Horizontal Regression - Diagram

Dear all,

maybe someone could help me.

My question is - where I do a mistake?

Below is Diagram that I would receive i BRT.

But in the end, I receive something like these:

BPRT gives me a diagram with a 10 m interval.

I am beginner.

Thank you in advace for help.

MN

Parents
  • Can you attach your regression data?

    (BRT V08.11.07.685, on MS, SS 2)

  • Thank you for answer.

    I use these points (as a COGO).

    P_1,33477.713,29779.705,0
    P_2,33484.964,29786.587,0
    P_3,33492.22,29793.47,0
    P_4,33499.47,29800.351,0
    P_5,33506.736,29807.241,0
    P_6,33513.995,29814.12,0
    P_7,33521.29,29821.031,0
    P_8,33528.532,29827.881,0
    P_9,33535.805,29834.75,0
    P_10,33543.088,29841.607,0
    P_11,33550.382,29848.457,0
    P_12,33557.535,29855.149,0
    P_13,33564.706,29861.823,0
    P_14,33571.891,29868.487,0
    P_15,33579.08,29875.115,0
    P_16,33586.288,29881.723,0
    P_17,33593.598,29888.377,0
    P_18,33600.772,29894.867,0
    P_19,33608.055,29901.408,0
    P_20,33615.511,29908.059,0
    P_21,33623.011,29914.704,0
    P_22,33630.512,29921.296,0
    P_23,33638.039,29927.864,0
    P_24,33645.608,29934.413,0
    P_25,33653.194,29940.932,0
    P_26,33660.802,29947.423,0
    P_27,33668.449,29953.898,0
    P_28,33676.091,29960.322,0
    P_29,33683.773,29966.729,0
    P_30,33691.466,29973.101,0
    P_31,33699.196,29979.454,0
    P_32,33706.939,29985.775,0
    P_33,33714.722,29992.077,0
    P_34,33722.525,29998.353,0
    P_35,33730.36,30004.603,0
    P_36,33738.18,30010.797,0
    P_37,33746.048,30016.981,0
    P_38,33751.513,30021.251,0
    P_39,33762.811,30029.997,0
    P_40,33769.782,30035.351,0
    P_41,33777.73,30041.414,0
    P_42,33785.716,30047.463,0
    P_43,33793.701,30053.464,0
    P_44,33801.73,30059.462,0
    P_45,33809.759,30065.404,0
    P_46,33818.111,30071.55,0
    P_47,33825.895,30077.228,0
    P_48,33834.002,30083.108,0
    P_49,33842.128,30088.943,0
    P_50,33850.274,30094.749,0
    P_51,33858.437,30100.519,0
    P_52,33866.616,30106.262,0
    P_53,33874.884,30112.021,0
    P_54,33883.063,30117.674,0
    P_55,33891.311,30123.328,0
    P_56,33899.595,30128.967,0
    P_57,33907.881,30134.561,0
    P_58,33916.189,30140.128,0
    P_59,33924.554,30145.689,0
    P_60,33932.858,30151.167,0
    P_61,33941.253,30156.665,0
    P_62,33949.621,30162.1,0
    P_63,33958.018,30167.516,0
    P_64,33966.464,30172.921,0
    P_65,33974.901,30178.284,0
    P_66,33983.361,30183.616,0
    P_67,33991.845,30188.927,0
    P_68,34000.341,30194.211,0
    P_69,34008.849,30199.451,0
    P_70,34017.391,30204.689,0
    P_71,34025.928,30209.884,0
    P_72,34034.494,30215.064,0
    P_73,34043.056,30220.213,0
    P_74,34051.661,30225.345,0
    P_75,34060.261,30230.441,0
    P_76,34068.887,30235.52,0
    P_77,34077.531,30240.572,0
    P_78,34086.182,30245.596,0
    P_79,34094.865,30250.6,0
    P_80,34103.523,30255.558,0
    P_81,34112.232,30260.5,0
    P_82,34120.938,30265.41,0
    P_83,34129.654,30270.293,0
    P_84,34138.425,30275.157,0
    P_85,34147.181,30279.986,0
    P_86,34155.959,30284.788,0
    P_87,34164.756,30289.566,0
    P_88,34173.56,30294.311,0
    P_89,34182.385,30299.028,0
    P_90,34191.22,30303.71,0
    P_91,34200.1,30308.383,0
    P_92,34208.973,30312.985,0
    P_93,34217.865,30317.597,0
    P_94,34226.756,30322.149,0
    P_95,34235.678,30326.678,0
    P_96,34244.625,30331.181,0
    P_97,34253.568,30335.647,0
    P_98,34262.535,30340.084,0
    P_99,34271.523,30344.5,0
    P_100,34280.507,30348.874,0
    P_101,34289.522,30353.222,0
    P_102,34298.545,30357.541,0
    P_103,34307.602,30361.841,0
    P_104,34316.638,30366.088,0
    P_105,34325.712,30370.319,0
    P_106,34334.795,30374.514,0
    P_107,34343.897,30378.674,0
    P_108,34353.002,30382.789,0
    P_109,34362.144,30386.878,0
    P_110,34371.284,30390.914,0
    P_111,34380.462,30394.919,0
    P_112,34389.649,30398.881,0
    P_113,34398.858,30402.803,0
    P_114,34408.074,30406.685,0
    P_115,34417.325,30410.545,0
    P_116,34426.564,30414.357,0
    P_117,34435.822,30418.145,0
    P_118,34445.098,30421.914,0
    P_119,34454.373,30425.66,0
    P_120,34463.673,30429.389,0
    P_121,34472.955,30433.1,0
    P_122,34482.273,30436.81,0
    P_123,34491.55,30440.497,0
    P_124,34500.865,30444.185,0
    P_125,34503.47,30445.217,0
    P_126,34513.394,30449.137,0
    P_127,34519.49,30451.54,0
    P_128,34528.593,30455.138,0
    P_129,34537.879,30458.811,0
    P_130,34547.183,30462.486,0
    P_131,34556.483,30466.152,0
    P_132,34565.801,30469.828,0
    P_133,34575.093,30473.492,0
    P_134,34584.421,30477.154,0
    P_135,34593.728,30480.825,0
    P_136,34603.057,30484.495,0
    P_137,34612.361,30488.154,0
    P_138,34621.67,30491.81,0
    P_139,34630.99,30495.474,0
    P_140,34640.322,30499.131,0
    P_141,34649.622,30502.787,0
    P_142,34658.962,30506.457,0
    P_143,34668.258,30510.105,0
    P_144,34677.57,30513.758,0
    P_145,34686.886,30517.415,0
    P_146,34696.207,30521.077,0
    P_147,34705.508,30524.731,0
    P_148,34714.83,30528.39,0
    P_149,34724.142,30532.051,0
    P_150,34733.478,30535.725,0
    P_151,34742.774,30539.385,0
    P_152,34752.099,30543.052,0
    P_153,34761.393,30546.702,0
    P_154,34770.723,30550.363,0
    P_155,34780.034,30554.017,0
    P_156,34789.362,30557.682,0
    P_157,34798.657,30561.336,0
    P_158,34807.991,30564.997,0
    P_159,34817.307,30568.659,0
    P_160,34826.639,30572.329,0
    P_161,34835.924,30575.979,0
    P_162,34845.253,30579.649,0
    P_163,34854.55,30583.301,0
    P_164,34863.875,30586.968,0
    P_165,34873.163,30590.621,0
    P_166,34882.52,30594.296,0
    P_167,34891.81,30597.949,0
    P_168,34901.065,30601.587,0
    P_169,34910.444,30605.276,0
    P_170,34919.742,30608.93,0
    P_171,34929.075,30612.597,0
    P_172,34938.371,30616.25,0
    P_173,34947.688,30619.914,0
    P_174,34956.998,30623.572,0
    P_175,34966.316,30627.234,0
    P_176,34975.627,30630.891,0
    P_177,34984.948,30634.555,0
    P_178,34994.277,30638.219,0
    P_179,35003.589,30641.876,0
    P_180,35012.899,30645.535,0
    P_181,35022.197,30649.186,0
    P_182,35031.516,30652.849,0
    P_183,35040.826,30656.509,0
    P_184,35050.176,30660.185,0
    P_185,35059.458,30663.832,0
    P_186,35068.872,30667.538,0
    P_187,35078.081,30671.165,0
    P_188,35087.408,30674.84,0
    P_189,35096.702,30678.508,0
    P_190,35106.009,30682.189,0
    P_191,35115.316,30685.872,0
    P_192,35124.59,30689.556,0
    P_193,35133.9,30693.253,0
    P_194,35143.199,30696.957,0
    P_195,35152.501,30700.681,0
    P_196,35161.794,30704.416,0
    P_197,35171.061,30708.158,0
    P_198,35180.351,30711.937,0
    P_199,35189.597,30715.727,0
    P_200,35198.86,30719.554,0
    P_201,35208.09,30723.404,0
    P_202,35217.305,30727.287,0
    P_203,35226.527,30731.219,0
    P_204,35235.708,30735.183,0
    P_205,35244.885,30739.194,0
    P_206,35254.054,30743.252,0
    P_207,35263.183,30747.344,0
    P_208,35272.311,30751.497,0
    P_209,35281.393,30755.687,0
    P_210,35290.449,30759.925,0
    P_211,35299.503,30764.228,0
    P_212,35308.507,30768.573,0
    P_213,35317.508,30772.986,0
    P_214,35326.454,30777.443,0
    P_215,35335.393,30781.967,0
    P_216,35344.312,30786.556,0
    P_217,35353.18,30791.194,0
    P_218,35362.026,30795.892,0
    P_219,35370.829,30800.649,0
    P_220,35379.601,30805.462,0
    P_221,35388.355,30810.34,0
    P_222,35397.064,30815.273,0
    P_223,35405.746,30820.266,0
    P_224,35414.386,30825.317,0
    P_225,35423.012,30830.427,0
    P_226,35431.602,30835.593,0
    P_227,35440.142,30840.802,0
    P_228,35448.666,30846.082,0
    P_229,35457.135,30851.402,0
    P_230,35465.576,30856.779,0
    P_231,35473.998,30862.213,0
    P_232,35482.356,30867.683,0
    P_233,35490.689,30873.214,0
    P_234,35498.996,30878.807,0
    P_235,35507.253,30884.446,0
    P_236,35515.473,30890.14,0
    P_237,35523.664,30895.895,0
    P_238,35531.802,30901.695,0
    P_239,35539.905,30907.552,0
    P_240,35547.977,30913.467,0
    P_241,35556.01,30919.437,0
    P_242,35563.998,30925.457,0
    P_243,35571.962,30931.539,0
    P_244,35579.858,30937.655,0
    P_245,35587.73,30943.834,0
    P_246,35595.565,30950.065,0
    P_247,35603.36,30956.341,0
    P_248,35611.112,30962.67,0
    P_249,35618.819,30969.048,0
    P_250,35626.49,30975.476,0
    P_251,35634.109,30981.945,0
    P_252,35641.703,30988.47,0
    P_253,35649.224,30995.022,0
    P_254,35656.731,31001.639,0
    P_255,35664.199,31008.309,0
    P_256,35671.608,31015.011,0
    P_257,35678.98,31021.764,0
    P_258,35686.329,31028.577,0
    P_259,35693.614,31035.426,0
    P_260,35700.873,31042.325,0
    P_261,35708.073,31049.263,0
    P_262,35715.25,31056.261,0
    P_263,35722.36,31063.281,0
    P_264,35729.421,31070.344,0
    P_265,35736.462,31077.474,0
    P_266,35743.43,31084.617,0
    P_267,35750.376,31091.822,0
    P_268,35757.282,31099.083,0
    P_269,35764.129,31106.372,0
    P_270,35770.936,31113.713,0
    P_271,35777.693,31121.095,0
    P_272,35784.385,31128.504,0
    P_273,35791.055,31135.987,0
    P_274,35797.657,31143.507,0
    P_275,35804.224,31151.088,0
    P_276,35810.716,31158.691,0
    P_277,35817.151,31166.338,0
    P_278,35823.578,31174.075,0
    P_279,35829.891,31181.771,0
    P_280,35836.208,31189.567,0
    P_281,35842.455,31197.358,0
    P_282,35848.686,31205.2,0
    P_283,35854.862,31213.065,0
    P_284,35861.023,31220.953,0
    P_285,35867.158,31228.859,0
    P_286,35873.26,31236.771,0
    P_287,35879.337,31244.708,0
    P_288,35885.399,31252.663,0
    P_289,35891.449,31260.641,0
    P_290,35897.473,31268.624,0
    P_291,35903.471,31276.612,0
    P_292,35909.477,31284.638,0
    P_293,35915.455,31292.65,0
    P_294,35921.417,31300.67,0
    P_295,35927.386,31308.706,0
    P_296,35933.342,31316.74,0
    P_297,35939.286,31324.771,0
    P_298,35945.246,31332.828,0
    P_299,35951.189,31340.86,0
    P_300,35957.124,31348.894,0
    P_301,35963.066,31356.941,0
    P_302,35969.013,31364.998,0
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    P_304,35980.878,31381.072,0
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    P_313,36034.159,31453.317,0
    P_314,36040.057,31461.313,0
    P_315,36046.01,31469.39,0
    P_316,36051.939,31477.429,0
    P_317,36057.881,31485.493,0
    P_318,36063.824,31493.558,0
    P_319,36069.758,31501.599,0
    P_320,36075.694,31509.657,0
    P_321,36081.609,31517.686,0
    P_322,36087.555,31525.758,0
    P_323,36093.482,31533.797,0
    P_324,36099.422,31541.855,0
    P_325,36105.359,31549.907,0
    P_326,36111.301,31557.957,0
    P_327,36117.242,31566.017,0
    P_328,36123.185,31574.068,0
    P_329,36129.129,31582.126,0
    P_330,36135.067,31590.176,0
    P_331,36141.003,31598.232,0
    P_332,36146.951,31606.302,0
    P_333,36152.881,31614.351,0
    P_334,36158.819,31622.414,0
    P_335,36164.742,31630.452,0
    P_336,36170.687,31638.519,0
    P_337,36176.615,31646.569,0
    P_338,36182.56,31654.637,0
    P_339,36188.483,31662.674,0
    P_340,36194.42,31670.731,0
    P_341,36200.354,31678.782,0
    P_342,36206.295,31686.844,0
    P_343,36212.224,31694.89,0
    P_344,36218.168,31702.953,0
    P_345,36224.098,31711.003,0
    P_346,36230.036,31719.059,0
    P_347,36235.965,31727.108,0
    P_348,36241.897,31735.167,0
    P_349,36247.839,31743.235,0
    P_350,36253.776,31751.301,0
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    P_370,36372.466,31912.409,0
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    P_376,36408.056,31960.771,0
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    P_390,36491.153,32073.563,0
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    P_415,36648.003,32268.23,0
    P_416,36654.853,32275.519,0
    P_417,36661.746,32282.749,0
    P_418,36668.709,32289.953,0
    P_419,36675.691,32297.074,0
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    P_428,36740.851,32359.201,0
    P_429,36748.297,32365.851,0
    P_430,36755.801,32372.468,0
    P_431,36763.325,32379.023,0
    P_432,36770.918,32385.551,0
    P_433,36778.525,32392.006,0
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    P_435,36793.9,32404.81,0
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    P_437,36809.408,32417.394,0
    P_438,36817.236,32423.636,0
    P_439,36825.104,32429.826,0
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  • This is the result from your Data:

    Try to import your regression point in empty alignment and try again to display the Curvature diagram. (I think you use the slew diagram instead curvature diagram)

    You can try to work whit this attached data as well :)

    Good luck!

    https://communities.bentley.com/cfs-file/__key/communityserver-discussions-components-files/5921/Reg.alg ;Regression curvature.dgn

    (BRT V08.11.07.685, on MS, SS 2)

    Answer Verified By: Michał Nowak 

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