Kamil Sedlak
a5e99ed164
1) Constant fraction discriminator added to the analysis of the
optical photon signal.
2) Bug fixes in the optical photon simulation.
3) A few other small improvements.
10015 lines
152 KiB
Plaintext
10015 lines
152 KiB
Plaintext
% This is the file that contains responce function (pulse shape)
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% of a single cell (single photon) detected by G-APD
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% (Hamamatsu MPPC S10362-33-050) measured by Alexey Stoykov in
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% "A time-resolution study with a plastic scintillator read out
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% by a Geiger-mode Avalanche Photodiode", to be published
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% probably in 2011.
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%
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% The data format: % ... comments
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% first column ... time in picosecond
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% (it has to be: 0, 1, 2, ... iPSmax
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% where iPSmax is smaller than 10000)
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% second column ... amplitude of the APD response function
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%
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0 0.00378952
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1 0.00383
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2 0.00388667
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3 0.00394333
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4 0.004
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5 0.00405667
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6 0.00411333
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7 0.00417
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8 0.00422667
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9 0.00428333
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10 0.00434
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11 0.00439667
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12 0.00445333
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13 0.00451
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16 0.00468
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100 0.00943226
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112 0.0101097
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113 0.0101661
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186 0.0151857
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192 0.0157
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193 0.0158
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194 0.0159
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195 0.016
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196 0.0161
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198 0.0163
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199 0.0164
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200 0.0165
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201 0.0166
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202 0.0167
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203 0.0168
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204 0.0169
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205 0.017
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206 0.0171
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207 0.0172
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208 0.0173
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209 0.0174
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210 0.0175
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211 0.0176
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212 0.0177
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213 0.0178
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214 0.0179
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215 0.018
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216 0.0181
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218 0.0183
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219 0.0184
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518 0.0595079
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519 0.0597143
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520 0.0599206
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521 0.060127
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522 0.0603333
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523 0.0605397
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524 0.060746
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525 0.0609524
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526 0.0611587
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527 0.0613651
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528 0.0615714
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529 0.0617778
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530 0.0619841
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532 0.0623968
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533 0.0626032
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534 0.0628095
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535 0.0630159
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536 0.0632222
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537 0.0634286
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538 0.0636349
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539 0.0638413
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540 0.0640476
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541 0.064254
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542 0.0644603
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543 0.0646667
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544 0.064873
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545 0.0650794
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546 0.0652857
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547 0.0654921
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548 0.0656984
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549 0.0659048
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550 0.0661111
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551 0.0663175
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553 0.0667302
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557 0.0675556
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558 0.0677619
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559 0.0679683
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560 0.0681746
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561 0.068381
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562 0.0685873
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563 0.0687937
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564 0.069
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565 0.0692371
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566 0.0694742
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567 0.0697113
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1719 0.631903
|
|
1720 0.6325
|
|
1721 0.633097
|
|
1722 0.633694
|
|
1723 0.63429
|
|
1724 0.634887
|
|
1725 0.635484
|
|
1726 0.636081
|
|
1727 0.636677
|
|
1728 0.637274
|
|
1729 0.637871
|
|
1730 0.638468
|
|
1731 0.639065
|
|
1732 0.639661
|
|
1733 0.640258
|
|
1734 0.640855
|
|
1735 0.641452
|
|
1736 0.642048
|
|
1737 0.642645
|
|
1738 0.643242
|
|
1739 0.643839
|
|
1740 0.644435
|
|
1741 0.645032
|
|
1742 0.645629
|
|
1743 0.646226
|
|
1744 0.646823
|
|
1745 0.647419
|
|
1746 0.648016
|
|
1747 0.648613
|
|
1748 0.64921
|
|
1749 0.649806
|
|
1750 0.650403
|
|
1751 0.651
|
|
1752 0.651571
|
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1753 0.652143
|
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1754 0.652714
|
|
1755 0.653286
|
|
1756 0.653857
|
|
1757 0.654429
|
|
1758 0.655
|
|
1759 0.655571
|
|
1760 0.656143
|
|
1761 0.656714
|
|
1762 0.657286
|
|
1763 0.657857
|
|
1764 0.658429
|
|
1765 0.659
|
|
1766 0.659571
|
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1767 0.660143
|
|
1768 0.660714
|
|
1769 0.661286
|
|
1770 0.661857
|
|
1771 0.662429
|
|
1772 0.663
|
|
1773 0.663571
|
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1774 0.664143
|
|
1775 0.664714
|
|
1776 0.665286
|
|
1777 0.665857
|
|
1778 0.666429
|
|
1779 0.667
|
|
1780 0.667571
|
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1781 0.668143
|
|
1782 0.668714
|
|
1783 0.669286
|
|
1784 0.669857
|
|
1785 0.670429
|
|
1786 0.671
|
|
1787 0.671571
|
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1788 0.672143
|
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1789 0.672714
|
|
1790 0.673286
|
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1791 0.673857
|
|
1792 0.674429
|
|
1793 0.675
|
|
1794 0.675571
|
|
1795 0.676143
|
|
1796 0.676714
|
|
1797 0.677286
|
|
1798 0.677857
|
|
1799 0.678429
|
|
1800 0.679
|
|
1801 0.679571
|
|
1802 0.680143
|
|
1803 0.680714
|
|
1804 0.681286
|
|
1805 0.681857
|
|
1806 0.682429
|
|
1807 0.683
|
|
1808 0.683571
|
|
1809 0.684143
|
|
1810 0.684714
|
|
1811 0.685286
|
|
1812 0.685857
|
|
1813 0.686429
|
|
1814 0.687
|
|
1815 0.687548
|
|
1816 0.688097
|
|
1817 0.688645
|
|
1818 0.689194
|
|
1819 0.689742
|
|
1820 0.69029
|
|
1821 0.690839
|
|
1822 0.691387
|
|
1823 0.691935
|
|
1824 0.692484
|
|
1825 0.693032
|
|
1826 0.693581
|
|
1827 0.694129
|
|
1828 0.694677
|
|
1829 0.695226
|
|
1830 0.695774
|
|
1831 0.696323
|
|
1832 0.696871
|
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1833 0.697419
|
|
1834 0.697968
|
|
1835 0.698516
|
|
1836 0.699065
|
|
1837 0.699613
|
|
1838 0.700161
|
|
1839 0.70071
|
|
1840 0.701258
|
|
1841 0.701806
|
|
1842 0.702355
|
|
1843 0.702903
|
|
1844 0.703452
|
|
1845 0.704
|
|
1846 0.704548
|
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1847 0.705097
|
|
1848 0.705645
|
|
1849 0.706194
|
|
1850 0.706742
|
|
1851 0.70729
|
|
1852 0.707839
|
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1853 0.708387
|
|
1854 0.708935
|
|
1855 0.709484
|
|
1856 0.710032
|
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1857 0.710581
|
|
1858 0.711129
|
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1859 0.711677
|
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1860 0.712226
|
|
1861 0.712774
|
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1862 0.713323
|
|
1863 0.713871
|
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1864 0.714419
|
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1865 0.714968
|
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1866 0.715516
|
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1867 0.716065
|
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1868 0.716613
|
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1869 0.717161
|
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1870 0.71771
|
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1871 0.718258
|
|
1872 0.718806
|
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1873 0.719355
|
|
1874 0.719903
|
|
1875 0.720452
|
|
1876 0.721
|
|
1877 0.72154
|
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1878 0.722079
|
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1879 0.722619
|
|
1880 0.723159
|
|
1881 0.723698
|
|
1882 0.724238
|
|
1883 0.724778
|
|
1884 0.725317
|
|
1885 0.725857
|
|
1886 0.726397
|
|
1887 0.726937
|
|
1888 0.727476
|
|
1889 0.728016
|
|
1890 0.728556
|
|
1891 0.729095
|
|
1892 0.729635
|
|
1893 0.730175
|
|
1894 0.730714
|
|
1895 0.731254
|
|
1896 0.731794
|
|
1897 0.732333
|
|
1898 0.732873
|
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1899 0.733413
|
|
1900 0.733952
|
|
1901 0.734492
|
|
1902 0.735032
|
|
1903 0.735571
|
|
1904 0.736111
|
|
1905 0.736651
|
|
1906 0.73719
|
|
1907 0.73773
|
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1908 0.73827
|
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1909 0.73881
|
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1910 0.739349
|
|
1911 0.739889
|
|
1912 0.740429
|
|
1913 0.740968
|
|
1914 0.741508
|
|
1915 0.742048
|
|
1916 0.742587
|
|
1917 0.743127
|
|
1918 0.743667
|
|
1919 0.744206
|
|
1920 0.744746
|
|
1921 0.745286
|
|
1922 0.745825
|
|
1923 0.746365
|
|
1924 0.746905
|
|
1925 0.747444
|
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1926 0.747984
|
|
1927 0.748524
|
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1928 0.749063
|
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1929 0.749603
|
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1930 0.750143
|
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1931 0.750683
|
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1932 0.751222
|
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1933 0.751762
|
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1934 0.752302
|
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1935 0.752841
|
|
1936 0.753381
|
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1937 0.753921
|
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1938 0.75446
|
|
1939 0.755
|
|
1940 0.755548
|
|
1941 0.756097
|
|
1942 0.756645
|
|
1943 0.757194
|
|
1944 0.757742
|
|
1945 0.75829
|
|
1946 0.758839
|
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1947 0.759387
|
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1948 0.759935
|
|
1949 0.760484
|
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1950 0.761032
|
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1951 0.761581
|
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1952 0.762129
|
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1953 0.762677
|
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1954 0.763226
|
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1955 0.763774
|
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1956 0.764323
|
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1957 0.764871
|
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1958 0.765419
|
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1959 0.765968
|
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1960 0.766516
|
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1961 0.767065
|
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1962 0.767613
|
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1963 0.768161
|
|
1964 0.76871
|
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1965 0.769258
|
|
1966 0.769806
|
|
1967 0.770355
|
|
1968 0.770903
|
|
1969 0.771452
|
|
1970 0.772
|
|
1971 0.772548
|
|
1972 0.773097
|
|
1973 0.773645
|
|
1974 0.774194
|
|
1975 0.774742
|
|
1976 0.77529
|
|
1977 0.775839
|
|
1978 0.776387
|
|
1979 0.776935
|
|
1980 0.777484
|
|
1981 0.778032
|
|
1982 0.778581
|
|
1983 0.779129
|
|
1984 0.779677
|
|
1985 0.780226
|
|
1986 0.780774
|
|
1987 0.781323
|
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1988 0.781871
|
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1989 0.782419
|
|
1990 0.782968
|
|
1991 0.783516
|
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1992 0.784065
|
|
1993 0.784613
|
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1994 0.785161
|
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1995 0.78571
|
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1996 0.786258
|
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1997 0.786806
|
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1998 0.787355
|
|
1999 0.787903
|
|
2000 0.788452
|
|
2001 0.789
|
|
2002 0.789508
|
|
2003 0.790016
|
|
2004 0.790524
|
|
2005 0.791032
|
|
2006 0.79154
|
|
2007 0.792048
|
|
2008 0.792556
|
|
2009 0.793063
|
|
2010 0.793571
|
|
2011 0.794079
|
|
2012 0.794587
|
|
2013 0.795095
|
|
2014 0.795603
|
|
2015 0.796111
|
|
2016 0.796619
|
|
2017 0.797127
|
|
2018 0.797635
|
|
2019 0.798143
|
|
2020 0.798651
|
|
2021 0.799159
|
|
2022 0.799667
|
|
2023 0.800175
|
|
2024 0.800683
|
|
2025 0.80119
|
|
2026 0.801698
|
|
2027 0.802206
|
|
2028 0.802714
|
|
2029 0.803222
|
|
2030 0.80373
|
|
2031 0.804238
|
|
2032 0.804746
|
|
2033 0.805254
|
|
2034 0.805762
|
|
2035 0.80627
|
|
2036 0.806778
|
|
2037 0.807286
|
|
2038 0.807794
|
|
2039 0.808302
|
|
2040 0.80881
|
|
2041 0.809317
|
|
2042 0.809825
|
|
2043 0.810333
|
|
2044 0.810841
|
|
2045 0.811349
|
|
2046 0.811857
|
|
2047 0.812365
|
|
2048 0.812873
|
|
2049 0.813381
|
|
2050 0.813889
|
|
2051 0.814397
|
|
2052 0.814905
|
|
2053 0.815413
|
|
2054 0.815921
|
|
2055 0.816429
|
|
2056 0.816937
|
|
2057 0.817444
|
|
2058 0.817952
|
|
2059 0.81846
|
|
2060 0.818968
|
|
2061 0.819476
|
|
2062 0.819984
|
|
2063 0.820492
|
|
2064 0.821
|
|
2065 0.821532
|
|
2066 0.822065
|
|
2067 0.822597
|
|
2068 0.823129
|
|
2069 0.823661
|
|
2070 0.824194
|
|
2071 0.824726
|
|
2072 0.825258
|
|
2073 0.82579
|
|
2074 0.826323
|
|
2075 0.826855
|
|
2076 0.827387
|
|
2077 0.827919
|
|
2078 0.828452
|
|
2079 0.828984
|
|
2080 0.829516
|
|
2081 0.830048
|
|
2082 0.830581
|
|
2083 0.831113
|
|
2084 0.831645
|
|
2085 0.832177
|
|
2086 0.83271
|
|
2087 0.833242
|
|
2088 0.833774
|
|
2089 0.834306
|
|
2090 0.834839
|
|
2091 0.835371
|
|
2092 0.835903
|
|
2093 0.836435
|
|
2094 0.836968
|
|
2095 0.8375
|
|
2096 0.838032
|
|
2097 0.838565
|
|
2098 0.839097
|
|
2099 0.839629
|
|
2100 0.840161
|
|
2101 0.840694
|
|
2102 0.841226
|
|
2103 0.841758
|
|
2104 0.84229
|
|
2105 0.842823
|
|
2106 0.843355
|
|
2107 0.843887
|
|
2108 0.844419
|
|
2109 0.844952
|
|
2110 0.845484
|
|
2111 0.846016
|
|
2112 0.846548
|
|
2113 0.847081
|
|
2114 0.847613
|
|
2115 0.848145
|
|
2116 0.848677
|
|
2117 0.84921
|
|
2118 0.849742
|
|
2119 0.850274
|
|
2120 0.850806
|
|
2121 0.851339
|
|
2122 0.851871
|
|
2123 0.852403
|
|
2124 0.852935
|
|
2125 0.853468
|
|
2126 0.854
|
|
2127 0.854444
|
|
2128 0.854889
|
|
2129 0.855333
|
|
2130 0.855778
|
|
2131 0.856222
|
|
2132 0.856667
|
|
2133 0.857111
|
|
2134 0.857556
|
|
2135 0.858
|
|
2136 0.858444
|
|
2137 0.858889
|
|
2138 0.859333
|
|
2139 0.859778
|
|
2140 0.860222
|
|
2141 0.860667
|
|
2142 0.861111
|
|
2143 0.861556
|
|
2144 0.862
|
|
2145 0.862444
|
|
2146 0.862889
|
|
2147 0.863333
|
|
2148 0.863778
|
|
2149 0.864222
|
|
2150 0.864667
|
|
2151 0.865111
|
|
2152 0.865556
|
|
2153 0.866
|
|
2154 0.866444
|
|
2155 0.866889
|
|
2156 0.867333
|
|
2157 0.867778
|
|
2158 0.868222
|
|
2159 0.868667
|
|
2160 0.869111
|
|
2161 0.869556
|
|
2162 0.87
|
|
2163 0.870444
|
|
2164 0.870889
|
|
2165 0.871333
|
|
2166 0.871778
|
|
2167 0.872222
|
|
2168 0.872667
|
|
2169 0.873111
|
|
2170 0.873556
|
|
2171 0.874
|
|
2172 0.874444
|
|
2173 0.874889
|
|
2174 0.875333
|
|
2175 0.875778
|
|
2176 0.876222
|
|
2177 0.876667
|
|
2178 0.877111
|
|
2179 0.877556
|
|
2180 0.878
|
|
2181 0.878444
|
|
2182 0.878889
|
|
2183 0.879333
|
|
2184 0.879778
|
|
2185 0.880222
|
|
2186 0.880667
|
|
2187 0.881111
|
|
2188 0.881556
|
|
2189 0.882
|
|
2190 0.882435
|
|
2191 0.882871
|
|
2192 0.883306
|
|
2193 0.883742
|
|
2194 0.884177
|
|
2195 0.884613
|
|
2196 0.885048
|
|
2197 0.885484
|
|
2198 0.885919
|
|
2199 0.886355
|
|
2200 0.88679
|
|
2201 0.887226
|
|
2202 0.887661
|
|
2203 0.888097
|
|
2204 0.888532
|
|
2205 0.888968
|
|
2206 0.889403
|
|
2207 0.889839
|
|
2208 0.890274
|
|
2209 0.89071
|
|
2210 0.891145
|
|
2211 0.891581
|
|
2212 0.892016
|
|
2213 0.892452
|
|
2214 0.892887
|
|
2215 0.893323
|
|
2216 0.893758
|
|
2217 0.894194
|
|
2218 0.894629
|
|
2219 0.895065
|
|
2220 0.8955
|
|
2221 0.895935
|
|
2222 0.896371
|
|
2223 0.896806
|
|
2224 0.897242
|
|
2225 0.897677
|
|
2226 0.898113
|
|
2227 0.898548
|
|
2228 0.898984
|
|
2229 0.899419
|
|
2230 0.899855
|
|
2231 0.90029
|
|
2232 0.900726
|
|
2233 0.901161
|
|
2234 0.901597
|
|
2235 0.902032
|
|
2236 0.902468
|
|
2237 0.902903
|
|
2238 0.903339
|
|
2239 0.903774
|
|
2240 0.90421
|
|
2241 0.904645
|
|
2242 0.905081
|
|
2243 0.905516
|
|
2244 0.905952
|
|
2245 0.906387
|
|
2246 0.906823
|
|
2247 0.907258
|
|
2248 0.907694
|
|
2249 0.908129
|
|
2250 0.908565
|
|
2251 0.909
|
|
2252 0.909317
|
|
2253 0.909635
|
|
2254 0.909952
|
|
2255 0.91027
|
|
2256 0.910587
|
|
2257 0.910905
|
|
2258 0.911222
|
|
2259 0.91154
|
|
2260 0.911857
|
|
2261 0.912175
|
|
2262 0.912492
|
|
2263 0.91281
|
|
2264 0.913127
|
|
2265 0.913444
|
|
2266 0.913762
|
|
2267 0.914079
|
|
2268 0.914397
|
|
2269 0.914714
|
|
2270 0.915032
|
|
2271 0.915349
|
|
2272 0.915667
|
|
2273 0.915984
|
|
2274 0.916302
|
|
2275 0.916619
|
|
2276 0.916937
|
|
2277 0.917254
|
|
2278 0.917571
|
|
2279 0.917889
|
|
2280 0.918206
|
|
2281 0.918524
|
|
2282 0.918841
|
|
2283 0.919159
|
|
2284 0.919476
|
|
2285 0.919794
|
|
2286 0.920111
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9957 0.024518
|
|
9958 0.0245246
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|
9959 0.0245311
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|
9960 0.0245377
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|
9961 0.0245443
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|
9962 0.0245508
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|
9963 0.0245574
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|
9964 0.0245639
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|
9965 0.0245705
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|
9966 0.024577
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|
9967 0.0245836
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|
9968 0.0245902
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|
9969 0.0245967
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|
9970 0.0246033
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|
9971 0.0246098
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|
9972 0.0246164
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|
9973 0.024623
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|
9974 0.0246295
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|
9975 0.0246361
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|
9976 0.0246426
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|
9977 0.0246492
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|
9978 0.0246557
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|
9979 0.0246623
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|
9980 0.0246689
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|
9981 0.0246754
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|
9982 0.024682
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|
9983 0.0246885
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|
9984 0.0246951
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|
9985 0.0247016
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|
9986 0.0247082
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|
9987 0.0247148
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|
9988 0.0247213
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|
9989 0.0247279
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|
9990 0.0247344
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|
9991 0.024741
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|
9992 0.0247475
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|
9993 0.0247541
|
|
9994 0.0247607
|
|
9995 0.0247672
|
|
9996 0.0247738
|
|
9997 0.0247803
|
|
9998 0.0247869
|
|
9999 0.0247934
|
|
10000 0.0248
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