实验报告
学生:陈勃达     学号: 240604214      院系:电气24-2    批阅时间: 2025-5-20 10:19

批阅完成
最后得分:46

实验目的和仪器

5分

实验原理

10分

操作步骤

10分

数据处理

13分

ES=1.0186伏;A=0.20000伏/米;L=5.0930米

次数 LX(m) EX(V)
1    
2    
3    
平均值Ex=1nni=1Exi  
标准差SEx=ni=1(ExiEx)2n1  
ΔA=t0.95,3×SExn=2.48SEx  
Δ 0.5mV
Δ=Δ2A+(kpΔ3)2 0.0012
 
table 7.2837 1.4567 7.2786 1.4557 7.2825 1.4565 1.4563 0.000529 0.00131 0.00131 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 OKyW0IPwFN8b/kZEMVSjWuLhygp7CYeiohPBV6evh5pi9zbEtYle86TyM4C8Wb4QC3nMLC1A25n5NdXX77mq+62t/sNxZSKB6ObAITlbHhLdOA5fyBLuD3PdRHpxy0rnTNVC3us4MBV1tiSvntP4zap2zpa+UIxeUASbsXDX+gYYTX8QAKUr1cuEKOM70J76bVLZ52wUJ89enHY8pndv0gVy4ZSFHqrTOj31BkVBCLFOqV3O+t1pbpE/+hxMXEo07+yMK5eLMMi2Gf40IRy+CvhPYFTcDONFabGYsi4QA60MzI8k8VMCuI+SxXUKQwTm2HtyAampvmj78eVNVRzX1VqXGJ1Z6T6jvahGKTclCc3fkDGOsX/87UP0GCFWPfsiffINGhk4vn1N7G1dZZMjcY6H9LzYW+NtRGdlJt9hjFxLDVJtFmQIiRhCuH/3TN6lzHbjHywdxjVMCXCm4EJxacrxdsZLm6FAIsGKkD10gYtFHB/xrI3iUlZDCf4oKqf8i/XG9Itp6ZNWherrrJswG44lyGkUhpRTvyo6h8uD9uNN/whs3/chfSzQ4Xy+IvCK3V0EJKdDPrMu0zIlpSHE3KrPEKQzGhZ82w/SpOuV+wpEL5ve1Ozu4kRQv10PGRFW4xqf4hXm9NCRgfQKPTdIxFItudX058lxnEjLf9g7OG/xvONXZN6/dr00w+c58BM13DLSF8MaXSFt9ZJrTC0qmTnIXDApH88dYIIgZ02/Gy8Iv7vRE2Hr0LoYzFWoADc/KUi3I7Un5iKadem92UVJos9iWYUlLVj/dQU4TdBbEcelK3uFt+I5gyxnQvArlaeo7xdHo3aFClkYykeoWQXDFgbjs/ZuMlu1egXy/tRzOJaWfggNPZID039iUvM0FvzVf/EIPzh8tFjInhpdButK6k1U0t3z2p4N9KJlQwYT58EzRJ1epLXiPFrwJVVCubhGSQA1zc/b5ER+n3TBBQuQI+Ld7ozjUGRnjtC4Tno8FDx8km7cDXg2Lk9VaP8axR9kemaTk48fSmSWvwTsyv1Ter8kNhYsZ+6rUhCLWti83AKg47o9zlU/gzblAnsdqCPvd1nT3ZIqn58lxk2N59N9Y0yIAIp3NdXXs8YXxw7RWV53BI5xxQRnAPq55D+nEEvDDfoMOHb/AEN+cB9lczYIDyJ3GKddsIrtIEL++XLDroGAfwF7Qh9ma6nx3NgXB2qSSb0kPYjk2Czs9m0lygEURqMcCYOKPUwx1BYmQHI41JiZxdq2QMe9il4GJHuiBmeV09WBdgAXb7PmvU70HA2eUW+frrCDnsJHv5jNMP7CG9Af0XNY34WUegd04LMjkSTBmr6/AK5N/3bCDRL+fsKdf4RSblDQR2uYRD75oydXHDfvLOnk3Q9KJCZXA0slziozEjMWrUpFjqX4Vq+rGv8QV3iWSkpUqxfvM12+/yzZ2afa/h+Yb1LLYGV9Ilwc4d7SRjXBZsrM7fz1vitqtw/MJqVfTd14G3Bdw+AfSy6x21x1z+AAOZ9v5adZgaoF8i3mFy1XxrNqeNpgE+h+KqklaRMVrknpupS2N5IGuj+ARbjYhzQiwmM8mtAtr7l2T5mEsIBNh9V1d65jPF4gGluLfb/pPchylsLlXMORPtfhFWH43gcUF1wxwZoAIppr0NFSA+MOU+ig1U3IHle8TYKeRQbdGKPaDAyf348CY847pKNucixojXiwG9PLtWa3U728YVbwT15EVSthL+bDqkQYRNg1lIFsTDE6CtYJVC1nHxd6ThOqaxqRV8QzeqEXMjcDFUSUg3dQeqlCQalv00+HW0NscZve6FRz0wQTCB9BEQEyLDHQDRhwbwdraBIKG7EI5Ev0wTUSalunS79dT4IWeEeGSzMlUB0E/nNdBwskohkj1ZZWZDgzl4l1J6hODrOeaqVuOp0eNfyA2pfVrNeVTTIeeZwutE4U0B2v6HPsbT0BFHt/x/M7d4HB+yXE8VncWsFzi6aT1ocqcy6ukbNtHHc25kuePLsOuXDmAAjdtEWBGuXrNDMnX7V9kLeHhQGjSa/2VdBdReVqXfU7w26OV/ZDvfDbmxxOExNXcJrxLwAOlDnFCG3bOnaK0VXOeFcR/vT3AFUq25qhjYpkUSfTssnVvHGFJa9gtO6p4JJbF1i10EkSa2uzXAbinqR8t6frj4Zm2T2AnsWEd2Z5Qp8Uv48UaNzWnguuXu8lf+iptwCIfwjGUIvo0DSJMH2BEm9EJGUCMV+cTUnhE/gBIN3rp4HokK6GplUnXsGI5rIbU5fRurzXN/CRutzSQZdAG2dbjYrFw0y3iyrELLW07WH8xU0DN1eNDcr8CCNXjI/tBWRTQcr2RTBM2vnedBhPrRMu6ggKUmLXZpzCUgGIBsccrvD6x4bxlxTgySx9yRsCv2YbtzX+6AOzd988Xqrv8RFD/5QrQjMl2QyWC2UhWeik+CnYpfLuKxMy/Tyy5yLYpH6yat3J3tkka8XPYx3ap3gnULdF8rShgFWQG3/WjO9RUl7/f325AVdF5u3CnU6f2noIy5284FZW3m236Gxr0/MI5sBx7UhBzAnPUS6wxvyIA66oRrNQjHJuCtD2cMPuAGoKl5p3vZmyqWUwzKPiB4mxFqWtMu1jT41hGg9CuPAeUwl2k0CbVszw5OJhZBg2ROCCoor2iZlMXAcx/z/FzzR3h6PNuRtMyjmLFBIk4WurA4Wr59INc6CSs396m9h5Nf+YBopVV8IvQ+yizgdvpgw+MNFG+Rz2MbssRPLlLuRuajpX6XKNTGtY/0MqWV/t4uYEOj+BrNL5NtEEuTOPX06RZ7QXG5D5w+damCb/h7BkX8poxXaaQ+VSq0Ht1saHf4Ok59mXU48nRcbSC7FbNWh+5hqu0rHzJD7GTMVWg+nrVzKJEkIpAgw7GOjQszauxgq+rtJgChxC3tOlug1TgNhtdJ1SysRAUmgPdLWIiv9+new6YIBznt0YFXRlKrgo6yswPIpCgUP6MIhzJxjeKxlpl2NUcAt5XjCgMJru6bdKIhksAHcPjwEP22f/5IaceJ6mqeVN5JNL0DTnucjTcsTabYcAus9umoMjqNHi9qxD9eHtzX0puVBKjutnOyds7jU9vjFdIUdtd7UXwMnWpX1g8EPiI1/fwue7dX6sggETr7eaxQ91cCbJ2S/egU8cWUgYUc3N+c7t33qJOVGYCrRj4MCZWyARgsDSqQ9OWC1iMC5wBtb6BXHaAHytjNYSrrC4D9pNKloA9AQK15zawafH8BTVFDYwjeVdFK9jckkZCORO+0o7Uzdu7KcaLtVmShLaB3azyz7TBBaWNvWzNJWwl6JezhoiyKSCzI0mGTZgYzGWJXpoTtyGVJ8JpVOpcN9ZAch8efqCSfGxSl3Xce12WMIKEn88NZOieJG52nW10izQZ+4u01W2urrWXR82HUpzI3a6vPYGhUDpu862bHDN2wl6S1XR55nnHkmz3VHB6zEu0/9Std99BBBcyGgDnYMQLKRMYKAe4jNd7hgNSuJ92F3cxuPLJ7/iMxElkWZqIBitXclWRd3q4Zdv8N/HzQw3p32vV7k7GyhRqB77vSr1Z88oekOIGze/LIdopkrG/19k4xJiH9hOcZvT45voHfEIVCvMfJD3ZQo9/YvfWY0Y2jQno7Hg3p26ExdLerUgoR30eg9bxtG/01Bd7prJJt31Y9IXrDxxYF8V4A/1TkHzgjK6U7igRopYdwdO9RJ6OubAnx6Ial6n5gGwcNIEh3fu1yayca9xQoBA8T+jao8kQM4TMEk2gK0LqMLN16W9+X/2rtTGooZsRK+RhBV5f/BhYRuZa5CZIEYxr+h+9Fb1AG/nJnbV4gZBI1AJSvb/o/+yFslvTPNESJykriDQHxXi6f3qOkP9iLOFI99aHrg+yDp+WJeSEtdrPQH569gRW0C2OBlU5XWZ3PmVtRvEN4yET0Xg6LCNFOccOUwzwIBBfvj+KJWRBtuefqBMosgJfOS1M/QseVwvE41JJH//OQZIoO/B6UXD9Yn1QEhu22RKujEX3j+d9iEbDe4vR5CJQqViCZ2yVE2uq8Ea2TvPORclWSLVOBE/tUWDaVorTfZckbsxqKjG+53kfwnUTnXEUe30in9n10mv5/DSliz8/xsQBIUmLSRvUE7zSfLIPDDPZFhC408HsPVjvrXlw6UEccZe+IB4yzqZF75pf+PAd537nHh6buTQcoh0CyLEn+ilTCwD+VfswCfn58pZ/i0wJhX2wAgQiR/bG1yqZN5ojbrqcyp72sPy1oUq43Lv7JTaWPqBsQlhtj7G7FdyBgdjY07MpfG2p9cNYwJAj2ad6bXQ5dRf+i6Bn3su8GCI/l4r6NH8rfyxqRwDj24u0Ptb90awqGVULkMemLfDuB0qADxI8Qqp0/Mb+QbVkcbOSf3E70ms6BSIa1xaIiNZgCpYYDZajWV+W+hKCBdutUBYn2LjgC0bcg+DZ8THvBzDsoobL4gDmw25Puwayumqukvblw63oMuz07Gx6D+SYMaMLQc/zUHTr97WM8ekY3AJz9k6GFHO5sdnl+88FHSzYxSeT/jn8CH+JUTSkQtHFL4gkpUimU/L+3QcLr5a21LBzapl8LzVzbMREuqwHCeV8gcvASXtY6hdM/Fza+AfyDAVS74QzLYTHL1ZVulyAc7WgZXBfZyWaMRgNjFbqlPVetDMGcwNSMz2aher2zPGhjWU35k7B7tCtoD020H5RieDJ5TPS+BJFlm4JrzrFAyufd6IpKeVj09kSq6SbWGABxYoux5fUREdHpAMjT6FYvg+nUfZ5v6kS1lgt3wbkFI6zr3RaPyIpKwia+4ZsNAlDsF+WW5TPbZ4p2myQwlBfG7OmtK+i1ULPcFJUlsYxOwL4692GL+JB3J8fI2EyAo+o4zNb0s6rZjwKfjMauyw1+xozwr0okEJ8Qbxcpl0i3JOodmvpCKiqJQGVV+zuPqFcLif2gzC3LVI4hoRQ3Uq+TgveN/bU7+wSJrDh0JlGPtzAebAWP2bdiPvc+y164IOM+Pi3UV6f1sbEFmjO1n0+q2T/nZD8/IsWW9nkA7LvLuhG1GSeRnbfxwmjOJmJwbEjAvjKQVCdcLTK7y9hm82tfDEKUXbb25E6QfZ8dDgdc6uHn8SDSr+x4Bkc0AiNLuHCxI4YMmLB0xUeUmaNby7YBEYJGJwpgejwEV8PAmOm0l2vzgpxugDm0tqw/+zAWHSPD0Wzu81ewiyc6vHR70mPJt8VTeKh0pY/8AnMdczCppbpOulQi7s2AHgWSVlty108UckadeNqgNr6eomtbDf5XgCvlhjMMzolRYDISR+RMWl7f8ulkI7sqWaSzVxLFA6WE8qSKOzi63A7COwedMYMZ7iv55NPGqCyDJt4gAITRQz7KXi3MK9aF1PXgcZCOYmHxsMB55AJf+LcpI4wQtsr2aDe16vVqwKVw2mmwMkciH+8iido2QZGLipK2Mm7v/m5A6qLov/ql8QNenUNw+8aclJ4zz0hrCGLENmMJvCddT/ZhVWsz2L/7NwnusM3qj5IYwCxsRTBmjGGG5F+r+C1IJegDVUWS0shBk+se58x6+67JBA9zcDv99/XzkWrs+TDvnnaxgKQwmv9BdwvYZLuAIHfBQvbrAVPzSt6Q3L9oM+yaYwaCt94YJJUOk5ynyfODlVwdovz2KTRorKishEm0JSoUgTZMhM3DCXhUF4QEOjCx6UWoOp+CKSO+O/DTelmVIVYLJ4XgqHvEVu5WlUC3ELNMr10ffowZ/2ip0emq9Qw2PcTVhrFed1VuH8H/4FGyHN2wnE9MYD+Wg7v7i/hcKq1jLgu53bHdzKV/061rRBuKeeP2BjLRNIxaBRt2Bmos5sNjOkHLWoI1wPUjry6ObsGcpbOacNrarmaqaGUsL4DiV31f6LgnDlKi4TJm9DgeevzsMFMtgSQtTHhqTi0wSbySDc0ilW14rIsjPEs11h8PRz3nlg0wiXt0cGmXAudSgtSrItRpi+lrdWxZLPb6WUqgi2kXFru++l3fnCUfa0WZATVIaqa3ze84gyGIu+d+zZtvP1SEIAZQhDB84UPx+cp13c3W6MaJawFjJPQMsvaZGCXNzLEvVA+6eo//HBbQrwp3fkiOAu5LGEKS0cz1e5w+DblpY7m/aHzMrIujcVCAGxnvAnRa4a6oO6Le6+6U6YXn2A9s3S/hlKdEfU2hH4Vb51oLidHF3Jqlnopu9zRO6ttXMvfVl/AiLiMQE/JDW1IVIiaPZUWxvYrosYxmJo01IRlXQ0totK8Lyqtx7vZSAVmRVGDxOqAQUQxQTbBvGOlGRCXREWir5jygCGPQai+r+BpJR5Kr51dmQUQESYDElPeFyTsmOX77zQpvZoMCLcy+pbC646Gfo2HLomxkWF8lDHW85Wmb68wDt1azU+SM7IuJaJ3fkc3ko+Ay8cD49PEW3iRoxvrG0Tj2/UtcFYw8kIGv3IUXLAIJMJ42wL4NhUI4z0QccYfpvzYfS8IPI6Myum06JDHaOveuCYUhbjmHEpW6wLg4ktO6iIo5a7RxgAnmp/cwqWWrpSfLPb1lORFpDbPH0W3FNdqTMjtyCTCRfy0TDJbJfPkH9UOjEMVnfiY/BK5MfLYrxZzx8U+3njmo2BT3i81r4689QvIcIgHebferv18R1yd1Vm4kmhmq4aLNiFeBe4ptnLllcyAc5c7uFr/mF968OLkX6nKS53k5rokw3+6qqnpuMUp4AwqkWSH5EgbJX4yLZryXyt0Ua6JMi6l8JeNK11H1ve2ps/uGCM4qclMvGXcqOG0SILay1DgD0/C89Qz4cxVOFaObGYuZpCsXQBN83J6kF+/RYibc2D9adafZWvQoMJgilTadcQavA9lWMH/xggKrcFgcTdvFgPlYw3CbadLs43q+9y6agyjExGQ9T0kZHGfPBfMwTXaqKEnJBTPmMa0NeQf0EpknPMdRQReecMOGy/dIN7aGO9wevgfOMT2twUKEhZNijyJwYvRelWKyf61p69anGgoh9bPRsRcvZ/h+tGBUbMclOWiJkpLGF1Hfkh0/XHpmX6G2NRDS0/+JnBCZa1F9Xsa1lrrTtDddWd+Si9cvPnSIf6ak10xS8Y8jdkVlluc6mFbbJcjGYbC1vufo2O3WMgcK3KTgLr+WRpCBYT2Snc9236TAF7i6r5Tqm2+vwSnizMiOmlYVMBJtk6MyCNymoZeAATRrC3+OD3Hf5U7yC3iS7f3ZDyU1F8JBHxQOV5hAqNQDaLQM4tjgEs9iWDS4IL0pN5ltb3sa0Fz3JAbQ4B+lxhyWLSC55fPqzMbS2D49paso18LVsjF4n7SLmSBu2nBLI37sY8KJPo+DP+vc8e6tNyifM2OE1jBEDsWUruPwh07nHXziTfqLAS6svcTkMkgWP/hn2AxAkIIb0erfMsrUyTCHO4QwQHiHxlYa0Vo7dijAdWayUfJ/EDX5TyvsNgFPF3pYL5Qn9//gOAuCUZH2RVnnrgl/xCwiyh3eFjof8mdpm71CXK1LT7fVrJOS+ouWrJP8osv7zgMhQX16k8otHceOF73qySY4ypgcywEx45pZ9ET6S0PwVfMViTCWywJz30zN8rJ3Xcmp1Q0ZQeBqAmVbCO8OArtzlqBL9O5GZMJC4I91Bnn/tCFQQMDQPn0k2U6myB/ZoY6E4lmqH/9ZeD4Bi1ANb4GyfUfP+kyTKwEA== 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 +vpmHTeoex0r9pCKGxyKSRf3stpe0+bzRzIPQsPbvtwVEqSlB01kaqgJx0BW+fF/PGN4lbeoVOhL+bHMUIhinvLP/M7fzAlhRKRBAaKgB8atrAxnl/PMthLV31Q1/Hfjh7DVnRTzEr2qH/oL2dhml3/Ztd+MtAXXCw/hF7/B7/eK0fDeR4qtdj/pKDpqOOZVbeUG4WBWVDUE2aSutHvuQGWGOoFf8d3O9Bxti3O3WTOE6B7aDDPufRSwwxdCsi2FuXPOzwyopdUEusfMWG4HqxQKkRHa5CEwl+dV7gtCpBgMZBoyul3WrIcr+lrbg58QPQeINOWBAkOQnha8zZs8JOuvbJ/7wWeCjTUvq9ZFmE9jFVUPR4Wb5CHVB2h3kTny3nleGzJRGvs95YSTSElTYgswpoTOckCL1Oh1w2fxjy2fCtn2acp49Pd4FzOYRYOnjRmVd338nBY8bnlSyLdxuSI5btkP95+ZI7bDXmldYtGwhW8tB9ZlKG80pej3pcPjdgeoGRcTR1AeBEMVtNmdFlWJPPjvhZwxsWtayxSGJ9eZEosjGhUsE3nLvl++2wL7DhSVGdcOhDYd4DJTE1bCSOgBBJgarGWmFVPShap92rX7zY39Tpu29sVzn+v0TLYGlHcuaIwdrIkD+dxFFlAVeKXxO/6tTBeuDvaXx9QSbs9OzjkfgVXTlleJ1JPrYyjhSJa5PNsPnt7A0IKc++YuvrQ+Kyqz/njRx2S2K5UtscMISwMbynHFiy72QdEhi/wpculyyoAMWTPBOJyJOZ17/R+D0Z1yRJ7TeZ5LjK4ShxhsQZRGiYdl/mqHy/brgIXMBRGZ3opl2JeYOsiqHjD7dZkr8n/cxLC2GIzfTvwqvnouruCWgA3pDQ1i3CJtwGSNabJMmnDjd/xvaN6LnNhcbySuEdiM5zFJpDTOTQ26p0hzOZJk/OHjXd1RBydiwY9kn6l1N4QOEIQ3T6CwwV9y177E3YurIyUs6esFGcppTWem6OT2tit8Tp4FbLr6XXii
2分

实验结果:

EX=(1)±(2)(V)

datafill 1.4563 0.00131 NknGAAPsCbzrrA4wP68TOuDlOMXipM9DtuTkCX38M8vdgh748bcYeEXCF8tG6kvi93R5lznQd9SH3xU01JYaXXBNKsFd2jOkgxB1baBj/0A4fTEBdvfonn5XTDTUL9pFMNngc06Sx6zzHgH+JLrfjE1BejjEcP9onNY3A55LXenaBU3kEBbEqtzysPcnbSowLS+04LbYHIYAFfFYdqyhgeZnLqB8IyHZKFrlTiqm/r/8FJWH+9N2+KQnNDgaCY+KK5Xo0tIHJJvj8DWWjtGCB3SoXTxtkKIpJxNoZOCwZlYntJlq+5Xoxn1o5WZRjrqPY6Q2OQRef3SiT6gKMZWN8suP4INYVZPcOAssTI5bHaoERU4ADzdOtodhKvmoZiuGOLXXcF8DDkiwh8HAND9tIaLSyf3iXbjNejsO0SR4QkRQb40gXyxLNS74gnoY10oJLffzsCXDMsPekDIlxGjuWUgEBerzF4t27bdDBZDRQneZzHDS8BwmNB6bXFuzelbWCG0vDtudcEb53b+oMhXpmXrPTu9HzfaTNgfzsVPmvBnGbqvwY5jBeYBrukmGO2pxcJpVmSpbmIF/tAjb85Ii8A== 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 kbs8cUEArIzl90tKMNafbYHxVlWcZSPCSNHpyr79Ghet8cA3zN2g8pM9FKB7U4TQaxwCptcELlCLEqij9G39SnL+KuKO9adY8zD9IqZic8HGZd0xaAtW6TswGU5lqPr7QwLI7k6bdO4eE13xWhxhk3G6B50H48YzYcFoQNYnAUobR2Jr3dWTCq5lvOfEkFZLf0WDD7Uz+IalGn9EZxlJCx054ZpWtfpaTof3D/8Ry40+JBZ6Q3HzIc7D2dvNJzPLPSANXLMBrCkH5N5wMRvUuKrkZ2GQZy+vl7d8QbiS6ks= LIDxkKaj43fjedZ32JgWnZhzoZWpi0iJjEHn8fPlQCc2ofewvLRA9lJGBzjGAyYYTdsohNrBjjE8Dcov9BTwHJovpkoBVR9WjT6saaHUeGmjwXrEsNwthS3Qs3mNbxuI4pDKUCkSr2hQ+i1TWYLe2BeQG7knuXkztt5VVx2JvFo=

思考题

5分

1.在实验中,如果出现无论怎样调节接触点C、D,检流计指针总是向一边偏转的现象,试分析有哪些可能的原因?

5分

2.在双刀双掷开关分别接EX 和ES时,滑线变阻器RW的数值应当一样,为什么?

原始数据