实验报告
学生:张家顺     学号: U202441625      院系:材料科学与工程    批阅时间: 2025-11-21 16:42

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最后得分:4.25

实验目的和仪器

0.4分

实验目的和仪器

实验原理

1.5分

实验原理

实验步骤

1分

数据处理

实验数据: 

压电陶瓷换能器的工作频率(共振频率):f(1)(KHz)

datafill 38.975 HLLIPGEigCS9uQcpleVWHQ== HLLIPGEigCS9uQcpleVWHQ== HLLIPGEigCS9uQcpleVWHQ== HLLIPGEigCS9uQcpleVWHQ==
0.1分

共振频率的仪器误差Δf=(1)(Hz)

共振频率的实验标准差:s=      1.0      (Hz)

datafill 1.99 HAs6L1rGgpMr36GYlRssLjKbs/yRmXveDg+0kwcplQMMOj26FMFKvmk3ZfxsjT92eDpXRZo2+6XIORvWhm9dOk0M0FpXcdYySjIiNvONBDNBR8tU3VNLPpO6IXu5GobsPPZyDTS22jWcVuSbQ1aLRYwZWHonLarRHbxZxL6XDz6CqMfKNZST5W9hPzZwJVnI5POhVVKHY0ZdtY/PbKzgO5f90ZUGSTRJlkg8Jv3GIHrEjfNLCnFFOUnL5nBek92XGfQGlcopeFY2M88QZpIL2BTCwX9V8tbBn3V/S59t1R0UL7wL9RSryOUOg4fZ8tE1 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 1MWxfez3AbOkhuHmA2VAEelBwnGOUctePmCLvgcFyzq6rNkKy2qtvMaVYhSMPfAKkwPd1K1fegW3UkI0c8r803TxpO5gofUJRARBzMik2ftCNq+sfnWTJ7LzMy7nmdufWwQMWN8Melyp9HoI9GmL/G5vMuedXvW0F8rMM9tRRELy9f9P5dSzXZ+31myA1QgBRbnTXLW869wol4vJIw3x6sp6AI8QffXA/6XaQluXfn8=

1.驻波法测量声速的波长

驻波法测声速:
实验初始温度t1=(1)(℃);
实验结束温度t2=(2)(℃)

datafill 19.5 19.8 NDZwtEd5l/AGb7vGhYRYsmTLbfZzSQCU1TTFp5k4qtY= HLLIPGEigCS9uQcpleVWHQ== HLLIPGEigCS9uQcpleVWHQ== HLLIPGEigCS9uQcpleVWHQ==

表1 驻波法测声速实验数据表

i Xi(mm)
1  
2  
3  
4  
5  
6  
7  
8  
9  
10  
table 5.145 9.495 14.068 19.760 23.198 22.883 33.436 38.148 41.184 46.783 HLLIPGEigCS9uQcpleVWHQ== HLLIPGEigCS9uQcpleVWHQ== HLLIPGEigCS9uQcpleVWHQ== HLLIPGEigCS9uQcpleVWHQ==
0.05分

驻波法实验过程中的平均室温=(1)

datafill 19.65 5Zzwk316MlO8ePbKeyPNl2axSBwYSQrE1eYX8Hn9WJnIPK22wtqaDUSfL8/XXx0+3eyui9/OXuuvnSZ1/IBKPu8o63/0wWH5zU79hzbA2LkFHYcAXYI99Y2jPkW9Iv1RfnjpsrHZQbg+h+Cl+hgyaF3OyBb9VO6LfkoioAa10gN6sWfu9Hud7WKPKs4M5Fw7AUiQyXcLZeYWCS3INg9tqmYCP+vf3Pt1jkkoRS1xk/vU3kuK9gnG+aCLkDWUP26BZd7+nkvcFy8PCrWoSuW0LnuRyTD1S8vG0mSsx2WkiP3cdyAwNhTZ27sdOuGi+/aeLG4dxurgy/czNY7F6xRL6rBBLD1qcu5PEZ+vBVRizG/7bfPyNzNUPdfVbNdMPgP4xgBC7lSQQe96txv0STQbq/5DI/g0nBg/gfCp8SFxWzgDFHzN+7P8jyoE31+narj3 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 kbs8cUEArIzl90tKMNafbYHxVlWcZSPCSNHpyr79Ghet8cA3zN2g8pM9FKB7U4TQaxwCptcELlCLEqij9G39SnL+KuKO9adY8zD9IqZic8HGZd0xaAtW6TswGU5lqPr7QwLI7k6bdO4eE13xWhxhk3G6B50H48YzYcFoQNYnAUrpowUGmkKX6ZxMZI++JeEa8XD4ukkMJ6AruMTx5Dskd10WOczXA36eDho+O2R7sb1ameGpxL8F2taSTd/fohN4qFSD4OGoZkfrJHcA5M4vSPzSiMiMHemcdoW9KbfzjByCTTC8LIeslloAVRbPUY21Mne8d8ZouQfC0KkLUdtuxQ== Ug6i3lldBqk495UIG3GZJciiHhucHPpIqSficrYaV6wN7wS/cKWZrZFo1EPFnga9Ksa2+scrqQfki1bj/MFCcPOUXp68WrSBfjIznsmsn8ZUXf8EM2gh3DICZVH+Pe0nR4/EPxGEMF/3tVQV8xUKvwO6YPKNDqu6Do2O6fSE8xw=
0.1分

绘出驻波法测量中驻波位置随计数变化关系曲线图。

0.05分

直线斜率:b驻波法=(1)mm

datafill 4628 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 nSvZoqxgHipT88kt4fm8aXHaAY3XBjwA/8z6UE4NG4iManPiGBjJr2kJZMDLCGsCXZM7Y1GqcXx4jJVW+Sxmw1qJ5uf0j3RPPemIfBDLOnnEhQWstiwJ6XYhaaEeUqlixUycf/b6jMjcSVCl5DmxXArjdIeT9WaRtBAD2ysYHNZPDPFVJgDbgZUKCulQAfrQck5A/D63WMJEreRCmL2KRGdb4XjAyGTa8P6elf8JRed6W02iTJCJiUg0Aw/avgNcDEcGeTzxG02dsdjdK6qC1lVrRdCwRS/Nn9Qu721Hk16YJLwFp0ClcbMVQiclk8Zi7Vm4dj1mm3zr8fnm+bsmIoCjuthBTlkcoZlFIGls1rOIu89kID0ZiEzh93opkQKVrPNpxQ2elZhtX0Tfj6qITU9tbub4jz+eoJ/l0zsIze0Jfshvk3QaLGIKMM94vdeNbS0Ark9VL2R7lz6iOdPlMA== kbs8cUEArIzl90tKMNafbYHxVlWcZSPCSNHpyr79Ghet8cA3zN2g8pM9FKB7U4TQaxwCptcELlCLEqij9G39SnL+KuKO9adY8zD9IqZic8HGZd0xaAtW6TswGU5lqPr7QwLI7k6bdO4eE13xWhxhk3G6B50H48YzYcFoQNYnAUrpowUGmkKX6ZxMZI++JeEa8XD4ukkMJ6AruMTx5Dskd1CbeBo5rEXmjmPYstaOhQZkGvCKHUV4yDmNpwSmIGSQr7vyPNG2aLO7Xy5T8+BOtkHFmo6s0az6NPw+fAiWPyK/H4fVb9PrwvJLOqrbuHSMX+uSm73/RA1lSU3L2e/c2g== Ug6i3lldBqk495UIG3GZJciiHhucHPpIqSficrYaV6wN7wS/cKWZrZFo1EPFnga9cDpWr5qLTltLfNCIG6wa1E09SyWpzZwqqT4VwRMSsPg=
0.05分

驻波法声波的波长:λ驻波法=(1)mm

datafill 9.256 wk89op0/+My0RWs91leRslzsLYdbCqxV3D2bFAWDkV9FPN4Uwy8QIt8a0vW/Iq2VGIfvB2zdhHJnVPmXn8eevtuPPkhvez2hFLbzzgNNSqXTh0JTd/XK9qnOXNQEFgyUceusAWGEjQZxG5NEwU+oKdzWkFv9ApiJTBi6BuzZbsWAJMJ2YeKeXbhSpkx8frwm4xVNTUEr+GHyE2YBIjHQcQ== nSvZoqxgHipT88kt4fm8aXHaAY3XBjwA/8z6UE4NG4iManPiGBjJr2kJZMDLCGsCXZM7Y1GqcXx4jJVW+Sxmw1qJ5uf0j3RPPemIfBDLOnna6V94PqvN93RONEMfzS0ht4lJdZP1904B71Vtl8n5Gbcq9/7EdPTuJOlbRKeuFcy51ryoHtM2LSvmszALtEKJuZ2eUFvLCiB9dmNuXJI3qg59/RqAcH3wLTygE3p2i9j+NpaW4w4wJnGd/aHNbNGrldGHFUr1DjhOFlgRb34n14DetI9dE4cqewAkpSfc2tKSV8f+/1aXAy4Daus27MAuWz2biOM1MuZ3UhMPSUuZ+6M6dsnOzzJ7AFzNmXOtALM8EVxHGVz/IkPvUsXQShHUHj4q9J9GWeJenIBLEYVdX14VdyLmb/gNx9+wmbFgSiI= kbs8cUEArIzl90tKMNafbYHxVlWcZSPCSNHpyr79Ghet8cA3zN2g8pM9FKB7U4TQaxwCptcELlCLEqij9G39SnL+KuKO9adY8zD9IqZic8HGZd0xaAtW6TswGU5lqPr7QwLI7k6bdO4eE13xWhxhk3G6B50H48YzYcFoQNYnAUrpowUGmkKX6ZxMZI++JeEa8XD4ukkMJ6AruMTx5Dskd1CbeBo5rEXmjmPYstaOhQZkGvCKHUV4yDmNpwSmIGSQr7vyPNG2aLO7Xy5T8+BOtkHFmo6s0az6NPw+fAiWPyK/H4fVb9PrwvJLOqrbuHSMX+uSm73/RA1lSU3L2e/c2g== Ug6i3lldBqk495UIG3GZJciiHhucHPpIqSficrYaV6wN7wS/cKWZrZFo1EPFnga9cDpWr5qLTltLfNCIG6wa1E09SyWpzZwqqT4VwRMSsPg=
0.05分

直线斜率标准差:=(1)mm

datafill 0.055 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 kbs8cUEArIzl90tKMNafbYHxVlWcZSPCSNHpyr79Ghet8cA3zN2g8pM9FKB7U4TQOGjjUdp5kwcmruPw+jeey0EXHvytobaMUDg3w3oX/yt04ThbyVo20OcfXvSDUbQTwP2fx97ERSBhOZs6IRm/NG+r5P3yNXMX21VN29Hw6eAIQwcYTmgV4u07+mKF/LcYDeidzlPi1seaF9QFSIrjnEIAtAKZmPUFhEoUfgA7hTwOSmTJvjlscQz8lyg0DOAzTSagYa3IUaFMrBGZ1+uOFdlGLJMy7fpX2kx1Pai8nOfcfeyHR2qM42ZDCMfW5iNrPaYHSadHtJZqTLAhIgphqj3sHy/pMpSSg2iSPVVpOvTVuNeFnAandoWEdJtOqqxlrLpkrRc7DJtJk8I1UXrkf4q8yFOOaHhddga9YpQh/In7P2ML36/w6V5lWwm00lYfi+B1ZNGx/Fe5ldANbWShPg== U8ZYV735Jh49Mp2Njc+7b5qKeqFHSYgw8d4204gtvXfAOW53hXBajqPtTNWIeYRBbuAWjm2H7c1cSq+hIX+pCFoiU5EZ7HW458oLMglVtbJAaMzvTwQAVQEXCKtdDHiZJsbxBZ0UPI3Q7AII2KjPUdwaYElo4+wj9CrLekeiAgRpV3jq13Hfy/UQQgYpNTOh1SZzjgHbxDKFOnpkGxOGn4fF1M+vyG+w+bdrzPAppHDyR5fz0HTiuFe0sboqtTRb9O7ANQn1IRNXUltnFPYv6A==
0.1分

驻波法声波的波长的标准不确定度:=(1)mm

datafill 0.25 76Lfn5KcfMsfuZRf1mee6kYOYzq01jhRuesziKvqnuygpi3d/y//H/6sTWEAlctuSOzJ397+huv2sUupxSF6bDXaAVpxvrdDyVD8rZS5mnFQPmgT/ygmORGlw2V/ZP4wM8wLzRMitvakHolPZNLY7wrV5Uo7dbgMJyz4r3XLv3GozVHvkxyKBAwrss8FzQA7Rk++QL3RXOFefPDXRVhemfg6C8YxP1KnGsfgWo/KvAE= 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 Ug6i3lldBqk495UIG3GZJciiHhucHPpIqSficrYaV6wN7wS/cKWZrZFo1EPFnga9Ksa2+scrqQfki1bj/MFCcPOUXp68WrSBfjIznsmsn8ZUXf8EM2gh3DICZVH+Pe0nR4dC5loIH9zw3nG7RHNoBf6dK29KrwsHf8MHJ/rf1wLsTuM2QPGOxEUQ48Jx3Cd+nbnaq5A2Jo3p3AqYKBZVohKe67gtErX3XhZRVv/Qru0LxQ7aAJrdYFGNIelz1nBK
0.1分

驻波法测得的声速:υ驻波法=(1)m/s

datafill 380.3 76Lfn5KcfMsfuZRf1mee6kYOYzq01jhRuesziKvqnuy8gB9kdQtYwwT1wk2FdOLVgf7oco1I/ogDRbtZet0KmhGbMPytkrpuzSwhEUKDrB0z4jhkWYWs7rloLssmVQFmslqsxu7L2Mo6MwXw72TBYTbpOwivonNA/j2hdL6YE5xY+0hLaZyS3abU/RbLvli/FXtw8F+KCTdcK1tkVjnaXp0ZJu5c3yAUUZL8l2xjQzUZddQrZUr3c2Kly2820uKs 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 kbs8cUEArIzl90tKMNafbYHxVlWcZSPCSNHpyr79Ghet8cA3zN2g8pM9FKB7U4TQaxwCptcELlCLEqij9G39SnL+KuKO9adY8zD9IqZic8HGZd0xaAtW6TswGU5lqPr7QwLI7k6bdO4eE13xWhxhk3G6B50H48YzYcFoQNYnAUrpowUGmkKX6ZxMZI++JeEa8XD4ukkMJ6AruMTx5Dskd1CbeBo5rEXmjmPYstaOhQbPAkOLf7FkMOXNTDR1nFxNgB5CMZ51wp7xlwKjCGD06vzOTuIh7WRQFb+F0vFIkRGeX3vv2SuE8zX4M+LE2LMzmGsjzx3ivr/fkP03/FDWY0T8z89Cwk9oVlC6QmwVsOHeD4/c7UwwZCqGlJZBIKTb5qz29O+3fJhiqdNQ084o3NgpTX18qC1DEt5OzJyuzNgE5WTnPII9lqPVzioHHZRp Ug6i3lldBqk495UIG3GZJciiHhucHPpIqSficrYaV6wN7wS/cKWZrZFo1EPFnga9Ksa2+scrqQfki1bj/MFCcPOUXp68WrSBfjIznsmsn8ZUXf8EM2gh3DICZVH+Pe0nR4dC5loIH9zw3nG7RHNoBf6dK29KrwsHf8MHJ/rf1wLsTuM2QPGOxEUQ48Jx3Cd+nbnaq5A2Jo3p3AqYKBZVohKe67gtErX3XhZRVv/Qru0LxQ7aAJrdYFGNIelz1nBK
0.1分

驻波法测得的声速的标准不确定度:=(1)m/s

datafill 14.2 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 Ug6i3lldBqk495UIG3GZJciiHhucHPpIqSficrYaV6wN7wS/cKWZrZFo1EPFnga9Ksa2+scrqQfki1bj/MFCcPOUXp68WrSBfjIznsmsn8ZUXf8EM2gh3DICZVH+Pe0nR4dC5loIH9zw3nG7RHNoBf6dK29KrwsHf8MHJ/rf1wLsTuM2QPGOxEUQ48Jx3Cd+nbnaq5A2Jo3p3AqYKBZVohKe67gtErX3XhZRVv/Qru0LxQ7aAJrdYFGNIelz1nBK

驻波法测得的声速的完整表达形式:=(1)(2))m/s

datafill 380.3 +—14.2 HLLIPGEigCS9uQcpleVWHQ== HLLIPGEigCS9uQcpleVWHQ== HLLIPGEigCS9uQcpleVWHQ== HLLIPGEigCS9uQcpleVWHQ==

2.用信号发生器和示波器观察李萨如图形

0.12分

李萨如图形观察与频率测量(CHA信号频率为50 Hz)

CHB信号频率fB(Hz) 25 75 100 200
X轴交点数NX        
Y轴交点数Ny        
CHB信号频率fB´(Hz)        
table 2 4 6 8 4 4 2 2 25 75 100 200 dgF3CRl6hb7fX40+qQFw1ue6iJ9zW1+rbKDfwbFDXT5VP9zYkeYni6yhkWlRVre+ nSvZoqxgHipT88kt4fm8aXHaAY3XBjwA/8z6UE4NG4iManPiGBjJr2kJZMDLCGsCXZM7Y1GqcXx4jJVW+Sxmw8WST0Rdglg5VdOfWUlOZsXunBExCk9dAWUqDP0iNWLDK8/EwtN872Z1MsG2QsNNSeuoT0VDW29p+8dz2xVJ5JOLz1jJugHnq3iK7592afT/h0GYpv5/GRB9U0XO7nBu03qBzNYUGr7MkFscDdhxOHaGDi5eikZ5FZIC3Bzjx5PncbxWSEm47dpHKVD45LjZ9Bi4H1kBSrTkpQIQfiT5VBkD/Mmwbb/0OwWLcAef9y0l5on7l7vwwxLNPof0St70L/OFwcUnWBRGP7W7OaM1fJSbWD1RzHcwZ1dx0mo12srAVQD3Uz2igzsgC0HbAZrRyHy1vXFtOBmrRCzdC+HDSyY= kbs8cUEArIzl90tKMNafbYHxVlWcZSPCSNHpyr79Ghet8cA3zN2g8pM9FKB7U4TQaxwCptcELlCLEqij9G39SnL+KuKO9adY8zD9IqZic8HGZd0xaAtW6TswGU5lqPr7QwLI7k6bdO4eE13xWhxhk3G6B50H48YzYcFoQNYnAUr9fBLEYk+bHCBPvMryiVhEoNFId1kZJFsxuGBoM6iuDPHqn9xTjKzllHBkPYKmzi0R0GfQ+/tPzTysov+OMIlin+81s0Bc0PzfzGWbhYzWkRF2ikYX+PVUVALrFn1Q52Y= Y9EJwVXuEk9FCJXdEvM5JZaPTPeu0RRP7Gn6rERs89jr9dAAiA4hZID2ZZiCgrA3kOK1NrgYdnkP3+41nvFHrNyluMCLXFwi1o5iTe6B4MqhoSRrIfihfad7VdwlP4oz58uaIXlFRaEy6sBIHWfBwFYohn/3BaT9IN4DLYXM6bzh4jK/TtRVIWi+yNy24HPXR/bFIay1+dGUY9RV9d9/9w==
0.08分

绘制CHB信号频率分别为25、70、100、200 Hz时的李萨如图形

3.行波法测量声速的波长

行波法测声速:
实验初始温度t1(1)(℃);
实验结束温度t2(2)(℃)

datafill 19.8 19.8 NDZwtEd5l/AGb7vGhYRYsmTLbfZzSQCU1TTFp5k4qtY= HLLIPGEigCS9uQcpleVWHQ== HLLIPGEigCS9uQcpleVWHQ== HLLIPGEigCS9uQcpleVWHQ==

表2  行波法测声速实验数据表

i Xi(mm)
1  
2  
3  
4  
5  
6  
7  
8  
9  
10  
table 13.828 18.581 22.199 27.748 31.187 36.556 40.963 44.441 49.771 53.038 HLLIPGEigCS9uQcpleVWHQ== HLLIPGEigCS9uQcpleVWHQ== HLLIPGEigCS9uQcpleVWHQ== HLLIPGEigCS9uQcpleVWHQ==
0.05分

行波法实验过程中的平均室温=(1)

datafill 19.8 uSavOQCeHbw9tWttMCtjKOv91w2vZQMSlDrrtYGOCFJeWPrOVcJOV+xHRnqcAGTKRZGTfbdsk/pQNTdtfzTPfwDOKrM6h1zedV1ctRGy9jiA72XPR3D4bTW4jsXl1s59kXQxSm6oz/TfeYAj6VPxyZ9yCYbNnR2fXsSLcm70Ywt409KA53+AvzUXhuqx2iBKCfqMJ6N5/Vhz7IjSv6Q1a10NMhRKGqCFpA6f819nlFt4JCAGKPgmb/6Csl/EFzWMHsYx++zbDNeGk5QQ8s5yBHbHno8igYdIgo7N60dJzf0xR0X8baW8y8wM9ZGLJ3HyKtn8d5ggM9EIqTp04sI2meBztb1CUjRjFA4dG9ipe1FuBmOTFYxupjoG4gRqW4CDcBx2LOBvFMKsN9v/udNMwO0r49pE9TAGZP3HfUouyq4= 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 kbs8cUEArIzl90tKMNafbYHxVlWcZSPCSNHpyr79Ghet8cA3zN2g8pM9FKB7U4TQaxwCptcELlCLEqij9G39SnL+KuKO9adY8zD9IqZic8HGZd0xaAtW6TswGU5lqPr7QwLI7k6bdO4eE13xWhxhk3G6B50H48YzYcFoQNYnAUrpowUGmkKX6ZxMZI++JeEa8XD4ukkMJ6AruMTx5Dskd+7pRpMWugyWs72J5Wc1I3B7OqtXLtFg2nE25IDTUVI/z+MnXU5F1Ascos9YnCjxGiHy3HpMLCpmGsw7q7HCS+7L4pU4i7qHTcxnPrhtiy0bjE3UdA4+g9DX6jT2YcSmTg== Ug6i3lldBqk495UIG3GZJciiHhucHPpIqSficrYaV6wN7wS/cKWZrZFo1EPFnga9Ksa2+scrqQfki1bj/MFCcPOUXp68WrSBfjIznsmsn8ZUXf8EM2gh3DICZVH+Pe0nR4/EPxGEMF/3tVQV8xUKv6TJ0oKhs3RtrFt8hnrYx9o=
0.1分

绘出行波法测量中行波位置(相位差为0或π的位置)随计数变化关系曲线图。

0.05分

直线斜率:b行波法=(1)mm

datafill 4.4088 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 nSvZoqxgHipT88kt4fm8aXHaAY3XBjwA/8z6UE4NG4iManPiGBjJr2kJZMDLCGsCXZM7Y1GqcXx4jJVW+Sxmw1qJ5uf0j3RPPemIfBDLOnmzsLPk0pHhIlI6Byc9rNoUXgVwWNeO1iol6geVTW+DBZKKbGndYeC0u0u36+FRF8e8pFJsnY7qcmkE9idiSnSRl+i+uu/gZ5j9Ql+tlKJD40lLO8LlgIqSsxs2WeiR/08Gr0drBGfTJH1+ONrMN895UVF8uIyorfURuAvHAGGfPVckQ6iZhbfh8AnYMBOCTnTrx3X2QrNhX6hA6hG1p5soltsU+w8dCElIekr8qir/8UeUn4jpK0eeBp24J6R1fkgL5Z3uRw+fB15GSTM0yv63uEA7+OLYr+aIiiVRqpHtPu/C37uc4EZ6A/EpBcl1VG8fMXp3e9bH0V2he2rUh1UB kbs8cUEArIzl90tKMNafbYHxVlWcZSPCSNHpyr79Ghet8cA3zN2g8pM9FKB7U4TQaxwCptcELlCLEqij9G39SnL+KuKO9adY8zD9IqZic8HGZd0xaAtW6TswGU5lqPr7QwLI7k6bdO4eE13xWhxhk3G6B50H48YzYcFoQNYnAUrpowUGmkKX6ZxMZI++JeEa8XD4ukkMJ6AruMTx5Dskd1CbeBo5rEXmjmPYstaOhQZkGvCKHUV4yDmNpwSmIGSQr7vyPNG2aLO7Xy5T8+BOtkHFmo6s0az6NPw+fAiWPyKsA6nSPdSQHQvlLIiHbkcqmgqApWVRGtXhZiv9ve+10Q== Ug6i3lldBqk495UIG3GZJciiHhucHPpIqSficrYaV6wN7wS/cKWZrZFo1EPFnga9cDpWr5qLTltLfNCIG6wa1E09SyWpzZwqqT4VwRMSsPg=
0.05分

行波法声波的波长:λ行波法=(1)mm

datafill 8.8176 76Lfn5KcfMsfuZRf1mee6kYOYzq01jhRuesziKvqnuzD9KXO6u9JDT3ij6Hf2B/uTLM+cM2lNlPexRtscnowQQrW1t3hwWWCjX3UNKLg5SfTsxtFWRUYQNBGPglA14AnINBblmhNA0O1tPVMQhJl0/JRumHdBrnnks3CL25jeC1NH7GRFr8BoHeq0RRLNFMn nSvZoqxgHipT88kt4fm8aXHaAY3XBjwA/8z6UE4NG4iManPiGBjJr2kJZMDLCGsCXZM7Y1GqcXx4jJVW+Sxmw1qJ5uf0j3RPPemIfBDLOnmzsLPk0pHhIlI6Byc9rNoUXgVwWNeO1iol6geVTW+DBW4l//AuC8ky81wsGLslTsgntKdoXbfcHHq10bKq3K5PrduTyLI1kgHQAM5J8hLznufWnTnQ+ydE7xMlWaB3lNsYaJ81DUjhB3T27eaI0mSizkqXFyIkgsbYt1hrS4FGlpgZngzA29tGHt2xbAvnaQ7WaOcumeSgIhJP02/BmIYEZpOW4kOEY6iTFW9/Fc62+J+wOQH4LA9U3jnmbXPj9+GqeNq1ErquyUaHnFhR7gqwUURZ+Y80ZmrBIhQtB6g+9dDL3TCDmRbKxahUVonGm2ucxbBob9nD3BsfqCbbWMAj kbs8cUEArIzl90tKMNafbYHxVlWcZSPCSNHpyr79Ghet8cA3zN2g8pM9FKB7U4TQaxwCptcELlCLEqij9G39SnL+KuKO9adY8zD9IqZic8HGZd0xaAtW6TswGU5lqPr7QwLI7k6bdO4eE13xWhxhk3G6B50H48YzYcFoQNYnAUrpowUGmkKX6ZxMZI++JeEa8XD4ukkMJ6AruMTx5Dskd1CbeBo5rEXmjmPYstaOhQZkGvCKHUV4yDmNpwSmIGSQr7vyPNG2aLO7Xy5T8+BOtkHFmo6s0az6NPw+fAiWPyK/H4fVb9PrwvJLOqrbuHSMX+uSm73/RA1lSU3L2e/c2g== Ug6i3lldBqk495UIG3GZJciiHhucHPpIqSficrYaV6wN7wS/cKWZrZFo1EPFnga9cDpWr5qLTltLfNCIG6wa1E09SyWpzZwqqT4VwRMSsPg=
0.05分

直线斜率标准差:=(1)mm

datafill 0.055 76Lfn5KcfMsfuZRf1mee6kYOYzq01jhRuesziKvqnuyISa6YeII2xsLoQM3oJKRhCzdGDiJU4ffovmbszJ7JxsRVkkl5QMfGqOQzv81uOtw/h2UCmti2/tzmHuxt5TMn+1lTkXwMjvEJSBZb9FlnA2jwx9Udttb3idCcql2zZI9bAXMW4d8QhIC43vnogqXUqzaR+9/nT/ES6fB+t1QmlSOuOecdrs+ugejWbQOcskRhtWns01mQHp0NrC2j9xD9ZehQrD2y6n1kPcPg9px2T/EAUmoJfR/vDQQiZc9B2Fu2gE23bMeGOus5ipiPSevx5MfB1C4fkBHDCkjw2nhESsh09bk0SXYxKmfsoEz372a/v/UJubbb3iYeJxmGTEd6EE+/LTKMGyrKQnar8gC03FfT22+jcENZDa+8C/Zm5Nd8O99bOgpK7YE+72mIbmj1ihFjTDegKctKJUHw1bMYqootM0kmFznZqRSjzcvxjZMF2PyUlCQ77QTCGBUfzGHOyPQ8Hh3HC8lzONOwLOE6ZLp/2Z0c67LluGS5KKUq4i/Y8iDXtrEbG5MoTwsXA8suIJiZJEV9uFE4Yoq80Q7BHISUdp9DS7N9B+RRkR0wTD+wiUlrCbwvdX5eTwu9FKsjN2a4DyyDdiWyr44gIrWUJdXiyY8Vqi/kLLODWhyJvpWGkgZ9s2ez2KGx2aQQcYiQnWY9/h5op7T6quHFWXtVxgG5sJ+UcFAoHGyGuJvgyi4s7Tgb298RWhjjXgk6SHe9J4gXUKlarBK4PAx6yUyaGKeerr4eOPKbeQ1FJAly17pWcq3XF/9uK94MMwqY6oo4v4uOA+e9FJZrIyFeSTvbvnC5COIrkxMdizqfxw04fnf6QWl6W28nW1VyvhEAnPXn8VDANGfjjX3tryypcxg4ypIaLzGDdG5o/g6s/oEtg6w4uRTJYtUbhEciG0xSVogk8ZYYUH95IxstXMRfHfo+IteIjfD2KpXVjWbb/F4o1dbz/glx2qfkUizo/UhvMv2C91OpQn3BYTBZMLTliX2sOQoqQ3vSH8nwWbTbMqzD7l/wT2E9l79Cxo2nCF5e6Kvx69zr36QNwRR0KmqDtYKyIXR0odqMtZf51pGIc6PDpjcmPSccCo3bzC/xWajhIzauC9JdL2sFHFwn3w960Fp9pGIFDlU8ga9uhTS4gzJIEpo= 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 kbs8cUEArIzl90tKMNafbYHxVlWcZSPCSNHpyr79Ghet8cA3zN2g8pM9FKB7U4TQaxwCptcELlCLEqij9G39SnL+KuKO9adY8zD9IqZic8HGZd0xaAtW6TswGU5lqPr7QwLI7k6bdO4eE13xWhxhk3G6B50H48YzYcFoQNYnAUrpowUGmkKX6ZxMZI++JeEa8XD4ukkMJ6AruMTx5Dskd1CbeBo5rEXmjmPYstaOhQb2V/mK3VzGF6R/coZdQKT+pP1Ht9fcFs4mqjTYSyUCO7dqik76u3lxZ9NYjbhxAaxHD8B2Afl+ZSiYNcofxbCqIUFvnUCv1hu7A6oo08DA8/tKau01WfgiagmbfjBCTOSWDBA6TIaqz4IlF/crm0GcIU0k5Pajxf6aKlv2BwZvXde9Zes6NlZSxYNAc6D4nwmgrVS6xvM8ncTqnjTVbPYeNG3YBOShMPRAW7JYdOt+3j4bx3g1EjKMhK+lTyEtwAc= Ug6i3lldBqk495UIG3GZJciiHhucHPpIqSficrYaV6wN7wS/cKWZrZFo1EPFnga9Ksa2+scrqQfki1bj/MFCcPOUXp68WrSBfjIznsmsn8ZUXf8EM2gh3DICZVH+Pe0nR4dC5loIH9zw3nG7RHNoBf6dK29KrwsHf8MHJ/rf1wLsTuM2QPGOxEUQ48Jx3Cd+nbnaq5A2Jo3p3AqYKBZVohKe67gtErX3XhZRVv/Qru0LxQ7aAJrdYFGNIelz1nBK
0.1分

行波法声波的波长的标准不确定度:=(1)mm

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0.1分

行波法测得的声速:υ行波法=(1)m/s

datafill 343.6 76Lfn5KcfMsfuZRf1mee6kYOYzq01jhRuesziKvqnuy8gB9kdQtYwwT1wk2FdOLVgf7oco1I/ogDRbtZet0KmhGbMPytkrpuzSwhEUKDrB2W9vCK0VV2s1kdFgXSmWJv7jtKnpiVl1gAadAuMvvt8ZUA/QeV9cRQ+uAqLHSaLoImqvdZnLHm7oC9d6fNA1Kbil5u39/BhKHJJ8hhPhpOOBRZ1z1VHVJc1nq/JhxHbvtxh/rjgSeE+u/Qa8RmNaTn nSvZoqxgHipT88kt4fm8aXHaAY3XBjwA/8z6UE4NG4iManPiGBjJr2kJZMDLCGsCXZM7Y1GqcXx4jJVW+Sxmw5Opsr+EZGCzP+sNU6cHcU8U5q/2F8EIgLJktBDsi7cbsd6DLJBLlqwYY67eyLKojPNCgPrat8K+bYvT7lNwXZh+u5OC5zPRpfziXrX1XAY4AD220B0FUWbxflSAHYjWgg2tH0XFJ0gLUcQChBLHWjfubxm57bRbVawMf9+eAP3mAO1fONZekDOCKUI6p8Mx+oB9jqzLHptHyncTd+WUwlo26gw77rR8oPXhnbGfJdEgibYBVK+yU6jougSrVu8wSaTXsw7zjlafYk8oZWIqeqQbd2j4F0N6XtsvgSNca9TDCsuW9OC6cLQFnCchOI9fZA== kbs8cUEArIzl90tKMNafbYHxVlWcZSPCSNHpyr79Ghet8cA3zN2g8pM9FKB7U4TQaxwCptcELlCLEqij9G39SnL+KuKO9adY8zD9IqZic8HGZd0xaAtW6TswGU5lqPr7QwLI7k6bdO4eE13xWhxhk3G6B50H48YzYcFoQNYnAUrpowUGmkKX6ZxMZI++JeEa8XD4ukkMJ6AruMTx5Dskd1CbeBo5rEXmjmPYstaOhQZkGvCKHUV4yDmNpwSmIGSQr7vyPNG2aLO7Xy5T8+BOtkHFmo6s0az6NPw+fAiWPyK/H4fVb9PrwvJLOqrbuHSMX+uSm73/RA1lSU3L2e/c2g== Ug6i3lldBqk495UIG3GZJciiHhucHPpIqSficrYaV6wN7wS/cKWZrZFo1EPFnga9cDpWr5qLTltLfNCIG6wa1E09SyWpzZwqqT4VwRMSsPg=
0.1分

行波法测得的声速的标准不确定度:=(1)m/s

datafill 19.8 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 kbs8cUEArIzl90tKMNafbYHxVlWcZSPCSNHpyr79Ghet8cA3zN2g8pM9FKB7U4TQaxwCptcELlCLEqij9G39SnL+KuKO9adY8zD9IqZic8HGZd0xaAtW6TswGU5lqPr7QwLI7k6bdO4eE13xWhxhk3G6B50H48YzYcFoQNYnAUrpowUGmkKX6ZxMZI++JeEa8XD4ukkMJ6AruMTx5Dskd1CbeBo5rEXmjmPYstaOhQb2V/mK3VzGF6R/coZdQKT+pP1Ht9fcFs4mqjTYSyUCO7dqik76u3lxZ9NYjbhxAaxHD8B2Afl+ZSiYNcofxbCqLRQvUbdHdLXCYwxS2a1KRyAPI9+fNjFK5RGr76YuGqGJ6z8GVgjrspQQITTfSBla64Rx3Zlo+mU6q857xXtHp8bYrQYcaho9/KVvNUljAusFBijO2H51zxqKj2RskZE2zNXA8ExifrFEgh9fahzb+2kLPq0Z2kZ3OqGA61M+psE= Ug6i3lldBqk495UIG3GZJciiHhucHPpIqSficrYaV6wN7wS/cKWZrZFo1EPFnga9Ksa2+scrqQfki1bj/MFCcPOUXp68WrSBfjIznsmsn8ZUXf8EM2gh3DICZVH+Pe0nR4dC5loIH9zw3nG7RHNoBf6dK29KrwsHf8MHJ/rf1wLsTuM2QPGOxEUQ48Jx3Cd+nbnaq5A2Jo3p3AqYKBZVohKe67gtErX3XhZRVv/Qru0LxQ7aAJrdYFGNIelz1nBK

行波法测得的声速的完整表达形式:=(1)(2))m/s

datafill 343.6 +-19.9 HLLIPGEigCS9uQcpleVWHQ== HLLIPGEigCS9uQcpleVWHQ== HLLIPGEigCS9uQcpleVWHQ== HLLIPGEigCS9uQcpleVWHQ==

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