闭合导线测量表 (9个点)

闭 合 导 线 测 量 表(1点是最后已知点，有方位角和坐标值) 仪器点照准点 竖直度盘度数倾角斜距水平距竖距高差 加360盘 左加360盘 右(盘左+盘右)/2盘左/盘右 LLCOSLSINh 度分秒度分 秒 度分秒度分秒度h=Lsin+i-v a a 923745857458 2454443225 45 34 93199 -3.312222222222218.8318.79854 -1.0879 0水平角1360168.6625168.676667 168.6695833333330 2 2 a0000120 3000000 1233212 -151.768333333333023-20.264-10.88 -10.88000 水平角20-0.2-0.1000000000000 3 3 20002300 4000000 12210 -96.175000000000012-1.29079 -11.93 -11.93000 水平角30-23-11.5000000000000 4 4 30001200 5000000 0210 -90.175000000000034-0.10385-34-34000 水平角40-12-6.0000000000000 5 5 4000000 60000450 0210 -90.175000000000054-0.16493-54-54000 水平角500.750.3750000000000 6 6 5000000 70000540 01212 -90.101666666666723-0.04081-237000 水平角600.90.4500000000000 7 7 60130000 8000000 0120 -90.100000000000054-0.09425-548000 水平角7-0.216666670-0.1083333333333 8 8 70150000 9000000 0150 -90.125000000000046-0.10036-46-46000 水平角8-0.250-0.1250000000000 9 9 8 a875108751-89.0000000000000224.53.918065 -224.47 -223.22 水平角987.8533333387.853333387.8533333333333 6 6 觇标高v是十字丝锁定点到测点的距离 觇标高仪器高仪器高i是仪器到测点的距离 vi测点在顶板，I、V前加负号， 倾角为俯角时为负。 -1.892-0.625 闭 合 导 线 测 量 表(1点是最后已知点，有方位角和坐标值) h=Lsin+i-v -1.892-0.625 闭 合 导 线 测 量 表(1点是最后已知点，有方位角和坐标值) 测站 水平角左闭合差改正后左加360 方位角斜距 L竖直角 平距l=LCOS A另一高级点，用于求1-2边的方位角 a168.6695833333330113.3872685185190282.0568518518520 计算值 224.5518.83-3.312222222 18.798545 2 2 -0.1000000000000113.3872685185190113.2872685185190 157.837268518518023 -151.7683333 -20.26397 3 3 -11.5000000000000113.3872685185190101.8872685185190 79.724537037037012 -96.175000 -1.290787 4 4 -6.0000000000000113.3872685185190107.3872685185190 07.111805555555534 -90.175000 -0.103847 5 5 0.3750000000000113.3872685185190113.7622685185190 360 300.874074074074054 -90.175000 -0.164933 6 6 0.4500000000000113.3872685185190113.8372685185190 0234.711342592593023 -90.1016667 -0.040812 7 7 -0.1083333333333113.3872685185190113.2789351851850 0167.990277854 -90.1 -0.094248 8 8 -0.12500000000000113.3872685185190113.26226851851900 0101.25254629629646 -90.1250000 -0.100356 9 9 87.85333333333330113.3872685185190201.24060185185200 122.493148148148224.5 -89.0000000 3.9180652 a a 168.6695833333330282.0568518518520 224.550000000000 239.51458333333301020.485416666670 489.330.6576579 f=-(n-2)*180=B24-(9-2)*180=-1020.485416666670 f容=40sqrt(n)=0.033333333sqrt-开平方，n是测角数 ff容符合要求 1点是最后一个已知点。小数点后保留13位误差小。 0101.25254629629646 -90.1250000 -0.100356 竖距LSIN纵坐标X=lcos横坐标Y=lsin h 纵坐标 X横坐标 Y 计算值 闭合差 改正值计算值 闭合差 改正值计算值 闭合差 改正值 18001000 -1.0879407 -13.39657 -85.262-98.659-13.1878 536.052522.864 0.179059 10428.31410428.493 1701.3411522.864 -10.879869 18.76678991.909110.675-7.64435 -577.839-585.484 -10.8799 -11241.244 -11252.124 1812.017937.3804 -11.930376 -0.2302525.8545.624-1.27008 -36.808-38.0776 -11.9304-716.052-727.982 1817.641899.3028 -33.999841 -0.1030480.4710.368-0.01286-2.961-2.97411 -33.9998-57.608-91.608 1818.009896.3287 -53.999748 -0.0846360.7480.6630.141562-4.703-4.56161 -53.9997-91.495-145.495 1818.672891.7671 -22.999964 0.02357670.1850.2090.033313-1.164-1.130457-22.640-15.640 1818.881890.6366 -53.999918 0.09218490.4270.520-0.01961-2.688-2.707148-52.283-44.283 1819.401887.9295 -45.999891 0.01958290.4550.475-0.09843-2.862-2.96015 -45.9999-55.672-101.672 闭 合 导 线 测 量 表(1点是最后已知点，有方位角和坐标值) 1819.875884.9693 -224.46581 -2.10478-17.771-19.8753.304714 111.726115.0307 -223.1992173.5091950.311 1800.0001000 2.983-2.9830.000-18.75418.7540.000-364.829364.8290.000 fx=应为零fy=应为零fh=应为零 上述三个值与已知点1进行比较 -459.36335 f=sqrt(fx)*(fx)+(fy)*(fy)=18.98925 K=f/l= 28.8740489是否小于0.0005 -45.999891 0.01958290.4550.475-0.09843-2.862-2.96015 -45.9999-55.672-101.672 a2边方位角 高程 Z度分秒 2830.541224330 13259.033 2 2 2006.909 3 3 1278.927 4 4 1187.319 5 5 1041.824 6 6 1026.184 7 7 981.901 8 8 880.229 9 9 2830.540 1 1 上述三个值与已知点1进行比较 闭 合 导 线 测 量 表(1点是最后已知点，有方位角和坐标值) 测站改正后左方位角斜距 L 竖直角平距竖距XY h 纵坐标 X横坐标 Y高程 Z A a282.056851852 计算值改正值改正值改正值 180010002830.54 a224.5500000018.83-3.3118.799-1.088-98.66522.8610428.49 2 2 113.2872685191701.341522.8613259.03 2 2157.8372685223 -151.77 -20.264-10.880110.68-585.48 -11252.12 3 3 101.8872685191812.02937.382006.91 3 379.7245370412 -96.18 -1.291-11.9305.62-38.08-727.98 4 4 107.3872685191817.64899.301278.93 4 47.1118055634 -90.18 -0.104-34.0000.37-2.97-91.61 5 5 113.7622685191818.01896.331187.32 5 5300.8740740754 -90.18 -0.165-54.0000.66-4.56-145.49 6 6 113.8372685191818.67891.771041.82 6 6234.7113425923 -90.10 -0.041-23.0000.21-1.13-15.64 7 7 113.2789351851818.88890.641026.18 7 7167.9902777854 -90.10 -0.094-54.0000.52-2.71-44.28 8 8 113.2622685191819.40887.93981.90 8 8101.2525463046 -90.13 -0.100-