|/ytop=0.511475 ? 3000 |dy/dx|/ytop=0.514098 ? 3000 |dy/dx|/ytop=0.516747 ? 3000 |dy/dx|/ytop=0.519424 ? 3000 |dy/dx|/ytop=0.522129 ? 3000 |dy/dx|/ytop= 4.97738 ? 3000 |dy/dx|/ytop= 5.00001 ? 3000 |dy/dx|/ytop= 4.9724 ? 3000 |dy/dx|/ytop= 4.71481 ? 3000 |dy/dx|/ytop= 4.57372 ? 3000 |dy/dx|/ytop= 2.60089 ? 3000 |dy/dx|/ytop=0.982367 ? 3000 |dy/dx|/ytop=0.965822 ? 3000 |dy/dx|/ytop= 4.80962 ? 3000 |dy/dx|/ytop=0.329159 ? 3000 |dy/dx|/ytop= 4.9678 ? 3000 |dy/dx|/ytop=0.000213754 ? 3000 |dy/dx|/ytop= 5.00001 ? 3000 |dy/dx|/ytop= 1.23077 ? 3000 |dy/dx|/ytop= 1.21603 ? 3000 |dy/dx|/ytop= 1.20164 ? 3000 |dy/dx|/ytop= 1.18758 ? 3000 |dy/dx|/ytop= 1.17384 ? 3000 |dy/dx|/ytop= 1.16041 ? 3000 |dy/dx|/ytop= 2.21983 ? 3000 |dy/dx|/ytop= 69.4692 ? 3000 |dy/dx|/ytop= 4.75737 ? 3000 |dy/dx|/ytop=0.245721 ? 3000 |dy/dx|/ytop=0.266808 ? 3000 |dy/dx|/ytop=0.276973 ? 3000 |dy/dx|/ytop= 0.2869 ? 3000 |dy/dx|/ytop=0.296602 ? 3000 |dy/dx|/ytop=0.306087 ? 3000 |dy/dx|/ytop=0.315366 ? 3000 |dy/dx|/ytop=0.324448 ? 3000 |dy/dx|/ytop=0.391058 ? 3000 |dy/dx|/ytop=0.398744 ? 3000 |dy/dx|/ytop= 0.40631 ? 3000 |dy/dx|/ytop=0.413764 ? 3000 |dy/dx|/ytop=0.421111 ? 3000 |dy/dx|/ytop=0.462634 ? 3000 |dy/dx|/ytop= 1.43573 ? 3000 |dy/dx|/ytop=0.260053 ? 3000 |dy/dx|/ytop=0.477618 ? 3000 |dy/dx|/ytop=0.490562 ? 3000 |dy/dx|/ytop=0.496956 ? 3000 |dy/dx|/ytop=0.503305 ? 3000 |dy/dx|/ytop=0.509611 ? 3000 |dy/dx|/ytop=0.515879 ? 3000 |dy/dx|/ytop=0.595435 ? 3000 |dy/dx|/ytop=0.601517 ? 3000 |dy/dx|/ytop=0.607609 ? 3000 |dy/dx|/ytop=0.613713 ? 3000 |dy/dx|/ytop=0.619831 ? 3000 |dy/dx|/ytop=0.703799 ? 3000 |dy/dx|/ytop= 3.21361 ? 3000 |dy/dx|/ytop= 0.13653 ? 3000 |dy/dx|/ytop=0.657051 ? 3000 |dy/dx|/ytop=0.669333 ? 3000 |dy/dx|/ytop= 0.67554 ? 3000 |dy/dx|/ytop=0.681797 ? 3000 |dy/dx|/ytop=0.688103 ? 3000 |dy/dx|/ytop=0.694463 ? 3000 |dy/dx|/ytop=0.974218 ? 3000 |dy/dx|/ytop=0.984686 ? 3000 |dy/dx|/ytop=0.995352 ? 3000 |dy/dx|/ytop= 1.00622 ? 3000 |dy/dx|/ytop= 1.02166 ? 3000 |dy/dx|/ytop=0.799602 ? 3000 |dy/dx|/ytop= 1.14284 ? 3000 |dy/dx|/ytop= 1.11319 ? 3000 |dy/dx|/ytop= 1.13902 ? 3000 |dy/dx|/ytop= 1.15239 ? 3000 |dy/dx|/ytop= 1.46014 ? 3000 |dy/dx|/ytop= 1.48205 ? 3000 |dy/dx|/ytop= 1.5046 ? 3000 |dy/dx|/ytop= 1.56577 ? 3000 |dy/dx|/ytop= 2.09964 ? 3000 |dy/dx|/ytop= 1.53517 ? 3000 |dy/dx|/ytop= 1.69478 ? 3000 |dy/dx|/ytop= 1.75576 ? 3000 |dy/dx|/ytop= 1.78785 ? 3000 |dy/dx|/ytop= 1.82108 ? 3000 |dy/dx|/ytop= 4.92743 ? 3000 |dy/dx|/ytop=0.0257388 ? 3000 |dy/dx|/ytop= 4.61149 ? 3000 |dy/dx|/ytop= 1.84008 ? 3000 |dy/dx|/ytop= 2.42581 ? 3000 |dy/dx|/ytop= 1.07697 ? 3000 |dy/dx|/ytop= 4.11769 ? 3000 |dy/dx|/ytop=0.231527 ? 3000 |dy/dx|/ytop= 4.47401 ? 3000 |dy/dx|/ytop=0.985007 ? 3000 |dy/dx|/ytop= 4.7313 ? 3000 |dy/dx|/ytop= 3.10104 ? 3000 |dy/dx|/ytop= 2.99336 ? 3000 |dy/dx|/ytop= 2.76684 ? 3000 |dy/dx|/ytop= 1.60601 ? 3000 |dy/dx|/ytop= 2.56172 ? 3000 |dy/dx|/ytop= 2.18775 ? 3000 |dy/dx|/ytop= 2.04611 ? 3000 |dy/dx|/ytop= 1.98006 ? 3000 |dy/dx|/ytop= 1.41505 ? 3000 |dy/dx|/ytop= 1.37509 ? 3000 |dy/dx|/ytop= 1.28799 ? 3000 |dy/dx|/ytop=0.795922 ? 3000 |dy/dx|/ytop= 1.23256 ? 3000 |dy/dx|/ytop= 1.26989 ? 3000 |dy/dx|/ytop= 8.69854 ? 3000 |dy/dx|/ytop= 1.08757 ? 3000 |dy/dx|/ytop= 1.047 ? 3000 |dy/dx|/ytop=0.985137 ? 3000 |dy/dx|/ytop=0.955081 ? 3000 |dy/dx|/ytop=0.925573 ? 3000 |dy/dx|/ytop=0.896585 ? 3000 |dy/dx|/ytop=0.868092 ? 3000 |dy/dx|/ytop=0.557263 ? 3000 |dy/dx|/ytop=0.533435 ? 3000 |dy/dx|/ytop=0.509861 ? 3000 |dy/dx|/ytop=0.482027 ? 3000 |dy/dx|/ytop= 1.11629 ? 3000 |dy/dx|/ytop= 0.2141 ? 3000 |dy/dx|/ytop=0.325471 ? 3000 |dy/dx|/ytop=0.281288 ? 3000 |dy/dx|/ytop=0.259442 ? 3000 |dy/dx|/ytop=0.237751 ? 3000 |dy/dx|/ytop=0.216208 ? 3000 |dy/dx|/ytop=0.194807 ? 3000 |dy/dx|/ytop=0.0729576 ? 3000 |dy/dx|/ytop=0.0929245 ? 3000 |dy/dx|/ytop=0.112824 ? 3000 |dy/dx|/ytop=0.132662 ? 3000 |dy/dx|/ytop=0.152441 ? 3000 |dy/dx|/ytop=0.114315 ? 3000 |dy/dx|/ytop= 2.68103 ? 3000 |dy/dx|/ytop= 1.03519 ? 3000 |dy/dx|/ytop=0.386059 ? 3000 |dy/dx|/ytop=0.425456 ? 3000 |dy/dx|/ytop=0.445057 ? 3000 |dy/dx|/ytop= 0.4646 ? 3000 |dy/dx|/ytop=0.484094 ? 3000 |dy/dx|/ytop= 2.51612 ? 3000 |dy/dx|/ytop= 2.58256 ? 3000 |dy/dx|/ytop= 2.71266 ? 3000 |dy/dx|/ytop= 2.47402 ? 3000 |dy/dx|/ytop= 3.17417 ? 3000 |dy/dx|/ytop= 3.26985 ? 3000 |dy/dx|/ytop= 4.90569 ? 3000 |dy/dx|/ytop=0.111845 ? 3000 |dy/dx|/ytop= 3.46918 ? 3000 |dy/dx|/ytop= 2.08859 ? 3000 |dy/dx|/ytop= 3.97427 ? 3000 |dy/dx|/ytop= 0.52331 ? 3000 |dy/dx|/ytop=0.393858 ? 3000 |dy/dx|/ytop=0.364647 ? 3000 |dy/dx|/ytop=0.334121 ? 3000 |dy/dx|/ytop=0.267065 ? 3000 |dy/dx|/ytop=0.135943 ? 3000 |dy/dx|/ytop=0.128908 ? 3000 |dy/dx|/ytop=0.0275556 ? 3000 |dy/dx|/ytop=0.0708583 ? 3000 |dy/dx|/ytop=0.871442 ? 3000 |dy/dx|/ytop=0.973472 ? 3000 |dy/dx|/ytop= 1.08169 ? 3000 |dy/dx|/ytop= 1.53921 ? 3000 |dy/dx|/ytop= 9.10372 ? 3000 |dy/dx|/ytop=0.306657 ? 3000 |dy/dx|/ytop= 1.88306 ? 3000 |dy/dx|/ytop= 2.19384 ? 3000 |dy/dx|/ytop= 2.36096 ? 3000 |dy/dx|/ytop= 2.53491 ? 3000 |dy/dx|/ytop= 3.7728 ? 3000 |dy/dx|/ytop=0.000974821 ? 3000 |dy/dx|/ytop= 3.68955 ? 3000 |dy/dx|/ytop= 3.56877 ? 3000 |dy/dx|/ytop= 3.41869 ? 3000 |dy/dx|/ytop= 3.25003 ? 3000 |dy/dx|/ytop= 2.99169 ? 3000 |dy/dx|/ytop= 6.70088 ? 3000 |dy/dx|/ytop= 1.3733 ? 3000 |dy/dx|/ytop= 2.11329 ? 3000 |dy/dx|/ytop= 1.79835 ? 3000 |dy/dx|/ytop= 1.65261 ? 3000 |dy/dx|/ytop= 1.51461 ? 3000 |dy/dx|/ytop=0.577246 ? 3000 |dy/dx|/ytop= 0.50078 ? 3000 |dy/dx|/ytop=0.431188 ? 3000 |dy/dx|/ytop=0.331559 ? 3000 |dy/dx|/ytop= 1.80245 ? 3000 |dy/dx|/ytop=0.318455 ? 3000 |dy/dx|/ytop=0.0449994 ? 3000 |dy/dx|/ytop= 0.13291 ? 3000 |dy/dx|/ytop=0.173491 ? 3000 |dy/dx|/ytop= 0.21203 ? 3000 |dy/dx|/ytop= 0.24867 ? 3000 |dy/dx|/ytop=0.283546 ? 3000 |dy/dx|/ytop=0.559095 ? 3000 |dy/dx|/ytop= 1.06112 ? 3000 |dy/dx|/ytop= 1.07736 ? 3000 |dy/dx|/ytop= 1.09376 ? 3000 |dy/dx|/ytop= 1.16525 ? 3000 |dy/dx|/ytop= 2.52578 ? 3000 |dy/dx|/ytop=0.890607 ? 3000 |dy/dx|/ytop= 1.20297 ? 3000 |dy/dx|/ytop= 1.23997 ? 3000 |dy/dx|/ytop= 1.25901 ? 3000 |dy/dx|/ytop= 1.27844 ? 3000 |dy/dx|/ytop= 4.94098 ? 3000 |dy/dx|/ytop= 0.98853 ? 3000 |dy/dx|/ytop= 4.96918 ? 3000 |dy/dx|/ytop=0.726025 ? 3000 |dy/dx|/ytop= 4.67253 ? 3000 |dy/dx|/ytop=0.985826 ? 3000 |dy/dx|/ytop= 4.79154 ? 3000 |dy/dx|/ytop= 1.80278 ? 3000 |dy/dx|/ytop= 1.75871 ? 3000 |dy/dx|/ytop= 1.6654 ? 3000 |dy/dx|/ytop= 1.21144 ? 3000 |dy/dx|/ytop= 1.5842 ? 3000 |dy/dx|/ytop= 1.43161 ? 3000 |dy/dx|/ytop= 1.36857 ? 3000 |dy/dx|/ytop= 1.32885 ? 3000 |dy/dx|/ytop= 1.34541 ? 3000 |dy/dx|/ytop= 1.24271 ? 3000 |dy/dx|/ytop= 1.19702 ? 3000 |dy/dx|/ytop= 1.14531 ? 3000 |dy/dx|/ytop= 1.12026 ? 3000 |dy/dx|/ytop= 1.0957 ? 3000 |dy/dx|/ytop=0.859905 ? 3000 |dy/dx|/ytop= 5.78433 ? 3000 |dy/dx|/ytop= 1.90537 ? 3000 |dy/dx|/ytop= 0.62234 ? 3000 |dy/dx|/ytop=0.548452 ? 3000 |dy/dx|/ytop=0.707522 ? 3000 |dy/dx|/ytop= 8.63349 ? 3000 |dy/dx|/ytop= 1.98612 ? 3000 |dy/dx|/ytop=0.303776 ? 3000 |dy/dx|/ytop=0.235759 ? 3000 |dy/dx|/ytop=0.200685 ? 3000 |dy/dx|/ytop= 0.16472 ? 3000 |dy/dx|/ytop=0.127711 ? 3000 |dy/dx|/ytop= 1.38968 ? 3000 |dy/dx|/ytop=0.143029 ? 3000 |dy/dx|/ytop= 0.82038 ? 3000 |dy/dx|/ytop= 0.16177 ? 3000 |dy/dx|/ytop=0.272843 ? 3000 |dy/dx|/ytop=0.610746 ? 3000 |dy/dx|/ytop= 1.02999 ? 3000 |dy/dx|/ytop= 1.05468 ? 3000 |dy/dx|/ytop= 1.07995 ? 3000 |dy/dx|/ytop= 1.1059 ? 3000 |dy/dx|/ytop= 1.13259 ? 3000 |dy/dx|/ytop= 1.32964 ? 3000 |dy/dx|/ytop= 6.16619 ? 3000 |dy/dx|/ytop= 0.29351 ? 3000 |dy/dx|/ytop= 1.26714 ? 3000 |dy/dx|/ytop= 1.33991 ? 3000 |dy/dx|/ytop= 1.37946 ? 3000 |dy/dx|/ytop= 1.42139 ? 3000 |dy/dx|/ytop= 1.80446 ? 3000 |dy/dx|/ytop= 1.88318 ? 3000 |dy/dx|/ytop= 2.28005 ? 3000 |dy/dx|/ytop= 1.50829 ? 3000 |dy/dx|/ytop= 2.5855 ? 3000 |dy/dx|/ytop= 2.64957 ? 3000 |dy/dx|/ytop= 2.82694 ? 3000 |dy/dx|/ytop= 2.89096 ? 3000 |dy/dx|/ytop= 2.92534 ? 3000 |dy/dx|/ytop=0.951712 ? 3000 |dy/dx|/ytop= 3.4025 ? 3000 |dy/dx|/ytop= 2.65879 ? 3000 |dy/dx|/ytop= 4.22466 ? 3000 |dy/dx|/ytop= 1.01792 ? 3000 |dy/dx|/ytop= 4.81522 ? 3000 |dy/dx|/ytop= 1.86445 ? 3000 |dy/dx|/ytop= 1.64769 ? 3000 |dy/dx|/ytop=0.324899 ? 3000 |dy/dx|/ytop=0.139938 ? 3000 |dy/dx|/ytop=0.0352952 ? 3000 |dy/dx|/ytop= 4.84485 ? 3000 |dy/dx|/ytop=0.0957395 ? 3000 |dy/dx|/ytop= 3.84484 ? 3000 |dy/dx|/ytop= 3.25478 ? 3000 |dy/dx|/ytop= 3.72116 ? 3000 |dy/dx|/ytop= 1.68751 ? 3000 |dy/dx|/ytop= 1.64822 ? 3000 |dy/dx|/ytop= 1.56715 ? 3000 |dy/dx|/ytop= 1.29198 ? 3000 |dy/dx|/ytop= 1.46245 ? 3000 |dy/dx|/ytop= 1.34848 ? 3000 |dy/dx|/ytop= 1.31477 ? 3000 |dy/dx|/ytop= 1.28643 ? 3000 |dy/dx|/ytop= 1.41046 ? 3000 |dy/dx|/ytop= 1.10813 ? 3000 |dy/dx|/ytop= 1.08353 ? 3000 |dy/dx|/ytop= 1.01315 ? 3000 |dy/dx|/ytop=0.976899 ? 3000 |dy/dx|/ytop=0.939749 ? 3000 |dy/dx|/ytop=0.778971 ? 3000 |dy/dx|/ytop=0.734808 ? 3000 |dy/dx|/ytop=0.688629 ? 3000 |dy/dx|/ytop=0.640188 ? 3000 |dy/dx|/ytop=0.589212 ? 3000 |dy/dx|/ytop=0.561052 ? 3000 |dy/dx|/ytop= 3.49783 ? 3000 |dy/dx|/ytop=0.576905 ? 3000 |dy/dx|/ytop=0.000705452 ? 3000 |dy/dx|/ytop=0.206023 ? 3000 |dy/dx|/ytop=0.320953 ? 3000 |dy/dx|/ytop=0.444386 ? 3000 |dy/dx|/ytop=0.576907 ? 3000 |dy/dx|/ytop= 3.23255 ? 3000 |dy/dx|/ytop=0.949416 ? 3000 |dy/dx|/ytop= 3.93669 ? 3000 |dy/dx|/ytop= 1.18528 ? 3000 |dy/dx|/ytop=0.985305 ? 3000 |dy/dx|/ytop= 1.01402 ? 3000 |dy/dx|/ytop= 0.90782 ? 3000 |dy/dx|/ytop=0.830118 ? 3000 |dy/dx|/ytop=0.793214 ? 3000 |dy/dx|/ytop=0.688845 ? 3000 |dy/dx|/ytop=0.655816 ? 3000 |dy/dx|/ytop=0.623505 ? 3000 |dy/dx|/ytop=0.591826 ? 3000 |dy/dx|/ytop=0.511824 ? 3000 |dy/dx|/ytop=0.206334 ? 3000 |dy/dx|/ytop=0.533981 ? 3000 |dy/dx|/ytop=0.332416 ? 3000 |dy/dx|/ytop=0.274499 ? 3000 |dy/dx|/ytop=0.245476 ? 3000 |dy/dx|/ytop=0.216341 ? 3000 |dy/dx|/ytop=0.187045 ? 3000 |dy/dx|/ytop= 0.15754 ? 3000 |dy/dx|/ytop=0.0364958 ? 3000 |dy/dx|/ytop=0.00524796 ? 3000 |dy/dx|/ytop=0.0264857 ? 3000 |dy/dx|/ytop=0.0587508 ? 3000 |dy/dx|/ytop=0.091593 ? 3000 |dy/dx|/ytop=0.125058 ? 3000 |dy/dx|/ytop=0.143824 ? 3000 |dy/dx|/ytop= 13.25 ? 3000 |dy/dx|/ytop= 5.64952 ? 3000 |dy/dx|/ytop=0.974121 ? 3000 |dy/dx|/ytop= 1.07052 ? 3000 |dy/dx|/ytop= 1.11936 ? 3000 |dy/dx|/ytop= 1.16872 ? 3000 |dy/dx|/ytop= 1.21865 ? 3000 |dy/dx|/ytop= 1.32046 ? 3000 |dy/dx|/ytop= 1.37249 ? 3000 |dy/dx|/ytop= 1.42536 ? 3000 |dy/dx|/ytop= 1.47914 ? 3000 |dy/dx|/ytop= 1.55111 ? 3000 |dy/dx|/ytop=0.309914 ? 3000 |dy/dx|/ytop= 2.23368 ? 3000 |dy/dx|/ytop= 2.04931 ? 3000 |dy/dx|/ytop= 2.17874 ? 3000 |dy/dx|/ytop= 2.24645 ? 3000 |dy/dx|/ytop= 4.91075 ? 3000 |dy/dx|/ytop=0.00314814 ? 3000 |dy/dx|/ytop= 4.90593 ? 3000 |dy/dx|/ytop= 1.48215 ? 3000 |dy/dx|/ytop= 1.39752 ? 3000 |dy/dx|/ytop= 1.3133 ? 3000 |dy/dx|/ytop= 1.22936 ? 3000 |dy/dx|/ytop=0.935665 ? 3000 |dy/dx|/ytop= 3.71468 ? 3000 |dy/dx|/ytop= 1.43919 ? 3000 |dy/dx|/ytop=0.402226 ? 3000 |dy/dx|/ytop=0.248927 ? 3000 |dy/dx|/ytop=0.172137 ? 3000 |dy/dx|/ytop=0.095116 ? 3000 |dy/dx|/ytop=0.032685 ? 3000 |dy/dx|/ytop=0.414717 ? 3000 |dy/dx|/ytop=0.433427 ? 3000 |dy/dx|/ytop=0.476332 ? 3000 |dy/dx|/ytop=0.645962 ? 3000 |dy/dx|/ytop=0.732946 ? 3000 |dy/dx|/ytop= 3.47335 ? 3000 |dy/dx|/ytop= 2.26917 ? 3000 |dy/dx|/ytop= 3.04309 ? 3000 |dy/dx|/ytop= 1.07013 ? 3000 |dy/dx|/ytop= 4.44701 ? 3000 |dy/dx|/ytop= 2.64352 ? 3000 |dy/dx|/ytop= 2.49024 ? 3000 |dy/dx|/ytop= 2.15735 ? 3000 |dy/dx|/ytop=0.364597 ? 3000 |dy/dx|/ytop= 1.89014 ? 3000 |dy/dx|/ytop= 1.32857 ? 3000 |dy/dx|/ytop= 1.11525 ? 3000 |dy/dx|/ytop= 1.01488 ? 3000 |dy/dx|/ytop=0.918456 ? 3000 |dy/dx|/ytop=0.825803 ? 3000 |dy/dx|/ytop=0.421556 ? 3000 |dy/dx|/ytop= 1.41214 ? 3000 |dy/dx|/ytop= 1.45348 ? 3000 |dy/dx|/ytop= 1.52492 ? 3000 |dy/dx|/ytop= 1.1553 ? 3000 |dy/dx|/ytop= 1.84925 ? 3000 |dy/dx|/ytop= 1.84212 ? 3000 |dy/dx|/ytop= 1.94083 ? 3000 |dy/dx|/ytop= 1.99231 ? 3000 |dy/dx|/ytop= 4.94025 ? 3000 |dy/dx|/ytop=0.00670828 ? 3000 |dy/dx|/ytop= 4.88451 ? 3000 |dy/dx|/ytop=0.544058 ? 3000 |dy/dx|/ytop=0.441365 ? 3000 |dy/dx|/ytop=0.267936 ? 3000 |dy/dx|/ytop=0.00974514 ? 3000 |dy/dx|/ytop=0.218474 ? 3000 |dy/dx|/ytop= 1.72543 ? 3000 |dy/dx|/ytop= 1.90011 ? 3000 |dy/dx|/ytop= 2.37614 ? 3000 |dy/dx|/ytop= 2.66723 ? 3000 |dy/dx|/ytop= 4.73647 ? 3000 |dy/dx|/ytop=0.990871 ? 3000 |dy/dx|/ytop= 4.88499 ? 3000 |dy/dx|/ytop=0.933734 ? 3000 |dy/dx|/ytop=0.395305 ? 3000 |dy/dx|/ytop=0.891496 ? 3000 |dy/dx|/ytop= 1.34369 ? 3000 |dy/dx|/ytop= 1.41546 ? 3000 |dy/dx|/ytop= 1.66684 ? 3000 |dy/dx|/ytop= 10.0741 ? 3000 |dy/dx|/ytop=0.999099 ? 3000 |dy/dx|/ytop= 1.48565 ? 3000 |dy/dx|/ytop= 1.37132 ? 3000 |dy/dx|/ytop= 1.31956 ? 3000 |dy/dx|/ytop= 1.27174 ? 3000 |dy/dx|/ytop= 1.2278 ? 3000 |dy/dx|/ytop= 1.18754 ? 3000 |dy/dx|/ytop=0.709412 ? 3000 |dy/dx|/ytop=0.703221 ? 3000 |dy/dx|/ytop=0.697198 ? 3000 |dy/dx|/ytop=0.686366 ? 3000 |dy/dx|/ytop=0.702802 ? 3000 |dy/dx|/ytop=0.658034 ? 3000 |dy/dx|/ytop=0.654192 ? 3000 |dy/dx|/ytop=0.644554 ? 3000 |dy/dx|/ytop=0.639879 ? 3000 |dy/dx|/ytop=0.635295 > D:\git\sphinx\tkProg\source\optimize\optimize_peakfit\peaksearch.py:113: RuntimeWarning: invalid value encountered in scalar divide diff1_ratio = diff1 / ytop
生成されたデータファイル
（データファイルが見つかりませんでした）
生成された画像一覧
（画像ファイルが見つかりませんでした）