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张壹
2025-12-17 10:56:55 +08:00
parent e1fe067eb2
commit 4972f2a1e3
83 changed files with 133343 additions and 1 deletions
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Samples/OrdinaryRobustRemoteReference/TRACMT.cvg Normal file
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Start TRACMT Version v2.0
Read parameters. ( 0 sec )
================================================================================
Summary of control parameters
================================================================================
Number of threads : 1
Procedure type : ordinary remote reference
The first M-estimator : Hubur
Threshould value for downweighting : 3
Maximum number of iteration : 10
Convergence criteria : 0.01
The second M-estimator : Tukey's biweights
Maximum number of iteration : 10
Convergence criteria : 0.01
Error estimation method : fixed-weights bootstrap
Number or repetitions in bootstrap : 1000
Number of output variables : 2
Number of input variables : 2
Number of remote reference variables : 2
Sampling frequency (Hz) : 32
Number of time-series sections : 1
Ratio of overlapping part to whole segment length : 0.5
Output level : 0
Output apparent resistivity and phase to a seperate csv file
Information about the segment lengths and frequencies :
Segment# Length Index Frequency(Hz) Period(sec)
0 65536 3 1.464843750e-03 6.826666667e+02
0 65536 4 1.953125000e-03 5.120000000e+02
1 32768 3 2.929687500e-03 3.413333333e+02
1 32768 4 3.906250000e-03 2.560000000e+02
2 16384 3 5.859375000e-03 1.706666667e+02
2 16384 4 7.812500000e-03 1.280000000e+02
3 8192 3 1.171875000e-02 8.533333333e+01
3 8192 4 1.562500000e-02 6.400000000e+01
4 4096 3 2.343750000e-02 4.266666667e+01
4 4096 4 3.125000000e-02 3.200000000e+01
5 2048 3 4.687500000e-02 2.133333333e+01
5 2048 4 6.250000000e-02 1.600000000e+01
6 1024 3 9.375000000e-02 1.066666667e+01
6 1024 4 1.250000000e-01 8.000000000e+00
7 512 3 1.875000000e-01 5.333333333e+00
7 512 4 2.500000000e-01 4.000000000e+00
8 256 3 3.750000000e-01 2.666666667e+00
8 256 4 5.000000000e-01 2.000000000e+00
9 128 3 7.500000000e-01 1.333333333e+00
9 128 4 1.000000000e+00 1.000000000e+00
Information about the time-series data :
Section# Channel# Type NSkip NData File
0 0 Out0 0 2764800 ../ex.txt
0 1 Out1 0 2764800 ../ey.txt
0 2 Inp0 0 2764800 ../hx.txt
0 3 Inp1 0 2764800 ../hy.txt
0 4 RR0 0 2764800 ../hrx.txt
0 5 RR1 0 2764800 ../hry.txt
Rotation angle (deg.) : 0
Channel# Type Azimuth(deg.)
0 Out0 0
1 Out1 90
2 Inp0 0
3 Inp1 90
4 RR0 0
5 RR1 90
Parameters for robust prewhitening :
Least square estimator is used
Maximum degree of AR model: 10
================================================================================
Read data from ../ex.txt ( 0 sec )
Read data from ../ey.txt ( 1 sec )
Read data from ../hx.txt ( 1 sec )
Read data from ../hy.txt ( 2 sec )
Read data from ../hrx.txt ( 3 sec )
Read data from ../hry.txt ( 4 sec )
Perform preprocessing ( 5 sec )
Secton 0, Channel 0 ( 5 sec )
Subtract mean (-0.889991) ( 5 sec )
Secton 0, Channel 1 ( 5 sec )
Subtract mean (1.69968) ( 5 sec )
Secton 0, Channel 2 ( 5 sec )
Subtract mean (0.0092652) ( 5 sec )
Secton 0, Channel 3 ( 5 sec )
Subtract mean (1.30261) ( 5 sec )
Secton 0, Channel 4 ( 5 sec )
Subtract mean (0.0346805) ( 5 sec )
Secton 0, Channel 5 ( 5 sec )
Subtract mean (1.2857) ( 5 sec )
Perform prewhitening for channel 0 ( 5 sec )
Degree of AR model: 1, Sigma: 7.6076, AIC: 1.90665e+07 ( 5 sec )
Degree of AR model: 2, Sigma: 7.60293, AIC: 1.90631e+07 ( 5 sec )
Degree of AR model: 3, Sigma: 7.59862, AIC: 1.906e+07 ( 5 sec )
Degree of AR model: 4, Sigma: 7.5946, AIC: 1.90571e+07 ( 5 sec )
Degree of AR model: 5, Sigma: 7.59088, AIC: 1.90544e+07 ( 5 sec )
Degree of AR model: 6, Sigma: 7.58783, AIC: 1.90521e+07 ( 5 sec )
Degree of AR model: 7, Sigma: 7.58446, AIC: 1.90497e+07 ( 5 sec )
Degree of AR model: 8, Sigma: 7.58162, AIC: 1.90476e+07 ( 5 sec )
Degree of AR model: 9, Sigma: 7.57884, AIC: 1.90456e+07 ( 5 sec )
Degree of AR model: 10, Sigma: 7.57665, AIC: 1.9044e+07 ( 5 sec )
The AR model of 10 degress gives the minimum AIC (1.9044e+07) ( 5 sec )
AR coefficients: 0.0320459 0.0276236 0.0274305 0.0273417 0.0271195 0.0250291 0.0274279 0.0257729 0.0263083 0.0240252 ( 5 sec )
Perform prewhitening for channel 1 ( 5 sec )
Degree of AR model: 1, Sigma: 7.54273, AIC: 1.90192e+07 ( 5 sec )
Degree of AR model: 2, Sigma: 7.52209, AIC: 1.9004e+07 ( 5 sec )
Degree of AR model: 3, Sigma: 7.50561, AIC: 1.89919e+07 ( 5 sec )
Degree of AR model: 4, Sigma: 7.49133, AIC: 1.89814e+07 ( 5 sec )
Degree of AR model: 5, Sigma: 7.47891, AIC: 1.89722e+07 ( 5 sec )
Degree of AR model: 6, Sigma: 7.46782, AIC: 1.8964e+07 ( 5 sec )
Degree of AR model: 7, Sigma: 7.45798, AIC: 1.89567e+07 ( 5 sec )
Degree of AR model: 8, Sigma: 7.44899, AIC: 1.895e+07 ( 5 sec )
Degree of AR model: 9, Sigma: 7.44151, AIC: 1.89444e+07 ( 5 sec )
Degree of AR model: 10, Sigma: 7.43417, AIC: 1.8939e+07 ( 5 sec )
The AR model of 10 degress gives the minimum AIC (1.8939e+07) ( 5 sec )
AR coefficients: 0.0497931 0.0484711 0.0453945 0.0449254 0.0443603 0.0443792 0.0440958 0.0444201 0.0425092 0.0444076 ( 5 sec )
Perform prewhitening for channel 2 ( 5 sec )
Degree of AR model: 1, Sigma: 1.15041, AIC: 8.62097e+06 ( 5 sec )
Degree of AR model: 2, Sigma: 0.999605, AIC: 7.84398e+06 ( 5 sec )
Degree of AR model: 3, Sigma: 0.94325, AIC: 7.5231e+06 ( 5 sec )
Degree of AR model: 4, Sigma: 0.913582, AIC: 7.34638e+06 ( 6 sec )
Degree of AR model: 5, Sigma: 0.895124, AIC: 7.23352e+06 ( 6 sec )
Degree of AR model: 6, Sigma: 0.882753, AIC: 7.15657e+06 ( 6 sec )
Degree of AR model: 7, Sigma: 0.873879, AIC: 7.1007e+06 ( 6 sec )
Degree of AR model: 8, Sigma: 0.867031, AIC: 7.0572e+06 ( 6 sec )
Degree of AR model: 9, Sigma: 0.861586, AIC: 7.02236e+06 ( 6 sec )
Degree of AR model: 10, Sigma: 0.857167, AIC: 6.99392e+06 ( 6 sec )
The AR model of 10 degress gives the minimum AIC (6.99392e+06) ( 6 sec )
AR coefficients: 0.100812 0.0994283 0.099345 0.0994338 0.100341 0.0991599 0.0983786 0.0996401 0.100555 0.101158 ( 6 sec )
Perform prewhitening for channel 3 ( 6 sec )
Degree of AR model: 1, Sigma: 1.15933, AIC: 8.66365e+06 ( 6 sec )
Degree of AR model: 2, Sigma: 1.01002, AIC: 7.90131e+06 ( 6 sec )
Degree of AR model: 3, Sigma: 0.95364, AIC: 7.58368e+06 ( 6 sec )
Degree of AR model: 4, Sigma: 0.923737, AIC: 7.40751e+06 ( 6 sec )
Degree of AR model: 5, Sigma: 0.905428, AIC: 7.29681e+06 ( 6 sec )
Degree of AR model: 6, Sigma: 0.892914, AIC: 7.21985e+06 ( 6 sec )
Degree of AR model: 7, Sigma: 0.884029, AIC: 7.16455e+06 ( 6 sec )
Degree of AR model: 8, Sigma: 0.877216, AIC: 7.12177e+06 ( 6 sec )
Degree of AR model: 9, Sigma: 0.871841, AIC: 7.08779e+06 ( 6 sec )
Degree of AR model: 10, Sigma: 0.867445, AIC: 7.05983e+06 ( 6 sec )
The AR model of 10 degress gives the minimum AIC (7.05983e+06) ( 6 sec )
AR coefficients: 0.0992426 0.0997661 0.0999695 0.100685 0.0994892 0.0998831 0.0983119 0.0990847 0.0994668 0.100303 ( 6 sec )
Perform prewhitening for channel 4 ( 6 sec )
Degree of AR model: 1, Sigma: 1.16254, AIC: 8.67898e+06 ( 6 sec )
Degree of AR model: 2, Sigma: 1.00903, AIC: 7.89586e+06 ( 6 sec )
Degree of AR model: 3, Sigma: 0.952405, AIC: 7.57651e+06 ( 6 sec )
Degree of AR model: 4, Sigma: 0.922235, AIC: 7.39851e+06 ( 6 sec )
Degree of AR model: 5, Sigma: 0.90364, AIC: 7.28588e+06 ( 6 sec )
Degree of AR model: 6, Sigma: 0.891244, AIC: 7.2095e+06 ( 6 sec )
Degree of AR model: 7, Sigma: 0.882213, AIC: 7.15318e+06 ( 6 sec )
Degree of AR model: 8, Sigma: 0.875262, AIC: 7.10944e+06 ( 6 sec )
Degree of AR model: 9, Sigma: 0.869864, AIC: 7.07523e+06 ( 6 sec )
Degree of AR model: 10, Sigma: 0.865547, AIC: 7.04772e+06 ( 6 sec )
The AR model of 10 degress gives the minimum AIC (7.04772e+06) ( 6 sec )
AR coefficients: 0.0989261 0.10121 0.0987917 0.100744 0.100552 0.0988028 0.0993482 0.100374 0.0999452 0.0995135 ( 6 sec )
Perform prewhitening for channel 5 ( 6 sec )
Degree of AR model: 1, Sigma: 1.16036, AIC: 8.66857e+06 ( 6 sec )
Degree of AR model: 2, Sigma: 1.01086, AIC: 7.90589e+06 ( 6 sec )
Degree of AR model: 3, Sigma: 0.953982, AIC: 7.58566e+06 ( 6 sec )
Degree of AR model: 4, Sigma: 0.924434, AIC: 7.41168e+06 ( 7 sec )
Degree of AR model: 5, Sigma: 0.906107, AIC: 7.30095e+06 ( 7 sec )
Degree of AR model: 6, Sigma: 0.893431, AIC: 7.22305e+06 ( 7 sec )
Degree of AR model: 7, Sigma: 0.884431, AIC: 7.16707e+06 ( 7 sec )
Degree of AR model: 8, Sigma: 0.877486, AIC: 7.12347e+06 ( 7 sec )
Degree of AR model: 9, Sigma: 0.872098, AIC: 7.08941e+06 ( 7 sec )
Degree of AR model: 10, Sigma: 0.867816, AIC: 7.0622e+06 ( 7 sec )
The AR model of 10 degress gives the minimum AIC (7.0622e+06) ( 7 sec )
AR coefficients: 0.0995885 0.098903 0.101124 0.0988656 0.0991358 0.100713 0.0990429 0.100438 0.0997109 0.0989688 ( 7 sec )
===============================================================================
Perform analysis for segment length : 65536 ( 7 sec )
Convert time-series data to frequency-domain ( 7 sec )
Total number of segments : 83 ( 7 sec )
-------------------------------------------------------------------------------
Now Frequency(Hz): 0.00146484, Period(s): 682.667 ( 9 sec )
Perform calibration correction ( 9 sec )
Calculate rotated fields ( 9 sec )
Calculate response functions by ordinary remote reference ( 9 sec )
Calculate response functions for output variable 0 ( 9 sec )
Calculate response functions by the ordinary least square method ( 9 sec )
Calculate response functions by iteratively reweighted remote reference using Huber weight ( 9 sec )
Calculate response functions by iteratively reweighted remote reference using Tukey's biweights weight ( 9 sec )
Calculate response functions for output variable 1 ( 9 sec )
Calculate response functions by the ordinary least square method ( 9 sec )
Calculate response functions by iteratively reweighted remote reference using Huber weight ( 9 sec )
Calculate response functions by iteratively reweighted remote reference using Tukey's biweights weight ( 9 sec )
Estimate errors by fixed-weights bootstrap ( 9 sec )
-------------------------------------------------------------------------------
Now Frequency(Hz): 0.00195312, Period(s): 512 ( 9 sec )
Perform calibration correction ( 9 sec )
Calculate rotated fields ( 9 sec )
Calculate response functions by ordinary remote reference ( 9 sec )
Calculate response functions for output variable 0 ( 9 sec )
Calculate response functions by the ordinary least square method ( 9 sec )
Calculate response functions by iteratively reweighted remote reference using Huber weight ( 9 sec )
Calculate response functions by iteratively reweighted remote reference using Tukey's biweights weight ( 9 sec )
Calculate response functions for output variable 1 ( 9 sec )
Calculate response functions by the ordinary least square method ( 9 sec )
Calculate response functions by iteratively reweighted remote reference using Huber weight ( 9 sec )
Calculate response functions by iteratively reweighted remote reference using Tukey's biweights weight ( 9 sec )
Estimate errors by fixed-weights bootstrap ( 9 sec )
===============================================================================
Perform analysis for segment length : 32768 ( 9 sec )
Convert time-series data to frequency-domain ( 9 sec )
Total number of segments : 167 ( 9 sec )
-------------------------------------------------------------------------------
Now Frequency(Hz): 0.00292969, Period(s): 341.333 ( 11 sec )
Perform calibration correction ( 11 sec )
Calculate rotated fields ( 11 sec )
Calculate response functions by ordinary remote reference ( 11 sec )
Calculate response functions for output variable 0 ( 11 sec )
Calculate response functions by the ordinary least square method ( 11 sec )
Calculate response functions by iteratively reweighted remote reference using Huber weight ( 11 sec )
Calculate response functions by iteratively reweighted remote reference using Tukey's biweights weight ( 11 sec )
Calculate response functions for output variable 1 ( 11 sec )
Calculate response functions by the ordinary least square method ( 11 sec )
Calculate response functions by iteratively reweighted remote reference using Huber weight ( 11 sec )
Calculate response functions by iteratively reweighted remote reference using Tukey's biweights weight ( 11 sec )
Estimate errors by fixed-weights bootstrap ( 11 sec )
-------------------------------------------------------------------------------
Now Frequency(Hz): 0.00390625, Period(s): 256 ( 11 sec )
Perform calibration correction ( 11 sec )
Calculate rotated fields ( 11 sec )
Calculate response functions by ordinary remote reference ( 11 sec )
Calculate response functions for output variable 0 ( 11 sec )
Calculate response functions by the ordinary least square method ( 11 sec )
Calculate response functions by iteratively reweighted remote reference using Huber weight ( 11 sec )
Calculate response functions by iteratively reweighted remote reference using Tukey's biweights weight ( 11 sec )
Calculate response functions for output variable 1 ( 11 sec )
Calculate response functions by the ordinary least square method ( 11 sec )
Calculate response functions by iteratively reweighted remote reference using Huber weight ( 11 sec )
Calculate response functions by iteratively reweighted remote reference using Tukey's biweights weight ( 11 sec )
Estimate errors by fixed-weights bootstrap ( 11 sec )
===============================================================================
Perform analysis for segment length : 16384 ( 11 sec )
Convert time-series data to frequency-domain ( 11 sec )
Total number of segments : 336 ( 11 sec )
-------------------------------------------------------------------------------
Now Frequency(Hz): 0.00585938, Period(s): 170.667 ( 13 sec )
Perform calibration correction ( 13 sec )
Calculate rotated fields ( 13 sec )
Calculate response functions by ordinary remote reference ( 13 sec )
Calculate response functions for output variable 0 ( 13 sec )
Calculate response functions by the ordinary least square method ( 13 sec )
Calculate response functions by iteratively reweighted remote reference using Huber weight ( 13 sec )
Calculate response functions by iteratively reweighted remote reference using Tukey's biweights weight ( 13 sec )
Calculate response functions for output variable 1 ( 13 sec )
Calculate response functions by the ordinary least square method ( 13 sec )
Calculate response functions by iteratively reweighted remote reference using Huber weight ( 13 sec )
Calculate response functions by iteratively reweighted remote reference using Tukey's biweights weight ( 13 sec )
Estimate errors by fixed-weights bootstrap ( 13 sec )
-------------------------------------------------------------------------------
Now Frequency(Hz): 0.0078125, Period(s): 128 ( 13 sec )
Perform calibration correction ( 13 sec )
Calculate rotated fields ( 13 sec )
Calculate response functions by ordinary remote reference ( 13 sec )
Calculate response functions for output variable 0 ( 13 sec )
Calculate response functions by the ordinary least square method ( 13 sec )
Calculate response functions by iteratively reweighted remote reference using Huber weight ( 13 sec )
Calculate response functions by iteratively reweighted remote reference using Tukey's biweights weight ( 13 sec )
Calculate response functions for output variable 1 ( 13 sec )
Calculate response functions by the ordinary least square method ( 13 sec )
Calculate response functions by iteratively reweighted remote reference using Huber weight ( 13 sec )
Calculate response functions by iteratively reweighted remote reference using Tukey's biweights weight ( 13 sec )
Estimate errors by fixed-weights bootstrap ( 13 sec )
===============================================================================
Perform analysis for segment length : 8192 ( 13 sec )
Convert time-series data to frequency-domain ( 13 sec )
Total number of segments : 674 ( 13 sec )
-------------------------------------------------------------------------------
Now Frequency(Hz): 0.0117188, Period(s): 85.3333 ( 15 sec )
Perform calibration correction ( 15 sec )
Calculate rotated fields ( 15 sec )
Calculate response functions by ordinary remote reference ( 15 sec )
Calculate response functions for output variable 0 ( 15 sec )
Calculate response functions by the ordinary least square method ( 15 sec )
Calculate response functions by iteratively reweighted remote reference using Huber weight ( 15 sec )
Calculate response functions by iteratively reweighted remote reference using Tukey's biweights weight ( 15 sec )
Calculate response functions for output variable 1 ( 15 sec )
Calculate response functions by the ordinary least square method ( 15 sec )
Calculate response functions by iteratively reweighted remote reference using Huber weight ( 15 sec )
Calculate response functions by iteratively reweighted remote reference using Tukey's biweights weight ( 15 sec )
Estimate errors by fixed-weights bootstrap ( 15 sec )
-------------------------------------------------------------------------------
Now Frequency(Hz): 0.015625, Period(s): 64 ( 15 sec )
Perform calibration correction ( 15 sec )
Calculate rotated fields ( 15 sec )
Calculate response functions by ordinary remote reference ( 15 sec )
Calculate response functions for output variable 0 ( 15 sec )
Calculate response functions by the ordinary least square method ( 15 sec )
Calculate response functions by iteratively reweighted remote reference using Huber weight ( 15 sec )
Calculate response functions by iteratively reweighted remote reference using Tukey's biweights weight ( 15 sec )
Calculate response functions for output variable 1 ( 15 sec )
Calculate response functions by the ordinary least square method ( 15 sec )
Calculate response functions by iteratively reweighted remote reference using Huber weight ( 15 sec )
Calculate response functions by iteratively reweighted remote reference using Tukey's biweights weight ( 15 sec )
Estimate errors by fixed-weights bootstrap ( 15 sec )
===============================================================================
Perform analysis for segment length : 4096 ( 15 sec )
Convert time-series data to frequency-domain ( 15 sec )
Total number of segments : 1349 ( 15 sec )
-------------------------------------------------------------------------------
Now Frequency(Hz): 0.0234375, Period(s): 42.6667 ( 17 sec )
Perform calibration correction ( 17 sec )
Calculate rotated fields ( 17 sec )
Calculate response functions by ordinary remote reference ( 17 sec )
Calculate response functions for output variable 0 ( 17 sec )
Calculate response functions by the ordinary least square method ( 17 sec )
Calculate response functions by iteratively reweighted remote reference using Huber weight ( 17 sec )
Calculate response functions by iteratively reweighted remote reference using Tukey's biweights weight ( 17 sec )
Calculate response functions for output variable 1 ( 17 sec )
Calculate response functions by the ordinary least square method ( 17 sec )
Calculate response functions by iteratively reweighted remote reference using Huber weight ( 17 sec )
Calculate response functions by iteratively reweighted remote reference using Tukey's biweights weight ( 17 sec )
Estimate errors by fixed-weights bootstrap ( 17 sec )
-------------------------------------------------------------------------------
Now Frequency(Hz): 0.03125, Period(s): 32 ( 17 sec )
Perform calibration correction ( 17 sec )
Calculate rotated fields ( 17 sec )
Calculate response functions by ordinary remote reference ( 17 sec )
Calculate response functions for output variable 0 ( 17 sec )
Calculate response functions by the ordinary least square method ( 17 sec )
Calculate response functions by iteratively reweighted remote reference using Huber weight ( 17 sec )
Calculate response functions by iteratively reweighted remote reference using Tukey's biweights weight ( 17 sec )
Calculate response functions for output variable 1 ( 17 sec )
Calculate response functions by the ordinary least square method ( 17 sec )
Calculate response functions by iteratively reweighted remote reference using Huber weight ( 17 sec )
Calculate response functions by iteratively reweighted remote reference using Tukey's biweights weight ( 17 sec )
Estimate errors by fixed-weights bootstrap ( 17 sec )
===============================================================================
Perform analysis for segment length : 2048 ( 17 sec )
Convert time-series data to frequency-domain ( 17 sec )
Total number of segments : 2699 ( 17 sec )
-------------------------------------------------------------------------------
Now Frequency(Hz): 0.046875, Period(s): 21.3333 ( 18 sec )
Perform calibration correction ( 18 sec )
Calculate rotated fields ( 18 sec )
Calculate response functions by ordinary remote reference ( 18 sec )
Calculate response functions for output variable 0 ( 18 sec )
Calculate response functions by the ordinary least square method ( 18 sec )
Calculate response functions by iteratively reweighted remote reference using Huber weight ( 18 sec )
Calculate response functions by iteratively reweighted remote reference using Tukey's biweights weight ( 18 sec )
Calculate response functions for output variable 1 ( 18 sec )
Calculate response functions by the ordinary least square method ( 18 sec )
Calculate response functions by iteratively reweighted remote reference using Huber weight ( 18 sec )
Calculate response functions by iteratively reweighted remote reference using Tukey's biweights weight ( 18 sec )
Estimate errors by fixed-weights bootstrap ( 18 sec )
-------------------------------------------------------------------------------
Now Frequency(Hz): 0.0625, Period(s): 16 ( 18 sec )
Perform calibration correction ( 18 sec )
Calculate rotated fields ( 18 sec )
Calculate response functions by ordinary remote reference ( 18 sec )
Calculate response functions for output variable 0 ( 18 sec )
Calculate response functions by the ordinary least square method ( 18 sec )
Calculate response functions by iteratively reweighted remote reference using Huber weight ( 18 sec )
Calculate response functions by iteratively reweighted remote reference using Tukey's biweights weight ( 18 sec )
Calculate response functions for output variable 1 ( 18 sec )
Calculate response functions by the ordinary least square method ( 18 sec )
Calculate response functions by iteratively reweighted remote reference using Huber weight ( 18 sec )
Calculate response functions by iteratively reweighted remote reference using Tukey's biweights weight ( 18 sec )
Estimate errors by fixed-weights bootstrap ( 18 sec )
===============================================================================
Perform analysis for segment length : 1024 ( 19 sec )
Convert time-series data to frequency-domain ( 19 sec )
Total number of segments : 5399 ( 19 sec )
-------------------------------------------------------------------------------
Now Frequency(Hz): 0.09375, Period(s): 10.6667 ( 20 sec )
Perform calibration correction ( 20 sec )
Calculate rotated fields ( 20 sec )
Calculate response functions by ordinary remote reference ( 20 sec )
Calculate response functions for output variable 0 ( 20 sec )
Calculate response functions by the ordinary least square method ( 20 sec )
Calculate response functions by iteratively reweighted remote reference using Huber weight ( 20 sec )
Calculate response functions by iteratively reweighted remote reference using Tukey's biweights weight ( 20 sec )
Calculate response functions for output variable 1 ( 20 sec )
Calculate response functions by the ordinary least square method ( 20 sec )
Calculate response functions by iteratively reweighted remote reference using Huber weight ( 20 sec )
Calculate response functions by iteratively reweighted remote reference using Tukey's biweights weight ( 20 sec )
Estimate errors by fixed-weights bootstrap ( 20 sec )
-------------------------------------------------------------------------------
Now Frequency(Hz): 0.125, Period(s): 8 ( 20 sec )
Perform calibration correction ( 20 sec )
Calculate rotated fields ( 20 sec )
Calculate response functions by ordinary remote reference ( 20 sec )
Calculate response functions for output variable 0 ( 20 sec )
Calculate response functions by the ordinary least square method ( 20 sec )
Calculate response functions by iteratively reweighted remote reference using Huber weight ( 20 sec )
Calculate response functions by iteratively reweighted remote reference using Tukey's biweights weight ( 20 sec )
Calculate response functions for output variable 1 ( 20 sec )
Calculate response functions by the ordinary least square method ( 20 sec )
Calculate response functions by iteratively reweighted remote reference using Huber weight ( 20 sec )
Calculate response functions by iteratively reweighted remote reference using Tukey's biweights weight ( 20 sec )
Estimate errors by fixed-weights bootstrap ( 20 sec )
===============================================================================
Perform analysis for segment length : 512 ( 20 sec )
Convert time-series data to frequency-domain ( 20 sec )
Total number of segments : 10799 ( 20 sec )
-------------------------------------------------------------------------------
Now Frequency(Hz): 0.1875, Period(s): 5.33333 ( 22 sec )
Perform calibration correction ( 22 sec )
Calculate rotated fields ( 22 sec )
Calculate response functions by ordinary remote reference ( 22 sec )
Calculate response functions for output variable 0 ( 22 sec )
Calculate response functions by the ordinary least square method ( 22 sec )
Calculate response functions by iteratively reweighted remote reference using Huber weight ( 22 sec )
Calculate response functions by iteratively reweighted remote reference using Tukey's biweights weight ( 22 sec )
Calculate response functions for output variable 1 ( 22 sec )
Calculate response functions by the ordinary least square method ( 22 sec )
Calculate response functions by iteratively reweighted remote reference using Huber weight ( 22 sec )
Calculate response functions by iteratively reweighted remote reference using Tukey's biweights weight ( 22 sec )
Estimate errors by fixed-weights bootstrap ( 22 sec )
-------------------------------------------------------------------------------
Now Frequency(Hz): 0.25, Period(s): 4 ( 22 sec )
Perform calibration correction ( 22 sec )
Calculate rotated fields ( 22 sec )
Calculate response functions by ordinary remote reference ( 22 sec )
Calculate response functions for output variable 0 ( 22 sec )
Calculate response functions by the ordinary least square method ( 22 sec )
Calculate response functions by iteratively reweighted remote reference using Huber weight ( 22 sec )
Calculate response functions by iteratively reweighted remote reference using Tukey's biweights weight ( 22 sec )
Calculate response functions for output variable 1 ( 22 sec )
Calculate response functions by the ordinary least square method ( 22 sec )
Calculate response functions by iteratively reweighted remote reference using Huber weight ( 22 sec )
Calculate response functions by iteratively reweighted remote reference using Tukey's biweights weight ( 22 sec )
Estimate errors by fixed-weights bootstrap ( 22 sec )
===============================================================================
Perform analysis for segment length : 256 ( 23 sec )
Convert time-series data to frequency-domain ( 23 sec )
Total number of segments : 21599 ( 23 sec )
-------------------------------------------------------------------------------
Now Frequency(Hz): 0.375, Period(s): 2.66667 ( 24 sec )
Perform calibration correction ( 24 sec )
Calculate rotated fields ( 24 sec )
Calculate response functions by ordinary remote reference ( 24 sec )
Calculate response functions for output variable 0 ( 24 sec )
Calculate response functions by the ordinary least square method ( 24 sec )
Calculate response functions by iteratively reweighted remote reference using Huber weight ( 24 sec )
Calculate response functions by iteratively reweighted remote reference using Tukey's biweights weight ( 24 sec )
Calculate response functions for output variable 1 ( 24 sec )
Calculate response functions by the ordinary least square method ( 24 sec )
Calculate response functions by iteratively reweighted remote reference using Huber weight ( 24 sec )
Calculate response functions by iteratively reweighted remote reference using Tukey's biweights weight ( 24 sec )
Estimate errors by fixed-weights bootstrap ( 24 sec )
-------------------------------------------------------------------------------
Now Frequency(Hz): 0.5, Period(s): 2 ( 25 sec )
Perform calibration correction ( 25 sec )
Calculate rotated fields ( 25 sec )
Calculate response functions by ordinary remote reference ( 25 sec )
Calculate response functions for output variable 0 ( 25 sec )
Calculate response functions by the ordinary least square method ( 25 sec )
Calculate response functions by iteratively reweighted remote reference using Huber weight ( 25 sec )
Calculate response functions by iteratively reweighted remote reference using Tukey's biweights weight ( 25 sec )
Calculate response functions for output variable 1 ( 25 sec )
Calculate response functions by the ordinary least square method ( 25 sec )
Calculate response functions by iteratively reweighted remote reference using Huber weight ( 25 sec )
Calculate response functions by iteratively reweighted remote reference using Tukey's biweights weight ( 25 sec )
Estimate errors by fixed-weights bootstrap ( 25 sec )
===============================================================================
Perform analysis for segment length : 128 ( 26 sec )
Convert time-series data to frequency-domain ( 26 sec )
Total number of segments : 43199 ( 26 sec )
-------------------------------------------------------------------------------
Now Frequency(Hz): 0.75, Period(s): 1.33333 ( 27 sec )
Perform calibration correction ( 27 sec )
Calculate rotated fields ( 27 sec )
Calculate response functions by ordinary remote reference ( 27 sec )
Calculate response functions for output variable 0 ( 27 sec )
Calculate response functions by the ordinary least square method ( 27 sec )
Calculate response functions by iteratively reweighted remote reference using Huber weight ( 27 sec )
Calculate response functions by iteratively reweighted remote reference using Tukey's biweights weight ( 27 sec )
Calculate response functions for output variable 1 ( 27 sec )
Calculate response functions by the ordinary least square method ( 27 sec )
Calculate response functions by iteratively reweighted remote reference using Huber weight ( 27 sec )
Calculate response functions by iteratively reweighted remote reference using Tukey's biweights weight ( 27 sec )
Estimate errors by fixed-weights bootstrap ( 28 sec )
-------------------------------------------------------------------------------
Now Frequency(Hz): 1, Period(s): 1 ( 29 sec )
Perform calibration correction ( 29 sec )
Calculate rotated fields ( 29 sec )
Calculate response functions by ordinary remote reference ( 29 sec )
Calculate response functions for output variable 0 ( 29 sec )
Calculate response functions by the ordinary least square method ( 29 sec )
Calculate response functions by iteratively reweighted remote reference using Huber weight ( 29 sec )
Calculate response functions by iteratively reweighted remote reference using Tukey's biweights weight ( 29 sec )
Calculate response functions for output variable 1 ( 29 sec )
Calculate response functions by the ordinary least square method ( 29 sec )
Calculate response functions by iteratively reweighted remote reference using Huber weight ( 29 sec )
Calculate response functions by iteratively reweighted remote reference using Tukey's biweights weight ( 29 sec )
Estimate errors by fixed-weights bootstrap ( 29 sec )
End TRACMT ( 31 sec )

21
Samples/OrdinaryRobustRemoteReference/apparent_resistivity_and_phase.csv Normal file
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frequency,period,app_res_0_2,phase_0_2,app_res_0_3,phase_0_3,coherence_0_2+3,app_res_1_2,phase_1_2,app_res_1_3,phase_1_3,coherence_1_2+3,dapp_res_0_2,dphase_0_2,dapp_res_0_3,dphase_0_3,dapp_res_1_2,dphase_1_2,dapp_res_1_3,dphase_1_3
1.4648437500e-03,6.8266666667e+02,4.3916578744e+01,5.0669393911e+01,3.9866612485e+01,5.4334231062e+01,9.3703783930e-01,1.5456339509e+02,-1.2900295429e+02,6.7884721742e+00,-1.3703647180e+02,9.6777102021e-01,2.4854563945e+00,1.6215422252e+00,2.3021754416e+00,1.6545583241e+00,4.4928675803e+00,8.3276966682e-01,1.0164047781e+00,4.2933252333e+00
1.9531250000e-03,5.1200000000e+02,4.4602963314e+01,4.5868238738e+01,4.6150130862e+01,5.4009382035e+01,9.4713584089e-01,1.7149384900e+02,-1.2903509690e+02,7.3508615241e+00,-1.3422485420e+02,9.7812451678e-01,2.2780369087e+00,1.4633118644e+00,2.5641349832e+00,1.5919024849e+00,3.9269908759e+00,6.5601454740e-01,9.5544958395e-01,3.7262188383e+00
2.9296875000e-03,3.4133333333e+02,4.1754396591e+01,5.0058719414e+01,5.3726794317e+01,5.5681889067e+01,8.9731712202e-01,1.7520883461e+02,-1.2568862112e+02,5.7317388697e+00,-1.2756902877e+02,9.5727358041e-01,1.9933856295e+00,1.3678012605e+00,2.6967321541e+00,1.4380868724e+00,3.8692138267e+00,6.3265681711e-01,8.9178474545e-01,4.4617507114e+00
3.9062500000e-03,2.5600000000e+02,4.4488224389e+01,4.7185418176e+01,5.3161735598e+01,6.3901347854e+01,8.9070287796e-01,2.0099596093e+02,-1.2766359117e+02,7.6834484659e+00,-1.1971813064e+02,9.5726589115e-01,2.3522166693e+00,1.5148704265e+00,2.8846813478e+00,1.5546929428e+00,4.3757123205e+00,6.2368118823e-01,1.0391444974e+00,3.8774297740e+00
5.8593750000e-03,1.7066666667e+02,5.1774203042e+01,4.7440771808e+01,5.7274837364e+01,5.9415047539e+01,8.3042293519e-01,2.0874810738e+02,-1.2927378961e+02,7.2436361994e+00,-1.2926015226e+02,9.3530975654e-01,2.1278502223e+00,1.1774726799e+00,2.8321419694e+00,1.4167331238e+00,4.1154772056e+00,5.6480342862e-01,9.8590342546e-01,3.9021698724e+00
7.8125000000e-03,1.2800000000e+02,5.5708230210e+01,4.7388789482e+01,6.3769971191e+01,5.6154957202e+01,8.1516231821e-01,2.2069384348e+02,-1.2860895066e+02,8.1782369959e+00,-1.3171631924e+02,9.1372864287e-01,2.4787695806e+00,1.2748094265e+00,3.3817962657e+00,1.5194092278e+00,5.2323173096e+00,6.7921405477e-01,1.1557258299e+00,4.0518168610e+00
1.1718750000e-02,8.5333333333e+01,5.7519638366e+01,4.2099297862e+01,7.6021780683e+01,5.8393300210e+01,7.4253979355e-01,2.5202113576e+02,-1.3002408914e+02,1.0370786127e+01,-1.2720068414e+02,8.6986047149e-01,2.2057474592e+00,1.0986488147e+00,3.3104603416e+00,1.2476055798e+00,5.0220784109e+00,5.7088199677e-01,1.2557059495e+00,3.4708397355e+00
1.5625000000e-02,6.4000000000e+01,5.3160335157e+01,4.0800971837e+01,7.8407781210e+01,5.6752169437e+01,6.7359698857e-01,2.4433190941e+02,-1.3220276475e+02,9.3418269907e+00,-1.3223419171e+02,8.4011322251e-01,2.6379799873e+00,1.4217426524e+00,4.0306302763e+00,1.4728355757e+00,5.8978484044e+00,6.9153887278e-01,1.4171428922e+00,4.3500251295e+00
2.3437500000e-02,4.2666666667e+01,5.3526011330e+01,3.9631077277e+01,9.2513383065e+01,5.5515373983e+01,5.2672472969e-01,2.4472877520e+02,-1.3409309138e+02,1.4828695660e+01,-1.2819306726e+02,7.4677283848e-01,2.3910983486e+00,1.2798565991e+00,4.4170162477e+00,1.3679125350e+00,5.7086443129e+00,6.6826763945e-01,1.8802928956e+00,3.6350180321e+00
3.1250000000e-02,3.2000000000e+01,5.6226852546e+01,3.6900808411e+01,1.0923477535e+02,5.5374504809e+01,4.6888670969e-01,2.4484321789e+02,-1.3551876227e+02,1.1787860307e+01,-1.3116906830e+02,6.5115695393e-01,3.2526259988e+00,1.6574619476e+00,5.9337108895e+00,1.5563651908e+00,7.1377846836e+00,8.3518633732e-01,2.1092569673e+00,5.1329641925e+00
4.6875000000e-02,2.1333333333e+01,6.7240460822e+01,3.1637647150e+01,1.0512648167e+02,5.8327222230e+01,2.4699526389e-01,2.4177992529e+02,-1.3856133764e+02,8.7472556149e+00,-1.2636959698e+02,4.4573046006e-01,4.0656329049e+00,1.7324323957e+00,6.4387704255e+00,1.7548958738e+00,8.2655879283e+00,9.7941623502e-01,1.9900071212e+00,6.5315535451e+00
6.2500000000e-02,1.6000000000e+01,6.8975508029e+01,3.1744364808e+01,1.2889377981e+02,5.9897901848e+01,2.0815230286e-02,2.2650220665e+02,-1.3668558155e+02,1.2838265591e+01,-1.3616612124e+02,2.5481400477e-01,6.1779942597e+00,2.5667909928e+00,1.1322667525e+01,2.5173822753e+00,1.1757449660e+01,1.4872435644e+00,3.5154255507e+00,7.8691968575e+00
9.3750000000e-02,1.0666666667e+01,4.1242878924e+01,2.8229573399e+01,1.5321293475e+02,5.7429532831e+01,0.0000000000e+00,2.0447526735e+02,-1.3493111906e+02,1.8394579599e+01,-1.2185553732e+02,8.5359546249e-02,5.7758846544e+00,4.0152974227e+00,1.4724714655e+01,2.7543008286e+00,1.1791546484e+01,1.6522768390e+00,5.0080100791e+00,7.8238130657e+00
1.2500000000e-01,8.0000000000e+00,4.1154003574e+01,2.3444482821e+01,1.5551735286e+02,5.4024177622e+01,0.0000000000e+00,2.0396201683e+02,-1.3542646155e+02,1.0455630803e+01,-1.1214940902e+02,0.0000000000e+00,9.0346660991e+00,6.3018584616e+00,2.3427266406e+01,4.3196334146e+00,1.9082151459e+01,2.6811999052e+00,6.0039023899e+00,1.6685215222e+01
1.8750000000e-01,5.3333333333e+00,2.7732078222e+01,3.0399714384e+01,1.9079198273e+02,5.6665962665e+01,0.0000000000e+00,2.0060698048e+02,-1.3316072972e+02,5.4153083214e-01,-8.1701954851e+01,0.0000000000e+00,9.6969453853e+00,1.0068919453e+01,3.2701304050e+01,4.9162122205e+00,2.4573022610e+01,3.5113738291e+00,1.5671365234e+00,3.6000000000e+02
2.5000000000e-01,4.0000000000e+00,4.1447542662e+01,6.5869668461e+01,2.2152885208e+02,6.0238133196e+01,0.0000000000e+00,2.4614698806e+02,-1.4007961966e+02,1.3481589795e+00,-1.6572703095e+02,0.0000000000e+00,2.2817477713e+01,1.5977348392e+01,6.4292557409e+01,8.3437084287e+00,4.5673752551e+01,5.3234088635e+00,4.0015197356e+00,3.6000000000e+02
3.7500000000e-01,2.6666666667e+00,2.4214693360e+01,1.6952132220e+01,2.5058694999e+02,4.9498566524e+01,0.0000000000e+00,1.5171275780e+02,-1.2996484645e+02,1.0101958322e+01,-1.1882962847e+02,0.0000000000e+00,2.2268619448e+01,2.7375251696e+01,1.1015695360e+02,1.2697160961e+01,7.7556221316e+01,1.4809269686e+01,3.2079816265e+01,3.6000000000e+02
5.0000000000e-01,2.0000000000e+00,3.1774873271e+01,1.7466799702e+01,2.3335821884e+02,4.1684474445e+01,0.0000000000e+00,1.2261437653e+02,-1.2752779445e+02,2.2631887058e+01,-1.2077735089e+02,0.0000000000e+00,1.1320774225e+02,3.6000000000e+02,4.2753958524e+02,6.6356505890e+01,6.3232915320e+01,1.4942691670e+01,4.2322240537e+01,6.9230328501e+01
7.5000000000e-01,1.3333333333e+00,7.9986506745e+01,-1.4261672608e+02,1.9045684514e+02,5.9005625149e+01,0.0000000000e+00,2.4317159411e+01,-1.1670695183e+02,2.7713923912e+01,-1.3672427061e+02,0.0000000000e+00,7.9383267970e+01,2.9750832711e+01,1.6885202180e+02,2.6313446952e+01,3.7409740250e+01,5.0282513485e+01,5.6969356722e+01,3.6000000000e+02
1.0000000000e+00,1.0000000000e+00,1.5362764242e+02,-2.0110441186e+01,1.9755648893e+03,1.0380387118e+02,0.0000000000e+00,1.5489629805e+01,-1.1910561777e+02,2.4536022333e+02,-1.0714168640e+02,0.0000000000e+00,3.6085726080e+02,3.6000000000e+02,3.9174246578e+03,8.2510822215e+01,6.9969305568e+01,3.6000000000e+02,5.7738276480e+02,3.6000000000e+02
1 frequency period app_res_0_2 phase_0_2 app_res_0_3 phase_0_3 coherence_0_2+3 app_res_1_2 phase_1_2 app_res_1_3 phase_1_3 coherence_1_2+3 dapp_res_0_2 dphase_0_2 dapp_res_0_3 dphase_0_3 dapp_res_1_2 dphase_1_2 dapp_res_1_3 dphase_1_3
2 1.4648437500e-03 6.8266666667e+02 4.3916578744e+01 5.0669393911e+01 3.9866612485e+01 5.4334231062e+01 9.3703783930e-01 1.5456339509e+02 -1.2900295429e+02 6.7884721742e+00 -1.3703647180e+02 9.6777102021e-01 2.4854563945e+00 1.6215422252e+00 2.3021754416e+00 1.6545583241e+00 4.4928675803e+00 8.3276966682e-01 1.0164047781e+00 4.2933252333e+00
3 1.9531250000e-03 5.1200000000e+02 4.4602963314e+01 4.5868238738e+01 4.6150130862e+01 5.4009382035e+01 9.4713584089e-01 1.7149384900e+02 -1.2903509690e+02 7.3508615241e+00 -1.3422485420e+02 9.7812451678e-01 2.2780369087e+00 1.4633118644e+00 2.5641349832e+00 1.5919024849e+00 3.9269908759e+00 6.5601454740e-01 9.5544958395e-01 3.7262188383e+00
4 2.9296875000e-03 3.4133333333e+02 4.1754396591e+01 5.0058719414e+01 5.3726794317e+01 5.5681889067e+01 8.9731712202e-01 1.7520883461e+02 -1.2568862112e+02 5.7317388697e+00 -1.2756902877e+02 9.5727358041e-01 1.9933856295e+00 1.3678012605e+00 2.6967321541e+00 1.4380868724e+00 3.8692138267e+00 6.3265681711e-01 8.9178474545e-01 4.4617507114e+00
5 3.9062500000e-03 2.5600000000e+02 4.4488224389e+01 4.7185418176e+01 5.3161735598e+01 6.3901347854e+01 8.9070287796e-01 2.0099596093e+02 -1.2766359117e+02 7.6834484659e+00 -1.1971813064e+02 9.5726589115e-01 2.3522166693e+00 1.5148704265e+00 2.8846813478e+00 1.5546929428e+00 4.3757123205e+00 6.2368118823e-01 1.0391444974e+00 3.8774297740e+00
6 5.8593750000e-03 1.7066666667e+02 5.1774203042e+01 4.7440771808e+01 5.7274837364e+01 5.9415047539e+01 8.3042293519e-01 2.0874810738e+02 -1.2927378961e+02 7.2436361994e+00 -1.2926015226e+02 9.3530975654e-01 2.1278502223e+00 1.1774726799e+00 2.8321419694e+00 1.4167331238e+00 4.1154772056e+00 5.6480342862e-01 9.8590342546e-01 3.9021698724e+00
7 7.8125000000e-03 1.2800000000e+02 5.5708230210e+01 4.7388789482e+01 6.3769971191e+01 5.6154957202e+01 8.1516231821e-01 2.2069384348e+02 -1.2860895066e+02 8.1782369959e+00 -1.3171631924e+02 9.1372864287e-01 2.4787695806e+00 1.2748094265e+00 3.3817962657e+00 1.5194092278e+00 5.2323173096e+00 6.7921405477e-01 1.1557258299e+00 4.0518168610e+00
8 1.1718750000e-02 8.5333333333e+01 5.7519638366e+01 4.2099297862e+01 7.6021780683e+01 5.8393300210e+01 7.4253979355e-01 2.5202113576e+02 -1.3002408914e+02 1.0370786127e+01 -1.2720068414e+02 8.6986047149e-01 2.2057474592e+00 1.0986488147e+00 3.3104603416e+00 1.2476055798e+00 5.0220784109e+00 5.7088199677e-01 1.2557059495e+00 3.4708397355e+00
9 1.5625000000e-02 6.4000000000e+01 5.3160335157e+01 4.0800971837e+01 7.8407781210e+01 5.6752169437e+01 6.7359698857e-01 2.4433190941e+02 -1.3220276475e+02 9.3418269907e+00 -1.3223419171e+02 8.4011322251e-01 2.6379799873e+00 1.4217426524e+00 4.0306302763e+00 1.4728355757e+00 5.8978484044e+00 6.9153887278e-01 1.4171428922e+00 4.3500251295e+00
10 2.3437500000e-02 4.2666666667e+01 5.3526011330e+01 3.9631077277e+01 9.2513383065e+01 5.5515373983e+01 5.2672472969e-01 2.4472877520e+02 -1.3409309138e+02 1.4828695660e+01 -1.2819306726e+02 7.4677283848e-01 2.3910983486e+00 1.2798565991e+00 4.4170162477e+00 1.3679125350e+00 5.7086443129e+00 6.6826763945e-01 1.8802928956e+00 3.6350180321e+00
11 3.1250000000e-02 3.2000000000e+01 5.6226852546e+01 3.6900808411e+01 1.0923477535e+02 5.5374504809e+01 4.6888670969e-01 2.4484321789e+02 -1.3551876227e+02 1.1787860307e+01 -1.3116906830e+02 6.5115695393e-01 3.2526259988e+00 1.6574619476e+00 5.9337108895e+00 1.5563651908e+00 7.1377846836e+00 8.3518633732e-01 2.1092569673e+00 5.1329641925e+00
12 4.6875000000e-02 2.1333333333e+01 6.7240460822e+01 3.1637647150e+01 1.0512648167e+02 5.8327222230e+01 2.4699526389e-01 2.4177992529e+02 -1.3856133764e+02 8.7472556149e+00 -1.2636959698e+02 4.4573046006e-01 4.0656329049e+00 1.7324323957e+00 6.4387704255e+00 1.7548958738e+00 8.2655879283e+00 9.7941623502e-01 1.9900071212e+00 6.5315535451e+00
13 6.2500000000e-02 1.6000000000e+01 6.8975508029e+01 3.1744364808e+01 1.2889377981e+02 5.9897901848e+01 2.0815230286e-02 2.2650220665e+02 -1.3668558155e+02 1.2838265591e+01 -1.3616612124e+02 2.5481400477e-01 6.1779942597e+00 2.5667909928e+00 1.1322667525e+01 2.5173822753e+00 1.1757449660e+01 1.4872435644e+00 3.5154255507e+00 7.8691968575e+00
14 9.3750000000e-02 1.0666666667e+01 4.1242878924e+01 2.8229573399e+01 1.5321293475e+02 5.7429532831e+01 0.0000000000e+00 2.0447526735e+02 -1.3493111906e+02 1.8394579599e+01 -1.2185553732e+02 8.5359546249e-02 5.7758846544e+00 4.0152974227e+00 1.4724714655e+01 2.7543008286e+00 1.1791546484e+01 1.6522768390e+00 5.0080100791e+00 7.8238130657e+00
15 1.2500000000e-01 8.0000000000e+00 4.1154003574e+01 2.3444482821e+01 1.5551735286e+02 5.4024177622e+01 0.0000000000e+00 2.0396201683e+02 -1.3542646155e+02 1.0455630803e+01 -1.1214940902e+02 0.0000000000e+00 9.0346660991e+00 6.3018584616e+00 2.3427266406e+01 4.3196334146e+00 1.9082151459e+01 2.6811999052e+00 6.0039023899e+00 1.6685215222e+01
16 1.8750000000e-01 5.3333333333e+00 2.7732078222e+01 3.0399714384e+01 1.9079198273e+02 5.6665962665e+01 0.0000000000e+00 2.0060698048e+02 -1.3316072972e+02 5.4153083214e-01 -8.1701954851e+01 0.0000000000e+00 9.6969453853e+00 1.0068919453e+01 3.2701304050e+01 4.9162122205e+00 2.4573022610e+01 3.5113738291e+00 1.5671365234e+00 3.6000000000e+02
17 2.5000000000e-01 4.0000000000e+00 4.1447542662e+01 6.5869668461e+01 2.2152885208e+02 6.0238133196e+01 0.0000000000e+00 2.4614698806e+02 -1.4007961966e+02 1.3481589795e+00 -1.6572703095e+02 0.0000000000e+00 2.2817477713e+01 1.5977348392e+01 6.4292557409e+01 8.3437084287e+00 4.5673752551e+01 5.3234088635e+00 4.0015197356e+00 3.6000000000e+02
18 3.7500000000e-01 2.6666666667e+00 2.4214693360e+01 1.6952132220e+01 2.5058694999e+02 4.9498566524e+01 0.0000000000e+00 1.5171275780e+02 -1.2996484645e+02 1.0101958322e+01 -1.1882962847e+02 0.0000000000e+00 2.2268619448e+01 2.7375251696e+01 1.1015695360e+02 1.2697160961e+01 7.7556221316e+01 1.4809269686e+01 3.2079816265e+01 3.6000000000e+02
19 5.0000000000e-01 2.0000000000e+00 3.1774873271e+01 1.7466799702e+01 2.3335821884e+02 4.1684474445e+01 0.0000000000e+00 1.2261437653e+02 -1.2752779445e+02 2.2631887058e+01 -1.2077735089e+02 0.0000000000e+00 1.1320774225e+02 3.6000000000e+02 4.2753958524e+02 6.6356505890e+01 6.3232915320e+01 1.4942691670e+01 4.2322240537e+01 6.9230328501e+01
20 7.5000000000e-01 1.3333333333e+00 7.9986506745e+01 -1.4261672608e+02 1.9045684514e+02 5.9005625149e+01 0.0000000000e+00 2.4317159411e+01 -1.1670695183e+02 2.7713923912e+01 -1.3672427061e+02 0.0000000000e+00 7.9383267970e+01 2.9750832711e+01 1.6885202180e+02 2.6313446952e+01 3.7409740250e+01 5.0282513485e+01 5.6969356722e+01 3.6000000000e+02
21 1.0000000000e+00 1.0000000000e+00 1.5362764242e+02 -2.0110441186e+01 1.9755648893e+03 1.0380387118e+02 0.0000000000e+00 1.5489629805e+01 -1.1910561777e+02 2.4536022333e+02 -1.0714168640e+02 0.0000000000e+00 3.6085726080e+02 3.6000000000e+02 3.9174246578e+03 8.2510822215e+01 6.9969305568e+01 3.6000000000e+02 5.7738276480e+02 3.6000000000e+02

48
Samples/OrdinaryRobustRemoteReference/param.dat Normal file
View File

@@ -0,0 +1,48 @@
NUM_OUT
2
SAMPLING_FREQ
32
NUM_SECTION
1
SEGMENT
10
65536 2 3 4
32768 2 3 4
16384 2 3 4
8192 2 3 4
4096 2 3 4
2048 2 3 4
1024 2 3 4
512 2 3 4
256 2 3 4
128 2 3 4
ROTATION
0.0
AZIMUTH
0.0 90.0
0.0 90.0
0.0 90.0
OUTPUT_RHOA_PHS
PREWHITENING
0
10
5
PROCEDURE
0
ERROR_ESTIMATION
1
DATA_FILES
2764800
../ex.txt
0
../ey.txt
0
../hx.txt
0
../hy.txt
0
../hrx.txt
0
../hry.txt
0
END

21
Samples/OrdinaryRobustRemoteReference/response_functions.csv Normal file
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@@ -0,0 +1,21 @@
frequency,period,resp_real_0_2,resp_imag_0_2,resp_real_0_3,resp_imag_0_3,coherence_0_2+3,resp_real_1_2,resp_imag_1_2,resp_real_1_3,resp_imag_1_3,coherence_1_2+3,dresp_0_2,dresp_0_3,dresp_1_2,dresp_1_3
1.4648437500e-03,6.8266666667e+02,3.5945384161e-01,4.3868846033e-01,3.1506164709e-01,4.3900791473e-01,9.3703783930e-01,-6.6962773524e-01,-8.2683421105e-01,-1.6317430404e-01,-1.5196842331e-01,9.6777102021e-01,1.6048799672e-02,1.5602148500e-02,1.5463968345e-02,1.6692882431e-02
1.9531250000e-03,5.1200000000e+02,4.5955235266e-01,4.7369552329e-01,3.9450932921e-01,5.4318252997e-01,9.4713584089e-01,-8.1503153615e-01,-1.0052204804e+00,-1.8687380382e-01,-1.9199983989e-01,9.7812451678e-01,1.6853842289e-02,1.8649811281e-02,1.4816841815e-02,1.7412401829e-02
2.9296875000e-03,3.4133333333e+02,5.0209196256e-01,5.9961681927e-01,5.0015692469e-01,7.3270501521e-01,8.9731712202e-01,-9.3459860610e-01,-1.3011768169e+00,-1.7667171011e-01,-2.2966960061e-01,9.5727358041e-01,1.8668347339e-02,2.2264246654e-02,1.7689289359e-02,2.2541483611e-02
3.9062500000e-03,2.5600000000e+02,6.3351781168e-01,6.8378784347e-01,4.4826658939e-01,9.1508044085e-01,8.9070287796e-01,-1.2106456513e+00,-1.5684512963e+00,-1.9203986422e-01,-3.3643430770e-01,9.5726589115e-01,2.4642786300e-02,2.7646063085e-02,2.1567018977e-02,2.6195872905e-02
5.8593750000e-03,1.7066666667e+02,8.3299066116e-01,9.0716531745e-01,6.5910222764e-01,1.1151493193e+00,8.3042293519e-01,-1.5654673858e+00,-1.9144135061e+00,-2.9153092108e-01,-3.5668701453e-01,9.3530975654e-01,2.5308417907e-02,3.2026814245e-02,2.4377523326e-02,3.1349939981e-02
7.8125000000e-03,1.2800000000e+02,9.9871410827e-01,1.0856670173e+00,8.7902926960e-01,1.3108478336e+00,8.1516231821e-01,-1.8321493941e+00,-2.2943587031e+00,-3.7611505425e-01,-4.2190028279e-01,9.1372864287e-01,3.2819087269e-02,4.1849411148e-02,3.4805588888e-02,3.9936959277e-02
1.1718750000e-02,8.5333333333e+01,1.3621605359e+00,1.2307761718e+00,1.1061061528e+00,1.7974788985e+00,7.4253979355e-01,-2.4713208784e+00,-2.9426920566e+00,-4.7130909956e-01,-6.2091141260e-01,8.6986047149e-01,3.5200056890e-02,4.5953121953e-02,3.8287821641e-02,4.7193019380e-02
1.5625000000e-02,6.4000000000e+01,1.5426789538e+00,1.3316504157e+00,1.3569454780e+00,2.0698567285e+00,6.7359698857e-01,-2.9349241417e+00,-3.2364565044e+00,-5.7422915306e-01,-6.3252755941e-01,8.4011322251e-01,5.0564144158e-02,6.3614834278e-02,5.2731306343e-02,6.4798171717e-02
2.3437500000e-02,4.2666666667e+01,1.9288933315e+00,1.5974823844e+00,1.8642379645e+00,2.7140429049e+00,5.2672472969e-01,-3.7263525497e+00,-3.8462254250e+00,-8.1508089006e-01,-1.0360409815e+00,7.4677283848e-01,5.5940410337e-02,7.8602681934e-02,6.2459875621e-02,8.3576595896e-02
3.1250000000e-02,3.2000000000e+01,2.3702604133e+00,1.7796941545e+00,2.3474660392e+00,3.3996083368e+00,4.6888670969e-01,-4.4130191821e+00,-4.3338221575e+00,-8.9338828261e-01,-1.0216215294e+00,6.5115695393e-01,8.5731862694e-02,1.1220854724e-01,9.0156993571e-02,1.2142050069e-01
4.6875000000e-02,2.1333333333e+01,3.3798364092e+00,2.0823517600e+00,2.6063139374e+00,4.2244700024e+00,2.4699526389e-01,-5.6432955740e+00,-4.9820061275e+00,-8.4906348936e-01,-1.1529220380e+00,4.4573046006e-01,1.2001581231e-01,1.5201012724e-01,1.2867354840e-01,1.6287122712e-01
6.2500000000e-02,1.6000000000e+01,3.9481872939e+00,2.4426754495e+00,3.1830881100e+00,5.4906517168e+00,2.0815230286e-02,-6.1214458031e+00,-5.7714678253e+00,-1.4448565495e+00,-1.3872085454e+00,2.5481400477e-01,2.0791942319e-01,2.7875828914e-01,2.1835941617e-01,2.7423301734e-01
9.3750000000e-02,1.0666666667e+01,3.8739171543e+00,2.0797512777e+00,4.5621773383e+00,7.1417855680e+00,0.0000000000e+00,-6.9143808667e+00,-6.9310258117e+00,-1.5497725809e+00,-2.4941259259e+00,8.5359546249e-02,3.0788226281e-01,4.0723004891e-01,2.8228709193e-01,3.9972462673e-01
1.2500000000e-01,8.0000000000e+00,4.6529305755e+00,2.0177931741e+00,5.7915627945e+00,7.9784801771e+00,0.0000000000e+00,-8.0428179884e+00,-7.9239724461e+00,-9.6379153156e-01,-2.3676729367e+00,0.0000000000e+00,5.5669340220e-01,7.4257821051e-01,5.2815658970e-01,7.3395344993e-01
1.8750000000e-01,5.3333333333e+00,4.3978873728e+00,2.5801957269e+00,7.3493444861e+00,1.1173836380e+01,0.0000000000e+00,-9.3809063444e+00,-1.0003381446e+01,1.0283266572e-01,-7.0506070518e-01,0.0000000000e+00,8.9145491519e-01,1.1461478750e+00,8.3992634269e-01,1.0309815199e+00
2.5000000000e-01,4.0000000000e+00,2.9425901845e+00,6.5689109701e+00,8.2603547580e+00,1.4445677706e+01,0.0000000000e+00,-1.3452776410e+01,-1.1256400043e+01,-1.2580808829e+00,-3.2004877214e-01,0.0000000000e+00,1.9812681234e+00,2.4147410420e+00,1.6274004904e+00,1.9265461623e+00
3.7500000000e-01,2.6666666667e+00,6.4453603275e+00,1.9646578068e+00,1.4077871566e+01,1.6482234782e+01,0.0000000000e+00,-1.0833316527e+01,-1.2926742587e+01,-2.0986340598e+00,-3.8127295913e+00,0.0000000000e+00,3.0983069919e+00,4.7643464239e+00,4.3109822052e+00,6.9103449406e+00
5.0000000000e-01,2.0000000000e+00,8.5017961095e+00,2.6751908510e+00,1.8038340161e+01,1.6062808950e+01,0.0000000000e+00,-1.0665034205e+01,-1.3884991420e+01,-3.8490059806e+00,-6.4625746113e+00,0.0000000000e+00,1.5877211289e+01,2.2126095860e+01,4.5145297237e+00,7.0331240290e+00
7.5000000000e-01,1.3333333333e+00,-1.3761574635e+01,-1.0515154011e+01,1.3762023456e+01,2.2908947590e+01,0.0000000000e+00,-4.2917220900e+00,-8.5305609015e+00,-7.4222183768e+00,-6.9884110525e+00,0.0000000000e+00,8.5942156423e+00,1.1846596878e+01,7.3453739429e+00,1.0477989132e+01
1.0000000000e+00,1.0000000000e+00,2.6025548855e+01,-9.5293766268e+00,-2.3713704362e+01,9.6516758504e+01,0.0000000000e+00,-4.2807304557e+00,-7.6891804367e+00,-1.0323328544e+01,-3.3469837233e+01,0.0000000000e+00,3.2550358169e+01,9.8539421788e+01,1.9876597846e+01,4.1211340682e+01
1 frequency period resp_real_0_2 resp_imag_0_2 resp_real_0_3 resp_imag_0_3 coherence_0_2+3 resp_real_1_2 resp_imag_1_2 resp_real_1_3 resp_imag_1_3 coherence_1_2+3 dresp_0_2 dresp_0_3 dresp_1_2 dresp_1_3
2 1.4648437500e-03 6.8266666667e+02 3.5945384161e-01 4.3868846033e-01 3.1506164709e-01 4.3900791473e-01 9.3703783930e-01 -6.6962773524e-01 -8.2683421105e-01 -1.6317430404e-01 -1.5196842331e-01 9.6777102021e-01 1.6048799672e-02 1.5602148500e-02 1.5463968345e-02 1.6692882431e-02
3 1.9531250000e-03 5.1200000000e+02 4.5955235266e-01 4.7369552329e-01 3.9450932921e-01 5.4318252997e-01 9.4713584089e-01 -8.1503153615e-01 -1.0052204804e+00 -1.8687380382e-01 -1.9199983989e-01 9.7812451678e-01 1.6853842289e-02 1.8649811281e-02 1.4816841815e-02 1.7412401829e-02
4 2.9296875000e-03 3.4133333333e+02 5.0209196256e-01 5.9961681927e-01 5.0015692469e-01 7.3270501521e-01 8.9731712202e-01 -9.3459860610e-01 -1.3011768169e+00 -1.7667171011e-01 -2.2966960061e-01 9.5727358041e-01 1.8668347339e-02 2.2264246654e-02 1.7689289359e-02 2.2541483611e-02
5 3.9062500000e-03 2.5600000000e+02 6.3351781168e-01 6.8378784347e-01 4.4826658939e-01 9.1508044085e-01 8.9070287796e-01 -1.2106456513e+00 -1.5684512963e+00 -1.9203986422e-01 -3.3643430770e-01 9.5726589115e-01 2.4642786300e-02 2.7646063085e-02 2.1567018977e-02 2.6195872905e-02
6 5.8593750000e-03 1.7066666667e+02 8.3299066116e-01 9.0716531745e-01 6.5910222764e-01 1.1151493193e+00 8.3042293519e-01 -1.5654673858e+00 -1.9144135061e+00 -2.9153092108e-01 -3.5668701453e-01 9.3530975654e-01 2.5308417907e-02 3.2026814245e-02 2.4377523326e-02 3.1349939981e-02
7 7.8125000000e-03 1.2800000000e+02 9.9871410827e-01 1.0856670173e+00 8.7902926960e-01 1.3108478336e+00 8.1516231821e-01 -1.8321493941e+00 -2.2943587031e+00 -3.7611505425e-01 -4.2190028279e-01 9.1372864287e-01 3.2819087269e-02 4.1849411148e-02 3.4805588888e-02 3.9936959277e-02
8 1.1718750000e-02 8.5333333333e+01 1.3621605359e+00 1.2307761718e+00 1.1061061528e+00 1.7974788985e+00 7.4253979355e-01 -2.4713208784e+00 -2.9426920566e+00 -4.7130909956e-01 -6.2091141260e-01 8.6986047149e-01 3.5200056890e-02 4.5953121953e-02 3.8287821641e-02 4.7193019380e-02
9 1.5625000000e-02 6.4000000000e+01 1.5426789538e+00 1.3316504157e+00 1.3569454780e+00 2.0698567285e+00 6.7359698857e-01 -2.9349241417e+00 -3.2364565044e+00 -5.7422915306e-01 -6.3252755941e-01 8.4011322251e-01 5.0564144158e-02 6.3614834278e-02 5.2731306343e-02 6.4798171717e-02
10 2.3437500000e-02 4.2666666667e+01 1.9288933315e+00 1.5974823844e+00 1.8642379645e+00 2.7140429049e+00 5.2672472969e-01 -3.7263525497e+00 -3.8462254250e+00 -8.1508089006e-01 -1.0360409815e+00 7.4677283848e-01 5.5940410337e-02 7.8602681934e-02 6.2459875621e-02 8.3576595896e-02
11 3.1250000000e-02 3.2000000000e+01 2.3702604133e+00 1.7796941545e+00 2.3474660392e+00 3.3996083368e+00 4.6888670969e-01 -4.4130191821e+00 -4.3338221575e+00 -8.9338828261e-01 -1.0216215294e+00 6.5115695393e-01 8.5731862694e-02 1.1220854724e-01 9.0156993571e-02 1.2142050069e-01
12 4.6875000000e-02 2.1333333333e+01 3.3798364092e+00 2.0823517600e+00 2.6063139374e+00 4.2244700024e+00 2.4699526389e-01 -5.6432955740e+00 -4.9820061275e+00 -8.4906348936e-01 -1.1529220380e+00 4.4573046006e-01 1.2001581231e-01 1.5201012724e-01 1.2867354840e-01 1.6287122712e-01
13 6.2500000000e-02 1.6000000000e+01 3.9481872939e+00 2.4426754495e+00 3.1830881100e+00 5.4906517168e+00 2.0815230286e-02 -6.1214458031e+00 -5.7714678253e+00 -1.4448565495e+00 -1.3872085454e+00 2.5481400477e-01 2.0791942319e-01 2.7875828914e-01 2.1835941617e-01 2.7423301734e-01
14 9.3750000000e-02 1.0666666667e+01 3.8739171543e+00 2.0797512777e+00 4.5621773383e+00 7.1417855680e+00 0.0000000000e+00 -6.9143808667e+00 -6.9310258117e+00 -1.5497725809e+00 -2.4941259259e+00 8.5359546249e-02 3.0788226281e-01 4.0723004891e-01 2.8228709193e-01 3.9972462673e-01
15 1.2500000000e-01 8.0000000000e+00 4.6529305755e+00 2.0177931741e+00 5.7915627945e+00 7.9784801771e+00 0.0000000000e+00 -8.0428179884e+00 -7.9239724461e+00 -9.6379153156e-01 -2.3676729367e+00 0.0000000000e+00 5.5669340220e-01 7.4257821051e-01 5.2815658970e-01 7.3395344993e-01
16 1.8750000000e-01 5.3333333333e+00 4.3978873728e+00 2.5801957269e+00 7.3493444861e+00 1.1173836380e+01 0.0000000000e+00 -9.3809063444e+00 -1.0003381446e+01 1.0283266572e-01 -7.0506070518e-01 0.0000000000e+00 8.9145491519e-01 1.1461478750e+00 8.3992634269e-01 1.0309815199e+00
17 2.5000000000e-01 4.0000000000e+00 2.9425901845e+00 6.5689109701e+00 8.2603547580e+00 1.4445677706e+01 0.0000000000e+00 -1.3452776410e+01 -1.1256400043e+01 -1.2580808829e+00 -3.2004877214e-01 0.0000000000e+00 1.9812681234e+00 2.4147410420e+00 1.6274004904e+00 1.9265461623e+00
18 3.7500000000e-01 2.6666666667e+00 6.4453603275e+00 1.9646578068e+00 1.4077871566e+01 1.6482234782e+01 0.0000000000e+00 -1.0833316527e+01 -1.2926742587e+01 -2.0986340598e+00 -3.8127295913e+00 0.0000000000e+00 3.0983069919e+00 4.7643464239e+00 4.3109822052e+00 6.9103449406e+00
19 5.0000000000e-01 2.0000000000e+00 8.5017961095e+00 2.6751908510e+00 1.8038340161e+01 1.6062808950e+01 0.0000000000e+00 -1.0665034205e+01 -1.3884991420e+01 -3.8490059806e+00 -6.4625746113e+00 0.0000000000e+00 1.5877211289e+01 2.2126095860e+01 4.5145297237e+00 7.0331240290e+00
20 7.5000000000e-01 1.3333333333e+00 -1.3761574635e+01 -1.0515154011e+01 1.3762023456e+01 2.2908947590e+01 0.0000000000e+00 -4.2917220900e+00 -8.5305609015e+00 -7.4222183768e+00 -6.9884110525e+00 0.0000000000e+00 8.5942156423e+00 1.1846596878e+01 7.3453739429e+00 1.0477989132e+01
21 1.0000000000e+00 1.0000000000e+00 2.6025548855e+01 -9.5293766268e+00 -2.3713704362e+01 9.6516758504e+01 0.0000000000e+00 -4.2807304557e+00 -7.6891804367e+00 -1.0323328544e+01 -3.3469837233e+01 0.0000000000e+00 3.2550358169e+01 9.8539421788e+01 1.9876597846e+01 4.1211340682e+01