实验报告
学生:陈钦     学号: U202441604      院系:    批阅时间: 2026-5-05 08:34

批阅完成
最后得分:4.529

实验目的和仪器

0.4分

实验原理

1.3分

实验操作步骤

1分

数据处理

1.实验参数与原始数据

光栅常数d (单位:mm)=1/(1)

所测量的谱线级数k=(2)(只填数字,不填符号)

datafill 300 1 iIS1D7YLf0+awFwLvMeekdiE13BUxFSFHVHc5NOgbLU= us0EYr2CEc2kejSriFCqJJ/4d+JfY2+i/p9x29CSXlCMCoqkEjhxy6DeKHMMlvnTNMgN3ymk/1yiHyd4GTIeag== HLLIPGEigCS9uQcpleVWHQ== HLLIPGEigCS9uQcpleVWHQ==

汞灯不同颜色谱线衍射角原始数据表格(该表格数据填写是以XX°YY'表示,例如:35°14')

蓝色谱线:

测量次数 P P´ P P´
1        
2        
3        
table 359°47′ 179°40′ 344°41′ 164°38′ 359°46′ 179°40′ 344°44′ 164°37′ 359°46′ 179°40′ 344°43′ 164°41′ HLLIPGEigCS9uQcpleVWHQ== HLLIPGEigCS9uQcpleVWHQ== HLLIPGEigCS9uQcpleVWHQ== HLLIPGEigCS9uQcpleVWHQ==

绿色谱线:

测量次数 P P´ P P´
1        
2        
3        
table 1°41′ 181°35′ 342°49′ 162°43′ 1°40′ 181°35′ 342°50′ 162°44′ 1°40′ 181°34′ 342°49′ 162°45′ HLLIPGEigCS9uQcpleVWHQ== HLLIPGEigCS9uQcpleVWHQ== HLLIPGEigCS9uQcpleVWHQ== HLLIPGEigCS9uQcpleVWHQ==

黄色谱线I:

测量次数 P P´ P P´
1        
2        
3        
table 2°10′ 182°07′ 342°16′ 162°14′ 2°11′ 182°07′ 342°16′ 162°11′ 2°11′ 182°08′ 342°15′ 162°10′ HLLIPGEigCS9uQcpleVWHQ== HLLIPGEigCS9uQcpleVWHQ== HLLIPGEigCS9uQcpleVWHQ== HLLIPGEigCS9uQcpleVWHQ==

黄色谱线II:

测量次数 P P´ P P´
1        
2        
3        
table 2°15′ 182°10′ 342°15′ 162°10′ 2°14′ 182°10′ 342°14′ 162°08′ 2°15′ 182°09′ 342°15′ 162°09′ HLLIPGEigCS9uQcpleVWHQ== HLLIPGEigCS9uQcpleVWHQ== HLLIPGEigCS9uQcpleVWHQ== HLLIPGEigCS9uQcpleVWHQ==
0.06分

将原始数据表格中的数据以度为单位用小数表示,填写在下列表中。

蓝色谱线:

测量次数 P(°) P′(°) P(°) P′(°)
1        
2        
3        
table 359.7833 179.6667 344.6833 164.6333 359.7667 179.6667 344.7333 164.6167 359.7667 179.6667 344.7167 164.6833 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 kbs8cUEArIzl90tKMNafbYHxVlWcZSPCSNHpyr79Ghet8cA3zN2g8pM9FKB7U4TQaxwCptcELlCLEqij9G39SnL+KuKO9adY8zD9IqZic8HGZd0xaAtW6TswGU5lqPr7QwLI7k6bdO4eE13xWhxhk3G6B50H48YzYcFoQNYnAUrpowUGmkKX6ZxMZI++JeEaKmqhz2NprGygBeCpBa9WL2IkAUfnZEljkF8LoWP+FBENB9tea33L/BvCKpePzqnyEU8MfJix7idLU6clkvRYsYNNCcamYLUUzhTy6NBGZai5Leq8lLW1SYmwWvqK/Us8FOlWVOI3mxS6psfPcRAedSMryC1UQGRdzwFR1woJpoFC1mQ73wolJHUOK/etLVJd Ug6i3lldBqk495UIG3GZJciiHhucHPpIqSficrYaV6wN7wS/cKWZrZFo1EPFnga9Ksa2+scrqQfki1bj/MFCcPOUXp68WrSBfjIznsmsn8ZUXf8EM2gh3DICZVH+Pe0nR4dC5loIH9zw3nG7RHNoBf6dK29KrwsHf8MHJ/rf1wLsTuM2QPGOxEUQ48Jx3Cd+nbnaq5A2Jo3p3AqYKBZVohKe67gtErX3XhZRVv/Qru0LxQ7aAJrdYFGNIelz1nBK
0.04分

测量数据的平均值及其不确定度

  P(°) P′(°) P(°) P′(°)
平均值        
标准不确定度        
table 359.7722 179.6667 344.7111 164.6444 0.0111 0.0096 0.0176 0.0219 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 kbs8cUEArIzl90tKMNafbYHxVlWcZSPCSNHpyr79Ghet8cA3zN2g8pM9FKB7U4TQaxwCptcELlCLEqij9G39SnL+KuKO9adY8zD9IqZic8HGZd0xaAtW6TswGU5lqPr7QwLI7k6bdO4eE13xWhxhk3G6B50H48YzYcFoQNYnAUrpowUGmkKX6ZxMZI++JeEa9z34lXPAGBhsp0G1WJH1O4J7F/lvLgXVXN4BhIoxI8YzkuoVwzR7lEfrJIqvgw7g+Ey51d40T9yoiQUa2D2BXKdBcUTIvsES+hbFZa+s8iSrPL/Z7FszRWjMAYuzKJ6PkrCNtsB/M5RNlX2mxWnODtr0bAU+LtUy+gXlmZzL7Kthg4Nj1rD3OtmEghRDt6cIF/TdK2Zu7ldUxcxojEVwp5ZJejTroJEMeQ+ts/KYcrE+cbEbqboQS9ChFiYmmRKsAFbhSA0yortv6c/4OZEsHfdzdDmKbUNxMpyEV0lizFQ9XI2++Xtc6fNLBuQRcCiz87hibrJk/u1LGClg59d3g1LF4w/yvNqo29G04zjlA2Ag71wJjnUp6cgCiilCzV7HwfIBrQDHiL8Tw8QW0d8J6Uc3ssp54uD4T034yIvPqzq0/4cp09goB1oxqpBOXS1zokFdU6YpEcEQUmEFz0++8zwWR3xxC66dd+TJ0tNcCsW9HkfDBIWeHsQI4Q8jKU4S Ug6i3lldBqk495UIG3GZJciiHhucHPpIqSficrYaV6wN7wS/cKWZrZFo1EPFnga9Ksa2+scrqQfki1bj/MFCcPOUXp68WrSBfjIznsmsn8ZUXf8EM2gh3DICZVH+Pe0nR4dC5loIH9zw3nG7RHNoBf6dK29KrwsHf8MHJ/rf1wLsTuM2QPGOxEUQ48Jx3Cd+nbnaq5A2Jo3p3AqYKBZVohKe67gtErX3XhZRVv/Qru0LxQ7aAJrdYFGNIelz1nBK
0.06分

绿色谱线:

测量次数 P(°) P′(°) P(°) P′(°)
1        
2        
3        
table 1.6833 181.5833 342.8167 162.7167 1.6667 181.5833 342.8333 162.7333 1.6667 181.5667 342.8167 162.7500 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 kbs8cUEArIzl90tKMNafbYHxVlWcZSPCSNHpyr79Ghet8cA3zN2g8pM9FKB7U4TQaxwCptcELlCLEqij9G39SnL+KuKO9adY8zD9IqZic8HGZd0xaAtW6TswGU5lqPr7QwLI7k6bdO4eE13xWhxhk3G6B50H48YzYcFoQNYnAUrpowUGmkKX6ZxMZI++JeEaKmqhz2NprGygBeCpBa9WL2IkAUfnZEljkF8LoWP+FBENB9tea33L/BvCKpePzqnyEU8MfJix7idLU6clkvRYsdAKuXua0RIb72+aP40qv0sUMM4IAZRL48I4oikRqFxDtcLGqFifOFDARxpupoYG0Mt8QRFrz0hFfMgIBVPULUCsoqHD6hgM7L+4yrmqr9Ao Ug6i3lldBqk495UIG3GZJciiHhucHPpIqSficrYaV6wN7wS/cKWZrZFo1EPFnga9Ksa2+scrqQfki1bj/MFCcPOUXp68WrSBfjIznsmsn8ZUXf8EM2gh3DICZVH+Pe0nR4dC5loIH9zw3nG7RHNoBf6dK29KrwsHf8MHJ/rf1wLsTuM2QPGOxEUQ48Jx3Cd+nbnaq5A2Jo3p3AqYKBZVohKe67gtErX3XhZRVv/Qru2LHoc3gOjzA/qY5LBmVc1C
0.04分

测量数据的平均值及其不确定度

  P(°) P′(°) P(°) P′(°)
平均值        
标准不确定度        
table 1.6722 181.5778 342.8222 162.7333 0.0111 0.0107 0.0107 0.0118 TtDFN7j8gKdJw6ZT+oEdw8FdxgRlJS5yOAMFBlAIDEckiAWBG/oBxWq4/Jd6/L4R9hn3bs9NZGLOAdkYYmiEUUQmBUbZpguhJuQ5BO8OHHplxdZkBuagVffduUlygcrNTh4rDPZJitbqXhw57SQBo7XsDPZcKw5BtJcdAr9xxyvm3leA2z4vp9S/X2RU/Nv+bH0V5TzdxLgEShsyaFIPbYjve1z2WEQ+cA0QS4nAGU1Ma8cn+R+qNkD1Rsrd9cC0ammSQN5jN0PTatSui8tVxAlGNnD/s8UTfzBicXaC+bZQvWj1glqb8BlmPymvRpQiOSnWuJ2Qxns1Qr9SRsm2Vdv8SlBXBTVJ/YmqZmdYJzWC9Km+sQgI5/kk93BLMJlWedBL7SYU1xn3ZKi5MsuZizgaGh13M7BmmUqf1kZjMt1zhOlxFwuZZ8ebHZVtukUuWOxK9KkLj0idSFYGvGCMOdVpMdCxRUmTyUIpXdNyzO05Jyyx01xVLqB3X/0c2Z44WITMHq5ENXTarOJ9YR5D/Zz9LHEvnqLqDhnQUGM0X3VkEkmQCxlheVB9rYLYGqPMb0JiS1nZ+iCmA0JA7+fiH8xPZH5XbNDcAo6cxhaDBr58iFLZWW8IvJymotkvwFzYL6J/O92oar1OMT4X9W3Vcya9UxFH7kUlI/NfRaj7afgL+CM9B27Bk12F5i7IsV+c6Ebj72c/6q3vKK/jH4py4IWWAGF7eScUcbPEYT6dlAYVRD2GVBidU8fYjO1/uJHXd7gDqb24hzSvLrrwY+45SmjDbbvgc4z/Iv8NbrsrL/Kv9fl7+zShFRwcZsXH4RExt65fuAakmd60hmDsqrU/9ZXWFvApx/G98pZqlVpFfB1Iwhu/KdYtwDdSehpJd4vQzhEvtkBaS8ghX/ivcV23UmJqpeAqSZB55fhRm325sQAWTt2IgmsRxmQFk5QjBJQxgh46FtVG6F/Lc1Bo8na5jqzqJhcAyLclBKCEN70d6JAG7A3hvBUUzDM1OWIBRTf3kMIVc/o0NJtMFDCCWBcInwUhgVIEpfmD8elL+hvhhNKoAD3WiEXz5Y0y27mie+N2xgT9c2yqUusfsN2ZJJpbtgLorvOUJRmGUOguNboGispdsOxVeGFIBSUGmRSoYPNP 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 Ug6i3lldBqk495UIG3GZJciiHhucHPpIqSficrYaV6wN7wS/cKWZrZFo1EPFnga9Ksa2+scrqQfki1bj/MFCcPOUXp68WrSBfjIznsmsn8ZUXf8EM2gh3DICZVH+Pe0nR4dC5loIH9zw3nG7RHNoBf6dK29KrwsHf8MHJ/rf1wLsTuM2QPGOxEUQ48Jx3Cd+nbnaq5A2Jo3p3AqYKBZVohKe67gtErX3XhZRVv/Qru0LxQ7aAJrdYFGNIelz1nBK
0.06分

黄色谱线I:

测量次数 P(°) P′(°) P(°) P′(°)
1        
2        
3        
table 2.1667 182.1167 342.2667 162.2333 2.1833 182.1167 342.2667 162.1833 2.1833 182.1333 342.2500 162.1667 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 kbs8cUEArIzl90tKMNafbYHxVlWcZSPCSNHpyr79Ghet8cA3zN2g8pM9FKB7U4TQaxwCptcELlCLEqij9G39SnL+KuKO9adY8zD9IqZic8HGZd0xaAtW6TswGU5lqPr7QwLI7k6bdO4eE13xWhxhk3G6B50H48YzYcFoQNYnAUrpowUGmkKX6ZxMZI++JeEaKmqhz2NprGygBeCpBa9WL2IkAUfnZEljkF8LoWP+FBENB9tea33L/BvCKpePzqnyEU8MfJix7idLU6clkvRYsYNNCcamYLUUzhTy6NBGZai5Leq8lLW1SYmwWvqK/Us8FOlWVOI3mxS6psfPcRAedSMryC1UQGRdzwFR1woJpoG5k/KR5xLpD9PKv81u3iiI Ug6i3lldBqk495UIG3GZJciiHhucHPpIqSficrYaV6wN7wS/cKWZrZFo1EPFnga9Ksa2+scrqQfki1bj/MFCcPOUXp68WrSBfjIznsmsn8ZUXf8EM2gh3DICZVH+Pe0nR4dC5loIH9zw3nG7RHNoBf6dK29KrwsHf8MHJ/rf1wLsTuM2QPGOxEUQ48Jx3Cd+nbnaq5A2Jo3p3AqYKBZVohKe67gtErX3XhZRVv/Qru0LxQ7aAJrdYFGNIelz1nBK
0.04分

测量数据的平均值及其不确定度

  P(°) P′(°) P(°) P′(°)
平均值        
标准不确定度        
table 2.1778 182.1222 342.2611 162.1944 0.0111 0.0107 0.0107 0.0190 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 xBpzc74oGYhpzMY8pGcK1GaA0Qsww2hGm9UyuoectzRer/7phcdr/mlNPp90pDeYRGQc0rPjb1X7kQfaEuRRjahlmTyDubSp19NoZe31BArZ9lMlgORcTNGgt2Utu4ifa12lct8yr2ya+XOwhhydsJFpG2tzLrTXBfJqN+lVCXEpfDSZBlWP3G9P1w5bGNSJziEcZrmBUNDKMP/jAGVz/hA2Mp8VEjTLaROwqzsAUR3uBCd831nlao6xCmJGwQ+0DW3Bj6NH7m7JhfuhEJUH/kj+M0lZPoibAlv5P2bVVabEIxXKVfJAmo2jMP8MA7VFpDsel5XbEu5rFkM9Fbwgppt5f8+X1rUuJYFgDPmZeLV59UeNKYnQpiNsxZQOowqblsmNPAjci1OWXxuvVQ4V+QCHBkUVm5vRdY7ClIbmGjobzN73djP0dLgYFv1Bt7LSP0wpiGFn0PXiHJpVJ2b9r7xn/0ip0tVUUDUVIGu6L9Z+DVYd57y5L/qPK2WP+ilqwC3HJN+SCJZFSK4iFCW+HEMDGKCnRJ3LfErmq1xmtsDyWV9I+FNsfeuD1YaCV2FLms6Dhj3ynd1T6WNX/OmhAJS6Am/DGnUUZ1uscdrl0TOanN+oucp3X/ZQopsgyD6CZs+t+IULfLwv7ojyMvrx0AxCXA9IWfiVp0BPAKr7p0YOFyzm00wevpJHkLQ3cPBzgW1VlkynC+Wz0TDNG6QG7Cfsa9YsDSLRKe77HgL7vTPiyBQIxxZZRWlpttMREUTj/d+UjejgV/zf/SUEcaJWHcPfDo6KU5uqlJ+G0X3HZECuKmQapwtyPtfbDL3Q4lEoY6dHycOi8NAnbqkRK5NaRoON/T+x8yIxPoSp+XcHhbw0SlrjNOQ50s5VO7xnDBbHkd+V6rZH9PW9B33TQT3/0yDR6a6oUZ9osLl6ZMaONY0f07iJSaLWKnxgm8YnqJUKngJZMyjaA/K7zud8gBIeNanBDJxGqIh2/D8ZB43NIdp3/zlS3kYpq77826r8Hu8A+sYSox5bA2VOPLk19PjrYmcq2xJIwGtRJBlFi1gdLHuKFSoumiJKfdvRLiHpzLDur2ZR9s5WxOIchDzHmTjSV5Mlf2BgxjIEOdpzgogqgNaNi4mOyiKlXCjv0kU6aWrVAtXrmIb9G19MR2bEW7c1t3a1bTQgLn4ydQ9EPswumuZEM4mTFq1+fg+MT3O08GkwKqbHl/v2O1+6n1BfreI8iKYTaJgMiv0Lg/zZj+t2owzXEf4vjFyDryjk4/Px8Sru40pweipoWYW1jPS7z1a3D27Yx+ibMcdYtSb4dyB9sAXRxyu2SZ8DTvT8OP8ksAkrhou5KOcrRH4JhOuvp72ZoE2X2euOKMVvCmxhDBEBROvvLUdiiYjmkxSt9f8ngj5oSIslcRPRcf7/5x0/25fu2jqWlyIANyZg+yfN0hvhihTeKp1+tWOIExKFGlNyRwnkbFKaC9oY1ELfuPRQRSxDfu1vhak1Zw395VecLSmvoqcbB99Y81ZCr7PFwgRj24jVv8r6TOXkBzXJJyYTKBkb4FnOrGoCL4ncKt5DGbhATLhQ9YQXsGB/BRIa7xhgHxvkDRebF5IjKjA9ytRu1HLN+5WosAwy2pTMmc+wPMurwhfD1L9mSDS+FF9ZwqJPSdza4AxfartL4sTojP74xk6ieuafEZPizeNkdcBgxE2zLL9SjhtTRDHrj3h9HM1fOId9vHf1sz8Kt9ujUUUokEG/AkaKmnujVq8atNigW/7XXYHoU2nl+tcLtMuDJONqozmFjPG2KB2+F1puulKBU6lofLNpXe9pzIHk2eqmhP9LDWGq8HdJHA5xiqWvx06khrL4q674JsPFb7WDk1lt0UOayhzgqWC+g1/8yFyKlFSwpqXCKsLBDhI10mIoTJY9Z1F+BffOpBo9P5mORWbfItYH/AskRdmNWzVTuRWqbDBKyMYDSHnwlJoIXzPL4y22CCe1D4kMjbIlwNZZty9X2yAZ8SImKUde92LEQTVI+GwhKfHhp7l8XxVU774joD9wI2EoYqG6rFIS8bkY+OKKUIM9MguCS1TXOSwf9hY4QMp5Dz8BJMgcUWCBzrzA7gBfv4dlSLLUnGp8lbsLVg+lLqXRYFnfeXgDcZesbLY9Drax1/RR8a9tntN74n2fDPfdv3Npy5d5io2d/CklWcyfhOB7D0W2aVjRsZhbD4heUKoYHI6xyWqtoLEMgCvsDvJ0kP3L4g4H9Wngpl3RDN6nYgOKgqhER68yE33h8wb4oq1HI52YLRHh8OnN8vBibl+rbVuubiacrUAh4YrEbE0L5yWCfuhdUbw91xIQRtOqkdIuDE7g7xYe3XCo5Oao3Zwjc3qewymdYSp/Mz67KK5m3o7UVlAW0uJyOJydjkQlesdJtBVZxNBHr5BrCGMFKRF8q/4DiLNAzeWdtgkT6D23RCfhJVMzzNG4lx/XZdflvWeJm+RhH+iZ1GIXpOaeoRMlihk8Jrjt5i1RpIZvCtXyNd2eOtU8Ouj/Xip8yFXjivc2tQBCv2V6G1psu7Evzr7awZnHjoc4ySGW526JxSjcBi14VU++63Itq2RFZgnvQP+JrylaX6eI2HybJIqWGW8uW+f6nxoI+bzzWbWRxAjDxeb4VqLrLg4q1CWym4hcdoN0OQNZ3GFeWr9mzFw/wX1wWzHQTV1olbdmeG5kqhv7zDpZj4bAsv9/n6vbwk0WZ2SvGNL6tzG8+tWDMhgeixtzDR+K2oRRma9jDMFQ87Y3wwNBjGlBkDvtjHdo/02ghZE5UPGc7I6dzlzl2hhnW1Y1Y+exq+OLutgHbjSJCtzKnH9za6vK7wPW0y7Fs8UV2xTmM7FARfrBYeDe2JUUB5LuTiaU9VvjiZavN2m/AuZfn8uDKcaErI5DOFKhk+L+MR3uySQJoUWUAGdyqRvdgx6fUSXM67v2UpdsVHqIYFbW67MRvXRYKAamaGft6cpn5amJAqqo/yUcYZW3ULRVE9T8Ht9Mlr61ToOL5fmgEegXeJLZvd9hFJ77wC6OlfwbnPizxcTivHdYQYrXDzm3NpGvBKvZxAxlqoBKilossqYdYuebfrA/up1bwF+zSitUKvCevQPZ8CLNsAgNGv5SGT8Nr9oZrY7Kx5IWiR/6SjTgKeNne3ZDDNPfkzLvXirp4VAfMQc3zrsGhI1jaW72ElOoYO17eyyOPrNdfJSscTbxrFD+0r0GuibhRLgPfE6Wu10DZS+20PZ90/mnDMvPnKXtwr14lu5aeQRfoZ25McvUK/IYsz7Eqd4+QJxIm5VEgQ0tHFegMsbSkXAwMuBn3w67T6vwtlByHGj5Og2AGD4Dzri116SeQYV710vIRGhCQmFDgf+sJW9UCNRH868nEYyJ9CNmTeORyCw09KneLnnwYiAZLb+8aK/4OUxJsERu9QXLDlqtlydfgKGcx/1eB/367VeON5Xj0+BMm1u48lzGJnbmvQbpzDvr0EQajTfPs1LUkn9BNuWGYZxF9BiIT2FpvW1xDMVoY0GecxVnH9O5fNgSsysU1ZZDywouU8mRzs3bZezP4vhEKwWaWVX7p1BPKtLuV6VF5pJJHrs7PY/Fb/Bj7nYg9tWBoRJJ8nZGNvMpxhY4FLZ9cq883RhybofussVght0ri2lm3K6EqYmwOOxFu7ncZRmRJd2oCBlnAuNR/dhDxnOKYjKsKWlDeoXDA/kfX36q/eZaiRGwZhJEHDWyO9jxGJSiMjdlFykm4No42PMBzjKgTyscKbsacXzAhMfVkSsMUD9RzKKC20PQQEN4EXHZcUHeTtC8ow8TLIpPhenIZNZI6XMoY+TqIXK1JHsDzySjejAR/816wCMLWqD4IdRE3e/gDtwWfgYr2Rtf8tj9tuwAdwKDcgl3uzccPlj66XMiTR9kkotwqv+nbJ/UBIP85pjk6S8bXVUjf+e3DmEaqrq48xC5QDDVX3r37tzpvIcrQe92VyVQDVdOJWSdaImlANcpqNJx7V77cupzFE2a5tjzpBROExMIrBqxKZ/N3sjndNO7bDMY63+1MAMaMmsWgsHbwYlXvbNVVDXeARAZL1g/utv0FIQn6BRairPURWzYo+yTt3wrLDtBLjac+5YYV6qXHnNajqduc1ZgaX0= 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 Ug6i3lldBqk495UIG3GZJciiHhucHPpIqSficrYaV6wN7wS/cKWZrZFo1EPFnga9Ksa2+scrqQfki1bj/MFCcPOUXp68WrSBfjIznsmsn8ZUXf8EM2gh3DICZVH+Pe0nR4dC5loIH9zw3nG7RHNoBf6dK29KrwsHf8MHJ/rf1wLsTuM2QPGOxEUQ48Jx3Cd+nbnaq5A2Jo3p3AqYKBZVohKe67gtErX3XhZRVv/Qru2LHoc3gOjzA/qY5LBmVc1C
0.06分

黄色谱线II:

测量次数 P(°) P′(°) P(°) P′(°)
1        
2        
3        
table 2.2500 182.1667 342.2500 162.1667 2.2333 182.1667 342.2333 162.1333 2.2500 182.1500 342.2500 162.1500 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 kbs8cUEArIzl90tKMNafbYHxVlWcZSPCSNHpyr79Ghet8cA3zN2g8pM9FKB7U4TQaxwCptcELlCLEqij9G39SnL+KuKO9adY8zD9IqZic8HGZd0xaAtW6TswGU5lqPr7QwLI7k6bdO4eE13xWhxhk3G6B50H48YzYcFoQNYnAUrpowUGmkKX6ZxMZI++JeEaKmqhz2NprGygBeCpBa9WL2IkAUfnZEljkF8LoWP+FBENB9tea33L/BvCKpePzqnyEU8MfJix7idLU6clkvRYsdAKuXua0RIb72+aP40qv0sUMM4IAZRL48I4oikRqFxDtcLGqFifOFDARxpupoYG0Mt8QRFrz0hFfMgIBVPULUCsoqHD6hgM7L+4yrmqr9Ao Ug6i3lldBqk495UIG3GZJciiHhucHPpIqSficrYaV6wN7wS/cKWZrZFo1EPFnga9Ksa2+scrqQfki1bj/MFCcPOUXp68WrSBfjIznsmsn8ZUXf8EM2gh3DICZVH+Pe0nR4dC5loIH9zw3nG7RHNoBf6dK29KrwsHf8MHJ/rf1wLsTuM2QPGOxEUQ48Jx3Cd+nbnaq5A2Jo3p3AqYKBZVohKe67gtErX3XhZRVv/Qru0LxQ7aAJrdYFGNIelz1nBK
0.04分

测量数据的平均值及其不确定度

  P(°) P′(°) P(°) P′(°)
平均值        
标准不确定度        
table 2.2444 182.1611 342.2444 162.·1500 0.0111 0.0107 0.0107 0.0126 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 Ug6i3lldBqk495UIG3GZJciiHhucHPpIqSficrYaV6wN7wS/cKWZrZFo1EPFnga9Ksa2+scrqQfki1bj/MFCcPOUXp68WrSBfjIznsmsn8ZUXf8EM2gh3DICZVH+Pe0nR4dC5loIH9zw3nG7RHNoBf6dK29KrwsHf8MHJ/rf1wLsTuM2QPGOxEUQ48Jx3Cd+nbnaq5A2Jo3p3AqYKBZVohKe67gtErX3XhZRVv/Qru2LHoc3gOjzA/qY5LBmVc1C

2.衍射角的计算

0.05分

蓝色光的一级衍射角=(1)°

datafill 7.5209 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 kbs8cUEArIzl90tKMNafbYHxVlWcZSPCSNHpyr79Ghet8cA3zN2g8pM9FKB7U4TQaxwCptcELlCLEqij9G39SnL+KuKO9adY8zD9IqZic8HGZd0xaAtW6TswGU5lqPr7QwLI7k6bdO4eE13xWhxhk3G6B50H48YzYcFoQNYnAUrpowUGmkKX6ZxMZI++JeEa69cI39Rh91BVxGfG1bAo0kL3bR0itsClzXAKZg2bAhv5AB6sPRQ2GnoiUoqXa1lNnBRARN3d0jTFp6gj/rabrq9MxduHCq261PAOsrXbkuVDn765EMcALkgpyWRRhJDbv2ytLwrcN/6foktk/tnZRAvZ8oyf32hRV6gkKADq6XReqb+IfHHHZ/MWp9sulOJWetqhiqcnRwyA/3PooRAVOKNSueRGVY2YhsFHCDN+49liiaptYd6eMveFdAQ4CTP3fhMSdwg6eIFWjyX78F84eg== Ug6i3lldBqk495UIG3GZJciiHhucHPpIqSficrYaV6wN7wS/cKWZrZFo1EPFnga9Ksa2+scrqQfki1bj/MFCcPOUXp68WrSBfjIznsmsn8ZUXf8EM2gh3DICZVH+Pe0nR4dC5loIH9zw3nG7RHNoBf6dK29KrwsHf8MHJ/rf1wLsTuM2QPGOxEUQ48Jx3Cd+nbnaq5A2Jo3p3AqYKBZVohKe67gtErX3XhZRVv/Qru0LxQ7aAJrdYFGNIelz1nBK
0.1分

蓝色光的一级衍射角的标准不确定度:=(1)°

datafill 0.0079 TtDFN7j8gKdJw6ZT+oEdw1gfMMroFOwaQUgIyTNHmQrCM1v7ZLbYbdWYzPc0WMYbcPy+k7HhGl/nkLsvBN5UN4dS3oIHp4S/fIDSlgqI6jZCA2/Q299cqo1WP8Kc2amhSRBx2VredVZc91c0gCQ8VvstXff/17UQ3EME38yqq9Eyu92rdeXjyzbsamsiSEbDrQJse3Q05c1JvINEDthTlpcRmniTxvquq0J4whve+3A/UwNTe+h0ngFPz7zXrUkZk5sIICdElQNzwAG7IHKJsPIGgUAr/EMyhDMCOsGifGF80VVrAQfr4scsCFlcGjpN5Ej35+g1Ri2NG/EGm7qerUjP0cqoqTzAkUvxmLfTnLrGgloQFUoU0Pm+BzSehSR/vHn6JXDCztOnz27zQJS6ow== nSvZoqxgHipT88kt4fm8aXHaAY3XBjwA/8z6UE4NG4iManPiGBjJr2kJZMDLCGsCXZM7Y1GqcXx4jJVW+Sxmw2bVjo5oBglysLVzNNXWy8LbGdi3O7PCJHauTlAKzLLQnkEJN6FOUOp4PN67+EvDvHXy1TR9odkH/btMEbUmDN1hpjdGrbgkjMH2ULbRbrfGcEKaflluu43/sFLjdnNwBIrrh98mOHhQMzKZV241lOiom+H7dtIBLfMmv2KAMFkl+stcpM4hBt8CVZm7ZWm6Tim8+fX/bVK+DUO8MJw+PvqznWsoFsnavucXRvWK0lB4v1ZzEREYHGdATznF5Tb8bpy0RkSAWQ3K/XrJA006dgqGgYhPTN2ct4lU32IWRbNvFKdLTkUMSVsYrKbXm+GdXZdSH3g1eaCVTYB4GtNptJqENkDAn95J4Gx18ou86AOY+5a/GpgEsJrxPzDVevkZiavAYlwKfU5+jEAXm3Tb/XskpQ/g2+5Jw5EwwEVYnYDq/Qy8Cn6f0Bp3mooiLME2DqSya1ZS+k+dVUZdDNZ+mp1+B3yohMtf2s+CjmQ0w+uL47ksRFHyKZEZ3bvjrEZJ6AWiefow7Wf/h/T/yadWIScv4d5m5vgPeML5vdie7B+9rQlJbo1mkWe3GxaI6TEMXMKREmrkkhhP7t76EiIB5J/WY4r5vZKti/LtckybgAwYt2RoZ92Jp3+pLvDqwD63txmIQ412BiC/nYUbuXXVLgYfOdjpkEHLhgQjFgbfhyuSxDYbVuT1og+mchihH0U6/ir5C68KR8oAm6f5+FoTP4Q= kbs8cUEArIzl90tKMNafbYHxVlWcZSPCSNHpyr79Ghet8cA3zN2g8pM9FKB7U4TQaxwCptcELlCLEqij9G39SnL+KuKO9adY8zD9IqZic8HGZd0xaAtW6TswGU5lqPr7QwLI7k6bdO4eE13xWhxhk3G6B50H48YzYcFoQNYnAUrpowUGmkKX6ZxMZI++JeEa69cI39Rh91BVxGfG1bAo0kL3bR0itsClzXAKZg2bAhv5AB6sPRQ2GnoiUoqXa1lNnBRARN3d0jTFp6gj/rabrjJHY8MDB2U4KTTXMMYRlzzYoaKaMkOugGNfsFNen2hY6kEjGxPeyzgjsu8MiA1jPa2nfJY3iugAh0g3uq9TWBvZ01eUEWo66B6fxdbMNx2cs8PBz9gGDfF6mwy6YNHAuWxHF94c9BiYKG2KPXY8tIvAShdL3CLTVZ32bIsNCldd Ug6i3lldBqk495UIG3GZJciiHhucHPpIqSficrYaV6wN7wS/cKWZrZFo1EPFnga9Ksa2+scrqQfki1bj/MFCcPOUXp68WrSBfjIznsmsn8ZUXf8EM2gh3DICZVH+Pe0nR4dC5loIH9zw3nG7RHNoBf6dK29KrwsHf8MHJ/rf1wLsTuM2QPGOxEUQ48Jx3Cd+nbnaq5A2Jo3p3AqYKBZVohKe67gtErX3XhZRVv/Qru0LxQ7aAJrdYFGNIelz1nBK
0.05分

绿色光的一级衍射角=(1)°

datafill 9.4236 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 kbs8cUEArIzl90tKMNafbYHxVlWcZSPCSNHpyr79Ghet8cA3zN2g8pM9FKB7U4TQaxwCptcELlCLEqij9G39SnL+KuKO9adY8zD9IqZic8HGZd0xaAtW6TswGU5lqPr7QwLI7k6bdO4eE13xWhxhk3G6B50H48YzYcFoQNYnAUrpowUGmkKX6ZxMZI++JeEa69cI39Rh91BVxGfG1bAo0kL3bR0itsClzXAKZg2bAhv5AB6sPRQ2GnoiUoqXa1lNnBRARN3d0jTFp6gj/rabrq9MxduHCq261PAOsrXbkuVDn765EMcALkgpyWRRhJDbv2ytLwrcN/6foktk/tnZRAvZ8oyf32hRV6gkKADq6XReqb+IfHHHZ/MWp9sulOJWetqhiqcnRwyA/3PooRAVOKNSueRGVY2YhsFHCDN+49liiaptYd6eMveFdAQ4CTP3487LIwK3shAosNRSL8LoHw== Ug6i3lldBqk495UIG3GZJciiHhucHPpIqSficrYaV6wN7wS/cKWZrZFo1EPFnga9Ksa2+scrqQfki1bj/MFCcPOUXp68WrSBfjIznsmsn8ZUXf8EM2gh3DICZVH+Pe0nR4dC5loIH9zw3nG7RHNoBf6dK29KrwsHf8MHJ/rf1wLsTuM2QPGOxEUQ48Jx3Cd+nbnaq5A2Jo3p3AqYKBZVohKe67gtErX3XhZRVv/Qru0LxQ7aAJrdYFGNIelz1nBK
0.1分

绿色光的一级衍射角的标准不确定度:=(1)°

datafill 0.0055 TtDFN7j8gKdJw6ZT+oEdw5IaRthvx4yuwqlLBgO3h14Pvc1sjqydZb6PYOy1QDyE793ESLU1oi08MJ8l2leO3+yMWxABQHBC5CkTjDtd3ksyLvQKZuzn87MkeYK1ybV6n91iOSp1Do90hFzdZCLwl+seQg8v8KDGj9W1KGKWF45UxtICThEcKiHLZAZ+U/fXZNWbmTG1Y4Q8WaZZ7ibwJ4mabeZzZF0pdYbeMLj+gX5ZNCOPRglL/Xf1unYEEwU9zZ1FupzrY5MDDuY/K99VBy4v/6IzMQp4PUBcYA5bA28kIv9nuP/BX98kBp3D8Dut1AhDUQvBeX3zmUpCorY2BU+4I+JFc+fYYQIApo4TMKejHk2UCUCZNgSTUqkNUJMQehQpu8ukR1/ul7XOXPqrvg== 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 kbs8cUEArIzl90tKMNafbYHxVlWcZSPCSNHpyr79Ghet8cA3zN2g8pM9FKB7U4TQaxwCptcELlCLEqij9G39SnL+KuKO9adY8zD9IqZic8HGZd0xaAtW6TswGU5lqPr7QwLI7k6bdO4eE13xWhxhk3G6B50H48YzYcFoQNYnAUrpowUGmkKX6ZxMZI++JeEa69cI39Rh91BVxGfG1bAo0kL3bR0itsClzXAKZg2bAhv5AB6sPRQ2GnoiUoqXa1lNnBRARN3d0jTFp6gj/rabrjJHY8MDB2U4KTTXMMYRlzzYoaKaMkOugGNfsFNen2hY6kEjGxPeyzgjsu8MiA1jPa2nfJY3iugAh0g3uq9TWBvZ01eUEWo66B6fxdbMNx2cs8PBz9gGDfF6mwy6YNHAuWxHF94c9BiYKG2KPXY8tIvAShdL3CLTVZ32bIsNCldd Ug6i3lldBqk495UIG3GZJciiHhucHPpIqSficrYaV6wN7wS/cKWZrZFo1EPFnga9Ksa2+scrqQfki1bj/MFCcPOUXp68WrSBfjIznsmsn8ZUXf8EM2gh3DICZVH+Pe0nR4dC5loIH9zw3nG7RHNoBf6dK29KrwsHf8MHJ/rf1wLsTuM2QPGOxEUQ48Jx3Cd+nbnaq5A2Jo3p3AqYKBZVohKe67gtErX3XhZRVv/Qru0LxQ7aAJrdYFGNIelz1nBK
0.05分

黄色I光的一级衍射角=(1)°

datafill 9.9611 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 kbs8cUEArIzl90tKMNafbYHxVlWcZSPCSNHpyr79Ghet8cA3zN2g8pM9FKB7U4TQaxwCptcELlCLEqij9G39SnL+KuKO9adY8zD9IqZic8HGZd0xaAtW6TswGU5lqPr7QwLI7k6bdO4eE13xWhxhk3G6B50H48YzYcFoQNYnAUrpowUGmkKX6ZxMZI++JeEa69cI39Rh91BVxGfG1bAo0kL3bR0itsClzXAKZg2bAhv5AB6sPRQ2GnoiUoqXa1lNnBRARN3d0jTFp6gj/rabrq9MxduHCq261PAOsrXbkuVDn765EMcALkgpyWRRhJDbv2ytLwrcN/6foktk/tnZRAvZ8oyf32hRV6gkKADq6XReqb+IfHHHZ/MWp9sulOJWetqhiqcnRwyA/3PooRAVOKNSueRGVY2YhsFHCDN+49liiaptYd6eMveFdAQ4CTP3487LIwK3shAosNRSL8LoHw== Ug6i3lldBqk495UIG3GZJciiHhucHPpIqSficrYaV6wN7wS/cKWZrZFo1EPFnga9Ksa2+scrqQfki1bj/MFCcPOUXp68WrSBfjIznsmsn8ZUXf8EM2gh3DICZVH+Pe0nR4dC5loIH9zw3nG7RHNoBf6dK29KrwsHf8MHJ/rf1wLsTuM2QPGOxEUQ48Jx3Cd+nbnaq5A2Jo3p3AqYKBZVohKe67gtErX3XhZRVv/Qru0LxQ7aAJrdYFGNIelz1nBK
0.1分

黄色I光的一级衍射角的标准不确定度:=(1)°

datafill 0.0067 TtDFN7j8gKdJw6ZT+oEdw8ACOExw7gN56vv/2htOm1pU8k/KLxBzI1346KnjVBbXijfTTwN5k4siPsCUPu8TlYKjSLNbSrULhh7aXR+EvOkyGaslkNZMwq5MsmWxxzZKmzcsjWtk9lV19m4zf+usIDuLId/daRwsm/A7bNZR1SoVVb25/nCjkgLEk3VjngmNrtCK4Cl0cdPE7qcNwQBrB37oXyABr3tIMuJabUdkBMsE7+4bquJxGxhZ9twOk1nwRIWxByXpTWBWaGHESepqJmaNCFUuQCy1vzP3FWpSmwWYnEzrCOYRM3mUwEKyMO+PNiEleCPqIGS8LPYrW1vcg7hhpVzLfW+ORAfiMhF56CZmi/iOGTYzSiim3c96uEY4vAqIJmq9nWOtgH2gOuJ47w== 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 kbs8cUEArIzl90tKMNafbYHxVlWcZSPCSNHpyr79Ghet8cA3zN2g8pM9FKB7U4TQaxwCptcELlCLEqij9G39SnL+KuKO9adY8zD9IqZic8HGZd0xaAtW6TswGU5lqPr7QwLI7k6bdO4eE13xWhxhk3G6B50H48YzYcFoQNYnAUrpowUGmkKX6ZxMZI++JeEa69cI39Rh91BVxGfG1bAo0kL3bR0itsClzXAKZg2bAhv5AB6sPRQ2GnoiUoqXa1lNnBRARN3d0jTFp6gj/rabrjJHY8MDB2U4KTTXMMYRlzzYoaKaMkOugGNfsFNen2hY6kEjGxPeyzgjsu8MiA1jPa2nfJY3iugAh0g3uq9TWBvZ01eUEWo66B6fxdbMNx2cs8PBz9gGDfF6mwy6YNHAuWxHF94c9BiYKG2KPXY8tIvAShdL3CLTVZ32bIsNCldd Ug6i3lldBqk495UIG3GZJciiHhucHPpIqSficrYaV6wN7wS/cKWZrZFo1EPFnga9Ksa2+scrqQfki1bj/MFCcPOUXp68WrSBfjIznsmsn8ZUXf8EM2gh3DICZVH+Pe0nR4dC5loIH9zw3nG7RHNoBf6dK29KrwsHf8MHJ/rf1wLsTuM2QPGOxEUQ48Jx3Cd+nbnaq5A2Jo3p3AqYKBZVohKe67gtErX3XhZRVv/Qru0LxQ7aAJrdYFGNIelz1nBK
0.05分

黄色II光的一级衍射角=(1)°

datafill 10.0028 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 nSvZoqxgHipT88kt4fm8aXHaAY3XBjwA/8z6UE4NG4iManPiGBjJr2kJZMDLCGsCXZM7Y1GqcXx4jJVW+Sxmw2bVjo5oBglysLVzNNXWy8LbGdi3O7PCJHauTlAKzLLQnkEJN6FOUOp4PN67+EvDvHXy1TR9odkH/btMEbUmDN1faO9bZ7shBkQ39W8R/WhEvYwka3cGQSRI5T0By1KETwwJ27PTQgtJVCCmw0ikvbV3Y8v9ODkF7G8J2gyxYDcPvKCn4jjH8r4q3dqsAmwvye78pxiSYXz+wS7DMzq3UGpxnJ5MwKaY7irFGXP7oiwXjTNftBJRl0N2Ar0UFMLesnwcCm8tWa1L2u862MB55mi99UNWw8vLurRhA6hYx8LWcykG/FmOEJLpxmGYOpqmRjLllA/A1HkuNQtpqVBnYZgfyqaeE2GsR/DPaWNOnDqph/ufFSN7BbCldoQxHYjjBlfXWai0oc/hLr2pHOXefdi4CNrKtcBRSIZJMM2Tj3hiYvrlb64y7TJIL2Fdzbs+AmFH6NDnhFxdsi8CekV1vKrRmUIr7Fu0xWW8EhpqkOgBcn3pqXJrGLe+sqm3NSV+9sGaIUgjPlgYsa9FJ6eUQF0eCaptLzPvHR6H6kqT6FpeH8tOrwaPlHsOhhyr+VkYmTHAibmZ5stFrq1qUvZLlMBnAIUiI8BE+xVAKd363Su7XApHAAtTmim1ubuVu84VKcNry24uR8+IJXvZt9oWb78cXKwf0unisMhnybwp3mqbFWZ3KpN7SsVTQpOQCEPm314Y85ZpATma8gMM2GrSKCyVtTBcv+H/HvUDv4FV7MQP kbs8cUEArIzl90tKMNafbYHxVlWcZSPCSNHpyr79Ghet8cA3zN2g8pM9FKB7U4TQaxwCptcELlCLEqij9G39SnL+KuKO9adY8zD9IqZic8HGZd0xaAtW6TswGU5lqPr7QwLI7k6bdO4eE13xWhxhk3G6B50H48YzYcFoQNYnAUrpowUGmkKX6ZxMZI++JeEa69cI39Rh91BVxGfG1bAo0kL3bR0itsClzXAKZg2bAhv5AB6sPRQ2GnoiUoqXa1lNnBRARN3d0jTFp6gj/rabrq9MxduHCq261PAOsrXbkuVDn765EMcALkgpyWRRhJDbv2ytLwrcN/6foktk/tnZRAvZ8oyf32hRV6gkKADq6XReqb+IfHHHZ/MWp9sulOJWetqhiqcnRwyA/3PooRAVOKNSueRGVY2YhsFHCDN+49liiaptYd6eMveFdAQ4CTP3487LIwK3shAosNRSL8LoHw== Ug6i3lldBqk495UIG3GZJciiHhucHPpIqSficrYaV6wN7wS/cKWZrZFo1EPFnga9Ksa2+scrqQfki1bj/MFCcPOUXp68WrSBfjIznsmsn8ZUXf8EM2gh3DICZVH+Pe0nR4dC5loIH9zw3nG7RHNoBf6dK29KrwsHf8MHJ/rf1wLsTuM2QPGOxEUQ48Jx3Cd+nbnaq5A2Jo3p3AqYKBZVohKe67gtErX3XhZRVv/Qru0LxQ7aAJrdYFGNIelz1nBK
0.1分

黄色II光的一级衍射角的标准不确定度:=(1)°

datafill 0.0057 TtDFN7j8gKdJw6ZT+oEdwxPt4fPKqRpQ6xOLCtPxo+wg9aNx/pEPZaR2/4f37jZYRQaIxMKPACUwYkCTnOzWuGWjC72YZa1Vc3RN40SaNbsQ2t6+ZrLn/CRoVhNhb+R/7+Zf2/7t/OTGb+Vctp4qbdHTPbgtUAeEZ60NzbHWeinB+V5qFgPT2L9ZeIrKsL+28bbo7rqDV4s/e8IwcP09qowOzRQDoqpbS6EFYsglC6zDSBW82+Ut36EO1H+up5bgjOHyhffSVNnBoarsggAt9Bt8lxC+Xkye7zJVzHJe0h3w2ySJ7PDv6hajnZ/08bPItUgW1Y4TJE7kufh35AOmokzmEjYn8TceHcXwEiV9LpfxRY9ippP+Vu2+wT9I3T/ASEROpXrLmj/gu4aluqn/YQ== 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 kbs8cUEArIzl90tKMNafbYHxVlWcZSPCSNHpyr79Ghet8cA3zN2g8pM9FKB7U4TQaxwCptcELlCLEqij9G39SnL+KuKO9adY8zD9IqZic8HGZd0xaAtW6TswGU5lqPr7QwLI7k6bdO4eE13xWhxhk3G6B50H48YzYcFoQNYnAUrpowUGmkKX6ZxMZI++JeEa69cI39Rh91BVxGfG1bAo0kL3bR0itsClzXAKZg2bAhv5AB6sPRQ2GnoiUoqXa1lNnBRARN3d0jTFp6gj/rabrjJHY8MDB2U4KTTXMMYRlzzYoaKaMkOugGNfsFNen2hY6kEjGxPeyzgjsu8MiA1jPa2nfJY3iugAh0g3uq9TWBvZ01eUEWo66B6fxdbMNx2cs8PBz9gGDfF6mwy6YNHAuWxHF94c9BiYKG2KPXY8tIs6wCwdHXBGUOBzGY09QO0H Ug6i3lldBqk495UIG3GZJciiHhucHPpIqSficrYaV6wN7wS/cKWZrZFo1EPFnga9Ksa2+scrqQfki1bj/MFCcPOUXp68WrSBfjIznsmsn8ZUXf8EM2gh3DICZVH+Pe0nR4dC5loIH9zw3nG7RHNoBf6dK29KrwsHf8MHJ/rf1wLsTuM2QPGOxEUQ48Jx3Cd+nbnaq5A2Jo3p3AqYKBZVohKe67gtErX3XhZRVv/Qru2pVb/DjOu/TfwDpfZRhlBu

3.汞灯不同颜色谱线波长及其不确定度的计算

0.05分

(1)蓝色谱线:

波长=(1)nm

datafill 436.3 76Lfn5KcfMsfuZRf1mee6kYOYzq01jhRuesziKvqnuy8gB9kdQtYwwT1wk2FdOLVgf7oco1I/ogDRbtZet0KmhGbMPytkrpuzSwhEUKDrB0PCzOHMLDa/oHguFdUzV8DDjLog8abb4Ai7doU0Dnq+kGi33FMyT3wKEmdXtaeLxcZKeqXDA1eMovnSdMxy8gj2RDBwM7M0kzst1Xm9cdCU9JrxOM4ZYv+AGjet0s/Um4U+ZiaPqA6DTcHhIj/gffu+AcjCl8SA0dTJEAKD0OsqJA68I6w2uHVefeXTcaXCqxRTnY/u2sPevmEI2TYfDwp4k9CnQXVVeqh9gDpgGkX90CScRR5/yrXiI/sv9Y1oHQ= 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 dLI1xeF4c/p8IQ225Xs0GqHo7wBpvx+Lj5rWjUeHDHV8J0cYT8pveMPgWXhedD9BnOlHAcJppr9cKBEwZ9FedxGWiLcaaGKhh8THF9BlW0OMKabcIq+d7hvhkO0hmjJh20nBkdOIcRAxlxHR2uc2Ptidm0RO1zEQqTWhdTFn5bS8geHe/gVccEeDSTgab6hD5JetbHrN+Wmb3AMd+5cnv8nkT1uFzDlv1BWBSHzbBjLYeXO7rY3/o8TBSVLIie1uQ0z1NLTun5xKtWIscyj8iMHC8tqDhmpQOuOMDVnP43WLloaL/GWniE3su3WdnquK
0.1分

波长的标准不确定度=(1)nm

datafill 0.5 76Lfn5KcfMsfuZRf1mee6kYOYzq01jhRuesziKvqnuxWwbxUIAZHvKFOFSkBO0zO+fFH9h2SMfvxWPpLr9o8YKisJrKX3AsIERHdCzKOiD6Ki1Qm2I1m/SRNmhurdugtXwq28MFdYxE5G1HRZyoPmamcx9CG/hvLQZUQrlCVP0yALcvBE4pQr+JG32RpxwkaB+yS8+LcdZCUey+8q6gUg0WNSDTzYELcUrcfvqrtzULLM7U3i6droj6Umz588KFTXds6uNXC44XWQh15ZD7ACGJfGKdzUWVwUr8VqUBptmUQPVAbTN53jlj3qi3vYGWc+9um9+p0LybdEH+ZPr/ysTZWjT+Dwr9a34jyHlSqUm44V5r31HRkkAILrNPphy+vIl222EiPXYjNBddLMXa8Up+t+WLeBBbRe7DDzhH9bNs= nSvZoqxgHipT88kt4fm8aXHaAY3XBjwA/8z6UE4NG4iManPiGBjJr2kJZMDLCGsCXZM7Y1GqcXx4jJVW+Sxmw1qJ5uf0j3RPPemIfBDLOnmzsLPk0pHhIlI6Byc9rNoUXgVwWNeO1iol6geVTW+DBfq4763n0JJTuGEjeV0XyX5RItN0E7wRsKzL5V8lagjD+EZxfu8ftI2m9zhw1bgcsjkOl8W3NrQar8X48JCSUaFbuWWY8bMJJqPXDqUGRJdVSPJng3xsv+Z/BC5JF1W6urd4p9gxZTqBVKlvtJva5hHPEDqflFHM6OEMt9vV/X8kYq9K34FQGgzlmlISL6bjvi2MSDFPxVstdOJ5dDgMlxg+3rzTwY7BxEI6xNopiyW7zUeMP5x9Qfy54LxijitKJ8O5gzlbXVLlY3evb6OmyzrznvPl5DbaGwOqM5blt6ZuBUmhOwDx3wxsltbA4+B91N6QdybhHIBQw23NhD0Xv6RfZpPlQLqLyZuTdMGjInkAkDl2BAGA2nK4bS/7Hz1dpH20/Olfag6LdHIy58zHAn/253YAOiEIxqHia/smolmfUpL6Zaw/ixpuSTRpXMT/9yVRQ5PDqb3xcOpFAP7paheghlGGa3aXZbiDSdLZTWD7xWQJFEbGiuN2OV0pJCcXhSK7WxJlNwRVJ3IgguymlXQhYp1WNdaA60bcHXMKQenN3U2kKZjwbc1WCnc3nTZFhZ1O22wuzPwn51nMnZ1pXoQi90i8QDoiQrVSvpJpW6cmscmjmLVIMIG/l0zMjedslzBEvQhYHSW7gQ/AhYhcpLlBwspqratP4KbETkUvoc8xWNKM9fa3TILgvfzLtafyIOiKhVa6tsXOYXzunH3wYw8ELpHJiC2doEfdHe6uF7k3u8GMlGHo6L2NvaL01ib+S8I8FPGdsSgVvw7whdzszff72B2iY2xF+23oMGWTukx1im3skahHntl4bpwMEIe62Q== 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 Ug6i3lldBqk495UIG3GZJciiHhucHPpIqSficrYaV6wN7wS/cKWZrZFo1EPFnga9MKC9gMuYZS57UK0ByDPUKdqstQvS3J8TmKQytr0X85YbL+GYYJsAiNTY3Ed3LcXJReic9Clp/kuJpjNo/3i0bhaCSQ9+N72biLs+/YpNdZ73yWRe/vP8ZvYmf4V8r33uWKCVWMWqU5gal1JZB92nw3DYv7et/xBMPWYdmVmZGIMtKc/JAV0KpoGEwNDxxQjQyEGPCaYOv2vyS9BfZc4C/O4BY7RjcvYzM16Ncq+o/fw=

汞灯蓝色谱线波长的完整表达式:=(1)(2))nm

datafill 436.3 0.5 HLLIPGEigCS9uQcpleVWHQ== HLLIPGEigCS9uQcpleVWHQ== HLLIPGEigCS9uQcpleVWHQ== HLLIPGEigCS9uQcpleVWHQ==
0.05分

(2)绿色谱线:

波长=(1)nm

datafill 545.7 uSavOQCeHbw9tWttMCtjKOv91w2vZQMSlDrrtYGOCFLY8J0PIZgWkAgBGlN9VQNoEZBk38jdIhR4VTQLEp1Cqn213Vk/G1EHyj6B4s7J/p1EA2Bl2H8bba5+b6C+lU+WlsWZorXp9u5drNZrCGnbJba528kJNKz9wv544aFt6ZiXn5qpiJACYyqUMUESS0cnJutNnrE8L8CWeD/AvhRxgaKFnHvSkaTFj6uXqCPH20/1MRDjWoMz8LH17W2kIVejP/BRzc63ewfvlq6T8S+9c5IwZrT8n7v5HxqB8hCDzakDgAb90HI2BIWnWauT8HGxCLkQYJH06OaktCvqsejdmDjh3mY7BIVhQ7VBhabfYN8uc5ji+bJGAV9JyCKmPVZaAe59i2pvzAnChKDBBXfgeA== 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 dLI1xeF4c/p8IQ225Xs0GqHo7wBpvx+Lj5rWjUeHDHV8J0cYT8pveMPgWXhedD9BnOlHAcJppr9cKBEwZ9FedxGWiLcaaGKhh8THF9BlW0OMKabcIq+d7hvhkO0hmjJh20nBkdOIcRAxlxHR2uc2Ptidm0RO1zEQqTWhdTFn5bS8geHe/gVccEeDSTgab6hD5JetbHrN+Wmb3AMd+5cnv8nkT1uFzDlv1BWBSHzbBjLYeXO7rY3/o8TBSVLIie1uQ0z1NLTun5xKtWIscyj8iMHC8tqDhmpQOuOMDVnP43WLloaL/GWniE3su3WdnquK
0.1分

波长的标准不确定度=(1)nm

datafill 0.3 76Lfn5KcfMsfuZRf1mee6kYOYzq01jhRuesziKvqnuxCt/TW4gk+j0e6WYYqSyMJgQSsh1xkX6wF4q8zJDGRQQlNGcSKnkcVaOfF8rSNyR2jrBwRNUZKVTW4J0Cu+hAWgOvJlv5QZ67a0yQ3BqIEdhROUrxWQEFZQLnl5xhaLLDMYGXNpw6Y/UekQTZ0PI+BrLE/I9sfEgYlIMN3oUEdKe6pIN+AMdoHX07RQmPUDHcTGHv5/RheuN6CyxWA3zhX45o7GDPWS7E4kx386uKRj2/IP+uCBrbkBJ1nOLnBR8OIAgwCVjvj/PdiaGd7vGuAUoCcCULrjDArwzONPukM3oQ4oITUvoimSpBBkjN1LV8dzy0AVjXQDPmZGqD3rZj03UX+JA5YjoLluyZxydIV0v+5cNO0q+LNFBLf11EylNU= 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 Ug6i3lldBqk495UIG3GZJciiHhucHPpIqSficrYaV6wN7wS/cKWZrZFo1EPFnga9MKC9gMuYZS57UK0ByDPUKdqstQvS3J8TmKQytr0X85YbL+GYYJsAiNTY3Ed3LcXJReic9Clp/kuJpjNo/3i0bhaCSQ9+N72biLs+/YpNdZ73yWRe/vP8ZvYmf4V8r33uWKCVWMWqU5gal1JZB92nw3DYv7et/xBMPWYdmVmZGIMtKc/JAV0KpoGEwNDxxQjQyEGPCaYOv2vyS9BfZc4C/O4BY7RjcvYzM16Ncq+o/fw=

汞灯绿色谱线波长的完整表达式:=(1)(2))nm

datafill 545.7 0.3 HLLIPGEigCS9uQcpleVWHQ== HLLIPGEigCS9uQcpleVWHQ== HLLIPGEigCS9uQcpleVWHQ== HLLIPGEigCS9uQcpleVWHQ==
0.05分

(3)黄色双谱线:

波长=(1)nm

datafill 576.6 76Lfn5KcfMsfuZRf1mee6kYOYzq01jhRuesziKvqnuyr4nwg50KNX5bdeZchIM4t7tETmdzAhYZRLrS0WYa0rADiNLHT9iOBzRWlWcr/wURwfZ0ivGlS0iyGLoUJ0DEhneYGsi4T4+WGd0dLsVTLOavupCltECuLJ56jaqa5Gb3c/6zSs9wOGkFkts82Jnai8SV0oGkv0RvP/y49aq3BUuqoKoh8s5wFxKKlKzyhGnvdEPeSSznSkCqcZKN3s/Bt61kqReE9yhT5Idyq/GiEMiJibpLPShq1nAHkg5DY3Mv1LB1WG9GOONZYJU6JuSVh 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 dLI1xeF4c/p8IQ225Xs0GqHo7wBpvx+Lj5rWjUeHDHV8J0cYT8pveMPgWXhedD9BnOlHAcJppr9cKBEwZ9FedxGWiLcaaGKhh8THF9BlW0OMKabcIq+d7hvhkO0hmjJh20nBkdOIcRAxlxHR2uc2Ptidm0RO1zEQqTWhdTFn5bS8geHe/gVccEeDSTgab6hD5JetbHrN+Wmb3AMd+5cnv8nkT1uFzDlv1BWBSHzbBjLYeXO7rY3/o8TBSVLIie1uQ0z1NLTun5xKtWIscyj8iMHC8tqDhmpQOuOMDVnP43WLloaL/GWniE3su3WdnquK
0.05分

波长=(1)nm

datafill 579.0 76Lfn5KcfMsfuZRf1mee6kYOYzq01jhRuesziKvqnuzA7/CFlNc2ldEXrl5H7PDbaDQT7y7psdYNQGGnQWnUOPZLVTVDru/qTdF0vt4mE48UOexovA63rpP1QGxqYx+dVHMHGzB9iOWC7+c400K4xF9mYiz7QsvZv0mmZW08zGBgUUYnRXr8Odpjc5pvFSF9fySGIBohnELNKmsl8XCR9+eyH274d7aJ7QG6OMXnRpIPAgceT9wKl3wog1Ik+uIY+dHdnV7BcNaiQbRQk3q2Kv3362raJg3PD1zwLUWC8254AjUicA9OBxihCwa/sTBa 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 dLI1xeF4c/p8IQ225Xs0GqHo7wBpvx+Lj5rWjUeHDHV8J0cYT8pveMPgWXhedD9BnOlHAcJppr9cKBEwZ9FedxGWiLcaaGKhh8THF9BlW0OMKabcIq+d7hvhkO0hmjJh20nBkdOIcRAxlxHR2uc2Ptidm0RO1zEQqTWhdTFn5bS8geHe/gVccEeDSTgab6hD5JetbHrN+Wmb3AMd+5cnv8nkT1uFzDlv1BWBSHzbBjLYeXO7rY3/o8TBSVLIie1uQ0z1NLTun5xKtWIscyj8iMHC8tqDhmpQOuOMDVnP43WLloaL/GWniE3su3WdnquK
0.05分

黄色I谱线波长的不确定度=(1)nm

datafill 0.4 76Lfn5KcfMsfuZRf1mee6kYOYzq01jhRuesziKvqnuyr4nwg50KNX5bdeZchIM4th+91hR+mz3oYhKB17aylDcwHHJopfH++OHHyQbf5s0tm9NoqvWO3ooTyVP2fPlWKJg5ByT/HJVUudQpfcRxHGrdofZwA8f1wcpE2V/Ci6r1Mw5YjN0NJAESM2RDSbzj+Mra8FeeWSaF1MD18RFHWdaIU1+XggXcjSNvR8nFBRx84nuvlhbsmu50CEa6DAKJMRgTMXH0UVjFNv+BytxOnpGfXzvTU9I5/S+dejTgnDj0WXSkTOBVXWAPhXa0JamXrmjvUFsHvTRFRP1KQ9sXU9Oivmcsj0xXDICYtanD/Nbk6e17A6zVAn6eEDcrUWg9WH22a4vcvU+/mD+ezy2M0J5CLprCEnECMiKZwOJSKCH4= 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 Ug6i3lldBqk495UIG3GZJciiHhucHPpIqSficrYaV6wN7wS/cKWZrZFo1EPFnga9Ksa2+scrqQfki1bj/MFCcPOUXp68WrSBfjIznsmsn8ZUXf8EM2gh3DICZVH+Pe0nR4dC5loIH9zw3nG7RHNoBf6dK29KrwsHf8MHJ/rf1wLsTuM2QPGOxEUQ48Jx3Cd+nbnaq5A2Jo3p3AqYKBZVohKe67gtErX3XhZRVv/Qru0LxQ7aAJrdYFGNIelz1nBK
0.05分

黄色II谱线波长的不确定度=(1)nm

datafill 0.3 76Lfn5KcfMsfuZRf1mee6kYOYzq01jhRuesziKvqnuzA7/CFlNc2ldEXrl5H7PDb3DhcJoxhgnrzL3duYYqLMM6ySSY7saGFaMNy4aXsxSFcDuxN9my89h7+rrp04BfFpasvWYWVIKOFdbd4vg1BhSNBjxS80D5SwnlMUvq+TPDxmh2OFiWQFs9ObVdh1Om8UpVP+jJ+5bshg0lsI+x7aihs23ORpi9NcJSV8a/Regp2b7ktpvGrvISZb8M25WylwAMlXhsbH/s0fSXybT7uMX8rHn+hJpEN0E9REIg+NBSn612RLysN2YwdLPkiwo3Mn7o+Nig7LNtEcMgEuefLcQYwxLHm9qRtrsplCC0cDeDIZaw+QmJHd7TO713xoEAXpojPWDFcVOQJHNmPj50rgvYmSdeHGzP5ZDxPe7h7gcc= 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 Ug6i3lldBqk495UIG3GZJciiHhucHPpIqSficrYaV6wN7wS/cKWZrZFo1EPFnga9Ksa2+scrqQfki1bj/MFCcPOUXp68WrSBfjIznsmsn8ZUXf8EM2gh3DICZVH+Pe0nR4dC5loIH9zw3nG7RHNoBf6dK29KrwsHf8MHJ/rf1wLsTuM2QPGOxEUQ48Jx3Cd+nbnaq5A2Jo3p3AqYKBZVohKe67gtErX3XhZRVv/Qru0LxQ7aAJrdYFGNIelz1nBK

汞灯黄色I谱线波长的完整表达式:=(1)(2))nm

datafill 576.6 0.4 HLLIPGEigCS9uQcpleVWHQ== HLLIPGEigCS9uQcpleVWHQ== HLLIPGEigCS9uQcpleVWHQ== HLLIPGEigCS9uQcpleVWHQ==

汞灯黄色II谱线波长的完整表达式:=(1)(2))nm

datafill 579.0 0.3 HLLIPGEigCS9uQcpleVWHQ== HLLIPGEigCS9uQcpleVWHQ== HLLIPGEigCS9uQcpleVWHQ== HLLIPGEigCS9uQcpleVWHQ==

4.光栅色散本领与分辨本领

0.1分

绘制角色散率与波长变化关系曲线图

0.1分

使用汞灯双黄线计算得到的光栅分辨本领R=(1)

datafill 240.75 76Lfn5KcfMsfuZRf1mee6kYOYzq01jhRuesziKvqnuyYq/kYa+hkHTiDvDdw/feepcNRIFG8kiSGcQIsZP3WhsHzCHRdkR+NrxURAhqqQlP/yqJpjTYrz55CWdA30w7zw+zdzqA5E3NV0qC+664/uaBl0H/JbhgqNsQAJAgsKDF8CPNhiznn2J5mjQrIbwiqXX9NijKsmoPSLeUNgUEENHTiaOS+2qZ1bOgi80PsSqpg79778ko/DN5mvT+BTFV72zNgodmfuRMCFbIl9VwvfRyrkIQMtT5UQif0yP/GT9euL8+z5Q9Ge4lGiyC4uQNhKcG8xAd04BLqR0PTiJkVhDYyMlZcSuBsUyuc8o/B8qRewMJpT0mHcAGvDAi8sJ7EkfNlAnqx4nKyZxbmlJ+t+oxiMoXnena/niwNALD6hLg= nSvZoqxgHipT88kt4fm8aXHaAY3XBjwA/8z6UE4NG4iManPiGBjJr2kJZMDLCGsCXZM7Y1GqcXx4jJVW+Sxmw2bVjo5oBglysLVzNNXWy8LbGdi3O7PCJHauTlAKzLLQnkEJN6FOUOp4PN67+EvDvCsZhu4NTxJrARthOUDnIBhfAC+BWQBvzqX8ghjZnjj4dkfI0opmLEDjXV7Xt/TFY1w2m2GJjgBlccaQ8cuLfmhS0qMYFfbN6sHrhRfAs2/27s3MKXH+nlnr/5qBFFnq6V4LcavkiL88Oz6kwt5pIbjlZroASMoG0srW1A/XjUMLZphCevQzCRlB78wSvbHFiQ== kbs8cUEArIzl90tKMNafbYHxVlWcZSPCSNHpyr79Ghet8cA3zN2g8pM9FKB7U4TQaxwCptcELlCLEqij9G39SnL+KuKO9adY8zD9IqZic8HGZd0xaAtW6TswGU5lqPr7QwLI7k6bdO4eE13xWhxhk3G6B50H48YzYcFoQNYnAUrpowUGmkKX6ZxMZI++JeEar5kZEEb0SZnWBnLlonWEtIzXibsV6xniL57XLNxxo2MxF4GogQnyzCTcJseRj0a+wFrdKrhkjACykzd8QSP/uujUTIbmkhUUc6b1Xxn/730MaK64Mwjzc74Vga/hFLyk Ug6i3lldBqk495UIG3GZJciiHhucHPpIqSficrYaV6wN7wS/cKWZrZFo1EPFnga9cDpWr5qLTltLfNCIG6wa1E09SyWpzZwqqT4VwRMSsPg=

分析讨论与结论

0.2分

分析讨论

0.1分

结论

原始数据

数据处理过程

0.3分