initial upload
This commit is contained in:
420
Samples/NonRobustRemoteReference/TRACMT.cvg
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420
Samples/NonRobustRemoteReference/TRACMT.cvg
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@@ -0,0 +1,420 @@
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================================================================================
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Now Frequency(Hz): 0.00146484, Period(s): 682.667
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================================================================================
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--------------------------------------------------------------------------------
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Calculate response functions for output variable 0
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--------------------------------------------------------------------------------
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Calculate response functions by the ordinary least square method
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Sum of weights: 83
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Squared coherence: 0.88469
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Estimated response function: ( 3.7554e-01, 4.2087e-01), ( 3.3244e-01, 4.4139e-01)
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Amplitude of the estimated response function: 5.6406e-01, 5.5257e-01
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Phase(deg.) of the estimated response function: 48.3, 53.0
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--------------------------------------------------------------------------------
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Calculate response functions for output variable 1
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--------------------------------------------------------------------------------
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Calculate response functions by the ordinary least square method
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Sum of weights: 83
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Squared coherence: 0.943059
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Estimated response function: ( -6.7784e-01, -8.3556e-01), ( -1.5476e-01, -1.5345e-01)
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Amplitude of the estimated response function: 1.0759e+00, 2.1794e-01
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Phase(deg.) of the estimated response function: -129.1, -135.2
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================================================================================
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Now Frequency(Hz): 0.00195312, Period(s): 512
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================================================================================
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--------------------------------------------------------------------------------
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Calculate response functions for output variable 0
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--------------------------------------------------------------------------------
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Calculate response functions by the ordinary least square method
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Sum of weights: 83
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Squared coherence: 0.881175
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Estimated response function: ( 4.5545e-01, 4.7352e-01), ( 3.8421e-01, 5.4449e-01)
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Amplitude of the estimated response function: 6.5701e-01, 6.6640e-01
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Phase(deg.) of the estimated response function: 46.1, 54.8
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--------------------------------------------------------------------------------
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Calculate response functions for output variable 1
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--------------------------------------------------------------------------------
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Calculate response functions by the ordinary least square method
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Sum of weights: 83
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Squared coherence: 0.952068
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Estimated response function: ( -8.0225e-01, -1.0040e+00), ( -1.8291e-01, -2.1313e-01)
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Amplitude of the estimated response function: 1.2852e+00, 2.8086e-01
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Phase(deg.) of the estimated response function: -128.6, -130.6
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================================================================================
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Now Frequency(Hz): 0.00292969, Period(s): 341.333
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================================================================================
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--------------------------------------------------------------------------------
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Calculate response functions for output variable 0
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--------------------------------------------------------------------------------
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Calculate response functions by the ordinary least square method
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Sum of weights: 167
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Squared coherence: 0.810574
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Estimated response function: ( 4.7326e-01, 5.9456e-01), ( 4.3491e-01, 7.6086e-01)
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Amplitude of the estimated response function: 7.5992e-01, 8.7639e-01
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Phase(deg.) of the estimated response function: 51.5, 60.2
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--------------------------------------------------------------------------------
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Calculate response functions for output variable 1
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--------------------------------------------------------------------------------
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Calculate response functions by the ordinary least square method
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Sum of weights: 167
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Squared coherence: 0.917953
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Estimated response function: ( -9.3048e-01, -1.3085e+00), ( -1.8189e-01, -2.2954e-01)
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Amplitude of the estimated response function: 1.6056e+00, 2.9286e-01
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Phase(deg.) of the estimated response function: -125.4, -128.4
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================================================================================
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Now Frequency(Hz): 0.00390625, Period(s): 256
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================================================================================
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--------------------------------------------------------------------------------
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Calculate response functions for output variable 0
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--------------------------------------------------------------------------------
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Calculate response functions by the ordinary least square method
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Sum of weights: 167
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Squared coherence: 0.795293
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Estimated response function: ( 6.0472e-01, 7.0462e-01), ( 4.3766e-01, 9.1245e-01)
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Amplitude of the estimated response function: 9.2854e-01, 1.0120e+00
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Phase(deg.) of the estimated response function: 49.4, 64.4
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--------------------------------------------------------------------------------
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Calculate response functions for output variable 1
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--------------------------------------------------------------------------------
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Calculate response functions by the ordinary least square method
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Sum of weights: 167
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Squared coherence: 0.898233
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Estimated response function: ( -1.2107e+00, -1.5316e+00), ( -2.0797e-01, -2.9546e-01)
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Amplitude of the estimated response function: 1.9524e+00, 3.6131e-01
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Phase(deg.) of the estimated response function: -128.3, -125.1
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================================================================================
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Now Frequency(Hz): 0.00585938, Period(s): 170.667
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================================================================================
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--------------------------------------------------------------------------------
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Calculate response functions for output variable 0
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--------------------------------------------------------------------------------
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Calculate response functions by the ordinary least square method
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Sum of weights: 336
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Squared coherence: 0.69714
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Estimated response function: ( 8.2872e-01, 9.2629e-01), ( 6.3990e-01, 1.1135e+00)
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Amplitude of the estimated response function: 1.2429e+00, 1.2843e+00
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Phase(deg.) of the estimated response function: 48.2, 60.1
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--------------------------------------------------------------------------------
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Calculate response functions for output variable 1
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--------------------------------------------------------------------------------
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Calculate response functions by the ordinary least square method
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Sum of weights: 336
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Squared coherence: 0.858605
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Estimated response function: ( -1.5595e+00, -1.8754e+00), ( -3.0034e-01, -3.2833e-01)
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Amplitude of the estimated response function: 2.4391e+00, 4.4498e-01
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Phase(deg.) of the estimated response function: -129.7, -132.5
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================================================================================
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Now Frequency(Hz): 0.0078125, Period(s): 128
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================================================================================
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--------------------------------------------------------------------------------
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Calculate response functions for output variable 0
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--------------------------------------------------------------------------------
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Calculate response functions by the ordinary least square method
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Sum of weights: 336
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Squared coherence: 0.662431
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Estimated response function: ( 1.0339e+00, 1.0460e+00), ( 8.5128e-01, 1.3658e+00)
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Amplitude of the estimated response function: 1.4707e+00, 1.6093e+00
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Phase(deg.) of the estimated response function: 45.3, 58.1
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--------------------------------------------------------------------------------
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Calculate response functions for output variable 1
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--------------------------------------------------------------------------------
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Calculate response functions by the ordinary least square method
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Sum of weights: 336
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Squared coherence: 0.81653
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Estimated response function: ( -1.7951e+00, -2.2401e+00), ( -4.1262e-01, -3.9622e-01)
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Amplitude of the estimated response function: 2.8706e+00, 5.7205e-01
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Phase(deg.) of the estimated response function: -128.7, -136.2
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================================================================================
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Now Frequency(Hz): 0.0117188, Period(s): 85.3333
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================================================================================
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--------------------------------------------------------------------------------
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Calculate response functions for output variable 0
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--------------------------------------------------------------------------------
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Calculate response functions by the ordinary least square method
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Sum of weights: 674
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Squared coherence: 0.562555
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Estimated response function: ( 1.3891e+00, 1.2224e+00), ( 1.0533e+00, 1.8187e+00)
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Amplitude of the estimated response function: 1.8504e+00, 2.1017e+00
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Phase(deg.) of the estimated response function: 41.3, 59.9
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--------------------------------------------------------------------------------
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Calculate response functions for output variable 1
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--------------------------------------------------------------------------------
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Calculate response functions by the ordinary least square method
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Sum of weights: 674
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Squared coherence: 0.758964
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Estimated response function: ( -2.4524e+00, -2.9277e+00), ( -4.3863e-01, -5.8231e-01)
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Amplitude of the estimated response function: 3.8192e+00, 7.2903e-01
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Phase(deg.) of the estimated response function: -130.0, -127.0
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================================================================================
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Now Frequency(Hz): 0.015625, Period(s): 64
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================================================================================
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--------------------------------------------------------------------------------
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Calculate response functions for output variable 0
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--------------------------------------------------------------------------------
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Calculate response functions by the ordinary least square method
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Sum of weights: 674
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Squared coherence: 0.488236
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||||
Estimated response function: ( 1.5185e+00, 1.3183e+00), ( 1.3435e+00, 2.1202e+00)
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Amplitude of the estimated response function: 2.0109e+00, 2.5100e+00
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Phase(deg.) of the estimated response function: 41.0, 57.6
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--------------------------------------------------------------------------------
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Calculate response functions for output variable 1
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--------------------------------------------------------------------------------
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Calculate response functions by the ordinary least square method
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||||
Sum of weights: 674
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Squared coherence: 0.671128
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||||
Estimated response function: ( -2.9422e+00, -3.2299e+00), ( -5.5561e-01, -5.7310e-01)
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Amplitude of the estimated response function: 4.3691e+00, 7.9821e-01
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Phase(deg.) of the estimated response function: -132.3, -134.1
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================================================================================
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Now Frequency(Hz): 0.0234375, Period(s): 42.6667
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================================================================================
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--------------------------------------------------------------------------------
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Calculate response functions for output variable 0
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--------------------------------------------------------------------------------
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Calculate response functions by the ordinary least square method
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||||
Sum of weights: 1349
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Squared coherence: 0.285299
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||||
Estimated response function: ( 1.8094e+00, 1.5365e+00), ( 1.7851e+00, 2.7188e+00)
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Amplitude of the estimated response function: 2.3738e+00, 3.2525e+00
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Phase(deg.) of the estimated response function: 40.3, 56.7
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--------------------------------------------------------------------------------
|
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Calculate response functions for output variable 1
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--------------------------------------------------------------------------------
|
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Calculate response functions by the ordinary least square method
|
||||
Sum of weights: 1349
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||||
Squared coherence: 0.541271
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||||
Estimated response function: ( -3.7694e+00, -3.9053e+00), ( -8.2834e-01, -9.5551e-01)
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Amplitude of the estimated response function: 5.4277e+00, 1.2646e+00
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Phase(deg.) of the estimated response function: -134.0, -130.9
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================================================================================
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Now Frequency(Hz): 0.03125, Period(s): 32
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================================================================================
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--------------------------------------------------------------------------------
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Calculate response functions for output variable 0
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--------------------------------------------------------------------------------
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Calculate response functions by the ordinary least square method
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||||
Sum of weights: 1349
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||||
Squared coherence: 0.182882
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||||
Estimated response function: ( 2.4038e+00, 1.7105e+00), ( 2.2720e+00, 3.4053e+00)
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Amplitude of the estimated response function: 2.9502e+00, 4.0937e+00
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Phase(deg.) of the estimated response function: 35.4, 56.3
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--------------------------------------------------------------------------------
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Calculate response functions for output variable 1
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--------------------------------------------------------------------------------
|
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Calculate response functions by the ordinary least square method
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||||
Sum of weights: 1349
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||||
Squared coherence: 0.416897
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||||
Estimated response function: ( -4.5305e+00, -4.3722e+00), ( -1.0212e+00, -1.1243e+00)
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||||
Amplitude of the estimated response function: 6.2961e+00, 1.5189e+00
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||||
Phase(deg.) of the estimated response function: -136.0, -132.2
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================================================================================
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||||
Now Frequency(Hz): 0.046875, Period(s): 21.3333
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================================================================================
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--------------------------------------------------------------------------------
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||||
Calculate response functions for output variable 0
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--------------------------------------------------------------------------------
|
||||
Calculate response functions by the ordinary least square method
|
||||
Sum of weights: 2699
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||||
Squared coherence: 0
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||||
Estimated response function: ( 3.4951e+00, 2.1127e+00), ( 2.7520e+00, 4.2758e+00)
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Amplitude of the estimated response function: 4.0841e+00, 5.0849e+00
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Phase(deg.) of the estimated response function: 31.2, 57.2
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--------------------------------------------------------------------------------
|
||||
Calculate response functions for output variable 1
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||||
--------------------------------------------------------------------------------
|
||||
Calculate response functions by the ordinary least square method
|
||||
Sum of weights: 2699
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||||
Squared coherence: 0.137491
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||||
Estimated response function: ( -5.7019e+00, -4.8532e+00), ( -1.0653e+00, -1.0137e+00)
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||||
Amplitude of the estimated response function: 7.4877e+00, 1.4705e+00
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||||
Phase(deg.) of the estimated response function: -139.6, -136.4
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================================================================================
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||||
Now Frequency(Hz): 0.0625, Period(s): 16
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================================================================================
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--------------------------------------------------------------------------------
|
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Calculate response functions for output variable 0
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--------------------------------------------------------------------------------
|
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Calculate response functions by the ordinary least square method
|
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Sum of weights: 2699
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||||
Squared coherence: 0
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||||
Estimated response function: ( 3.8661e+00, 2.4595e+00), ( 3.7929e+00, 5.6612e+00)
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||||
Amplitude of the estimated response function: 4.5821e+00, 6.8144e+00
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Phase(deg.) of the estimated response function: 32.5, 56.2
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--------------------------------------------------------------------------------
|
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Calculate response functions for output variable 1
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--------------------------------------------------------------------------------
|
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Calculate response functions by the ordinary least square method
|
||||
Sum of weights: 2699
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||||
Squared coherence: 0
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||||
Estimated response function: ( -5.7741e+00, -5.9493e+00), ( -1.3897e+00, -1.3007e+00)
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||||
Amplitude of the estimated response function: 8.2906e+00, 1.9034e+00
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||||
Phase(deg.) of the estimated response function: -134.1, -136.9
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================================================================================
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Now Frequency(Hz): 0.09375, Period(s): 10.6667
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================================================================================
|
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--------------------------------------------------------------------------------
|
||||
Calculate response functions for output variable 0
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||||
--------------------------------------------------------------------------------
|
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Calculate response functions by the ordinary least square method
|
||||
Sum of weights: 5399
|
||||
Squared coherence: 0
|
||||
Estimated response function: ( 3.9019e+00, 2.2656e+00), ( 4.4292e+00, 7.3770e+00)
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||||
Amplitude of the estimated response function: 4.5120e+00, 8.6045e+00
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||||
Phase(deg.) of the estimated response function: 30.1, 59.0
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--------------------------------------------------------------------------------
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Calculate response functions for output variable 1
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||||
--------------------------------------------------------------------------------
|
||||
Calculate response functions by the ordinary least square method
|
||||
Sum of weights: 5399
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||||
Squared coherence: 0
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||||
Estimated response function: ( -6.8066e+00, -7.2849e+00), ( -4.3713e-01, -2.5180e+00)
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||||
Amplitude of the estimated response function: 9.9699e+00, 2.5557e+00
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||||
Phase(deg.) of the estimated response function: -133.1, -99.8
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================================================================================
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Now Frequency(Hz): 0.125, Period(s): 8
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================================================================================
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--------------------------------------------------------------------------------
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Calculate response functions for output variable 0
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||||
--------------------------------------------------------------------------------
|
||||
Calculate response functions by the ordinary least square method
|
||||
Sum of weights: 5399
|
||||
Squared coherence: 0
|
||||
Estimated response function: ( 5.2436e+00, 1.8981e+00), ( 5.8367e+00, 7.6169e+00)
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||||
Amplitude of the estimated response function: 5.5766e+00, 9.5961e+00
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||||
Phase(deg.) of the estimated response function: 19.9, 52.5
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||||
--------------------------------------------------------------------------------
|
||||
Calculate response functions for output variable 1
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||||
--------------------------------------------------------------------------------
|
||||
Calculate response functions by the ordinary least square method
|
||||
Sum of weights: 5399
|
||||
Squared coherence: 0
|
||||
Estimated response function: ( -9.2962e+00, -8.5980e+00), ( 2.5354e-02, -1.6449e+00)
|
||||
Amplitude of the estimated response function: 1.2663e+01, 1.6451e+00
|
||||
Phase(deg.) of the estimated response function: -137.2, -89.1
|
||||
================================================================================
|
||||
Now Frequency(Hz): 0.1875, Period(s): 5.33333
|
||||
================================================================================
|
||||
--------------------------------------------------------------------------------
|
||||
Calculate response functions for output variable 0
|
||||
--------------------------------------------------------------------------------
|
||||
Calculate response functions by the ordinary least square method
|
||||
Sum of weights: 10799
|
||||
Squared coherence: 0
|
||||
Estimated response function: ( 4.7388e+00, 3.6659e+00), ( 8.5635e+00, 9.6804e+00)
|
||||
Amplitude of the estimated response function: 5.9912e+00, 1.2925e+01
|
||||
Phase(deg.) of the estimated response function: 37.7, 48.5
|
||||
--------------------------------------------------------------------------------
|
||||
Calculate response functions for output variable 1
|
||||
--------------------------------------------------------------------------------
|
||||
Calculate response functions by the ordinary least square method
|
||||
Sum of weights: 10799
|
||||
Squared coherence: 0
|
||||
Estimated response function: ( -1.1045e+01, -1.1288e+01), ( -2.2411e-01, -5.9487e-01)
|
||||
Amplitude of the estimated response function: 1.5793e+01, 6.3568e-01
|
||||
Phase(deg.) of the estimated response function: -134.4, -110.6
|
||||
================================================================================
|
||||
Now Frequency(Hz): 0.25, Period(s): 4
|
||||
================================================================================
|
||||
--------------------------------------------------------------------------------
|
||||
Calculate response functions for output variable 0
|
||||
--------------------------------------------------------------------------------
|
||||
Calculate response functions by the ordinary least square method
|
||||
Sum of weights: 10799
|
||||
Squared coherence: 0
|
||||
Estimated response function: ( 5.8663e+00, 4.0237e+00), ( 1.1449e+01, 8.7057e+00)
|
||||
Amplitude of the estimated response function: 7.1136e+00, 1.4383e+01
|
||||
Phase(deg.) of the estimated response function: 34.4, 37.2
|
||||
--------------------------------------------------------------------------------
|
||||
Calculate response functions for output variable 1
|
||||
--------------------------------------------------------------------------------
|
||||
Calculate response functions by the ordinary least square method
|
||||
Sum of weights: 10799
|
||||
Squared coherence: 0
|
||||
Estimated response function: ( -1.5791e+01, -8.7705e+00), ( -2.1661e+00, 6.6073e-01)
|
||||
Amplitude of the estimated response function: 1.8063e+01, 2.2646e+00
|
||||
Phase(deg.) of the estimated response function: -151.0, 163.0
|
||||
================================================================================
|
||||
Now Frequency(Hz): 0.375, Period(s): 2.66667
|
||||
================================================================================
|
||||
--------------------------------------------------------------------------------
|
||||
Calculate response functions for output variable 0
|
||||
--------------------------------------------------------------------------------
|
||||
Calculate response functions by the ordinary least square method
|
||||
Sum of weights: 21599
|
||||
Squared coherence: 0
|
||||
Estimated response function: ( -3.4466e+00, -5.2926e+00), ( 2.3350e+01, 8.4248e+00)
|
||||
Amplitude of the estimated response function: 6.3159e+00, 2.4823e+01
|
||||
Phase(deg.) of the estimated response function: -123.1, 19.8
|
||||
--------------------------------------------------------------------------------
|
||||
Calculate response functions for output variable 1
|
||||
--------------------------------------------------------------------------------
|
||||
Calculate response functions by the ordinary least square method
|
||||
Sum of weights: 21599
|
||||
Squared coherence: 0
|
||||
Estimated response function: ( -1.3650e+01, -3.9352e+00), ( -4.6476e-02, -1.1209e+01)
|
||||
Amplitude of the estimated response function: 1.4206e+01, 1.1209e+01
|
||||
Phase(deg.) of the estimated response function: -163.9, -90.2
|
||||
================================================================================
|
||||
Now Frequency(Hz): 0.5, Period(s): 2
|
||||
================================================================================
|
||||
--------------------------------------------------------------------------------
|
||||
Calculate response functions for output variable 0
|
||||
--------------------------------------------------------------------------------
|
||||
Calculate response functions by the ordinary least square method
|
||||
Sum of weights: 21599
|
||||
Squared coherence: 0
|
||||
Estimated response function: ( 1.2138e+00, -1.2061e+00), ( 2.1695e+01, 6.6378e+00)
|
||||
Amplitude of the estimated response function: 1.7112e+00, 2.2687e+01
|
||||
Phase(deg.) of the estimated response function: -44.8, 17.0
|
||||
--------------------------------------------------------------------------------
|
||||
Calculate response functions for output variable 1
|
||||
--------------------------------------------------------------------------------
|
||||
Calculate response functions by the ordinary least square method
|
||||
Sum of weights: 21599
|
||||
Squared coherence: 0
|
||||
Estimated response function: ( -5.3388e+00, -5.2437e+00), ( -6.0756e+00, 1.4369e+00)
|
||||
Amplitude of the estimated response function: 7.4833e+00, 6.2432e+00
|
||||
Phase(deg.) of the estimated response function: -135.5, 166.7
|
||||
================================================================================
|
||||
Now Frequency(Hz): 0.75, Period(s): 1.33333
|
||||
================================================================================
|
||||
--------------------------------------------------------------------------------
|
||||
Calculate response functions for output variable 0
|
||||
--------------------------------------------------------------------------------
|
||||
Calculate response functions by the ordinary least square method
|
||||
Sum of weights: 43199
|
||||
Squared coherence: 0
|
||||
Estimated response function: ( -2.1007e+01, 2.5791e+00), ( 1.6554e+01, 1.0975e+01)
|
||||
Amplitude of the estimated response function: 2.1164e+01, 1.9862e+01
|
||||
Phase(deg.) of the estimated response function: 173.0, 33.5
|
||||
--------------------------------------------------------------------------------
|
||||
Calculate response functions for output variable 1
|
||||
--------------------------------------------------------------------------------
|
||||
Calculate response functions by the ordinary least square method
|
||||
Sum of weights: 43199
|
||||
Squared coherence: 0
|
||||
Estimated response function: ( 4.6419e+00, -4.1036e+00), ( -1.1865e+01, -1.0362e+01)
|
||||
Amplitude of the estimated response function: 6.1958e+00, 1.5753e+01
|
||||
Phase(deg.) of the estimated response function: -41.5, -138.9
|
||||
================================================================================
|
||||
Now Frequency(Hz): 1, Period(s): 1
|
||||
================================================================================
|
||||
--------------------------------------------------------------------------------
|
||||
Calculate response functions for output variable 0
|
||||
--------------------------------------------------------------------------------
|
||||
Calculate response functions by the ordinary least square method
|
||||
Sum of weights: 43199
|
||||
Squared coherence: 0
|
||||
Estimated response function: ( 1.1221e+01, 1.0270e+01), ( 2.1550e+01, -2.5333e+01)
|
||||
Amplitude of the estimated response function: 1.5211e+01, 3.3259e+01
|
||||
Phase(deg.) of the estimated response function: 42.5, -49.6
|
||||
--------------------------------------------------------------------------------
|
||||
Calculate response functions for output variable 1
|
||||
--------------------------------------------------------------------------------
|
||||
Calculate response functions by the ordinary least square method
|
||||
Sum of weights: 43199
|
||||
Squared coherence: 0
|
||||
Estimated response function: ( -1.1946e+01, -5.6520e+00), ( -2.0656e+01, -1.9537e+01)
|
||||
Amplitude of the estimated response function: 1.3216e+01, 2.8432e+01
|
||||
Phase(deg.) of the estimated response function: -154.7, -136.6
|
||||
418
Samples/NonRobustRemoteReference/TRACMT.log
Normal file
418
Samples/NonRobustRemoteReference/TRACMT.log
Normal file
@@ -0,0 +1,418 @@
|
||||
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 : not to be used
|
||||
The second M-estimator : not to be used
|
||||
Error estimation method : parametric
|
||||
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 ( 2 sec )
|
||||
Read data from ../hy.txt ( 3 sec )
|
||||
Read data from ../hrx.txt ( 4 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 ( 6 sec )
|
||||
The AR model of 10 degress gives the minimum AIC (1.9044e+07) ( 6 sec )
|
||||
AR coefficients: 0.0320459 0.0276236 0.0274305 0.0273417 0.0271195 0.0250291 0.0274279 0.0257729 0.0263083 0.0240252 ( 6 sec )
|
||||
Perform prewhitening for channel 1 ( 6 sec )
|
||||
Degree of AR model: 1, Sigma: 7.54273, AIC: 1.90192e+07 ( 6 sec )
|
||||
Degree of AR model: 2, Sigma: 7.52209, AIC: 1.9004e+07 ( 6 sec )
|
||||
Degree of AR model: 3, Sigma: 7.50561, AIC: 1.89919e+07 ( 6 sec )
|
||||
Degree of AR model: 4, Sigma: 7.49133, AIC: 1.89814e+07 ( 6 sec )
|
||||
Degree of AR model: 5, Sigma: 7.47891, AIC: 1.89722e+07 ( 6 sec )
|
||||
Degree of AR model: 6, Sigma: 7.46782, AIC: 1.8964e+07 ( 6 sec )
|
||||
Degree of AR model: 7, Sigma: 7.45798, AIC: 1.89567e+07 ( 6 sec )
|
||||
Degree of AR model: 8, Sigma: 7.44899, AIC: 1.895e+07 ( 6 sec )
|
||||
Degree of AR model: 9, Sigma: 7.44151, AIC: 1.89444e+07 ( 6 sec )
|
||||
Degree of AR model: 10, Sigma: 7.43417, AIC: 1.8939e+07 ( 6 sec )
|
||||
The AR model of 10 degress gives the minimum AIC (1.8939e+07) ( 6 sec )
|
||||
AR coefficients: 0.0497931 0.0484711 0.0453945 0.0449254 0.0443603 0.0443792 0.0440958 0.0444201 0.0425092 0.0444076 ( 6 sec )
|
||||
Perform prewhitening for channel 2 ( 6 sec )
|
||||
Degree of AR model: 1, Sigma: 1.15041, AIC: 8.62097e+06 ( 6 sec )
|
||||
Degree of AR model: 2, Sigma: 0.999605, AIC: 7.84398e+06 ( 6 sec )
|
||||
Degree of AR model: 3, Sigma: 0.94325, AIC: 7.5231e+06 ( 6 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 ( 7 sec )
|
||||
The AR model of 10 degress gives the minimum AIC (7.05983e+06) ( 7 sec )
|
||||
AR coefficients: 0.0992426 0.0997661 0.0999695 0.100685 0.0994892 0.0998831 0.0983119 0.0990847 0.0994668 0.100303 ( 7 sec )
|
||||
Perform prewhitening for channel 4 ( 7 sec )
|
||||
Degree of AR model: 1, Sigma: 1.16254, AIC: 8.67898e+06 ( 7 sec )
|
||||
Degree of AR model: 2, Sigma: 1.00903, AIC: 7.89586e+06 ( 7 sec )
|
||||
Degree of AR model: 3, Sigma: 0.952405, AIC: 7.57651e+06 ( 7 sec )
|
||||
Degree of AR model: 4, Sigma: 0.922235, AIC: 7.39851e+06 ( 7 sec )
|
||||
Degree of AR model: 5, Sigma: 0.90364, AIC: 7.28588e+06 ( 7 sec )
|
||||
Degree of AR model: 6, Sigma: 0.891244, AIC: 7.2095e+06 ( 7 sec )
|
||||
Degree of AR model: 7, Sigma: 0.882213, AIC: 7.15318e+06 ( 7 sec )
|
||||
Degree of AR model: 8, Sigma: 0.875262, AIC: 7.10944e+06 ( 7 sec )
|
||||
Degree of AR model: 9, Sigma: 0.869864, AIC: 7.07523e+06 ( 7 sec )
|
||||
Degree of AR model: 10, Sigma: 0.865547, AIC: 7.04772e+06 ( 7 sec )
|
||||
The AR model of 10 degress gives the minimum AIC (7.04772e+06) ( 7 sec )
|
||||
AR coefficients: 0.0989261 0.10121 0.0987917 0.100744 0.100552 0.0988028 0.0993482 0.100374 0.0999452 0.0995135 ( 7 sec )
|
||||
Perform prewhitening for channel 5 ( 7 sec )
|
||||
Degree of AR model: 1, Sigma: 1.16036, AIC: 8.66857e+06 ( 7 sec )
|
||||
Degree of AR model: 2, Sigma: 1.01086, AIC: 7.90589e+06 ( 7 sec )
|
||||
Degree of AR model: 3, Sigma: 0.953982, AIC: 7.58566e+06 ( 7 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 ( 10 sec )
|
||||
Perform calibration correction ( 10 sec )
|
||||
Calculate rotated fields ( 10 sec )
|
||||
Calculate response functions by ordinary remote reference ( 10 sec )
|
||||
Calculate response functions for output variable 0 ( 10 sec )
|
||||
Calculate response functions by the ordinary least square method ( 10 sec )
|
||||
Parametric error estimation is performed ( 10 sec )
|
||||
Calculate response functions for output variable 1 ( 10 sec )
|
||||
Calculate response functions by the ordinary least square method ( 10 sec )
|
||||
Parametric error estimation is performed ( 10 sec )
|
||||
-------------------------------------------------------------------------------
|
||||
Now Frequency(Hz): 0.00195312, Period(s): 512 ( 10 sec )
|
||||
Perform calibration correction ( 10 sec )
|
||||
Calculate rotated fields ( 10 sec )
|
||||
Calculate response functions by ordinary remote reference ( 10 sec )
|
||||
Calculate response functions for output variable 0 ( 10 sec )
|
||||
Calculate response functions by the ordinary least square method ( 10 sec )
|
||||
Parametric error estimation is performed ( 10 sec )
|
||||
Calculate response functions for output variable 1 ( 10 sec )
|
||||
Calculate response functions by the ordinary least square method ( 10 sec )
|
||||
Parametric error estimation is performed ( 10 sec )
|
||||
===============================================================================
|
||||
Perform analysis for segment length : 32768 ( 10 sec )
|
||||
Convert time-series data to frequency-domain ( 10 sec )
|
||||
Total number of segments : 167 ( 10 sec )
|
||||
-------------------------------------------------------------------------------
|
||||
Now Frequency(Hz): 0.00292969, Period(s): 341.333 ( 12 sec )
|
||||
Perform calibration correction ( 12 sec )
|
||||
Calculate rotated fields ( 12 sec )
|
||||
Calculate response functions by ordinary remote reference ( 12 sec )
|
||||
Calculate response functions for output variable 0 ( 12 sec )
|
||||
Calculate response functions by the ordinary least square method ( 12 sec )
|
||||
Parametric error estimation is performed ( 12 sec )
|
||||
Calculate response functions for output variable 1 ( 12 sec )
|
||||
Calculate response functions by the ordinary least square method ( 12 sec )
|
||||
Parametric error estimation is performed ( 12 sec )
|
||||
-------------------------------------------------------------------------------
|
||||
Now Frequency(Hz): 0.00390625, Period(s): 256 ( 12 sec )
|
||||
Perform calibration correction ( 12 sec )
|
||||
Calculate rotated fields ( 12 sec )
|
||||
Calculate response functions by ordinary remote reference ( 12 sec )
|
||||
Calculate response functions for output variable 0 ( 12 sec )
|
||||
Calculate response functions by the ordinary least square method ( 12 sec )
|
||||
Parametric error estimation is performed ( 12 sec )
|
||||
Calculate response functions for output variable 1 ( 12 sec )
|
||||
Calculate response functions by the ordinary least square method ( 12 sec )
|
||||
Parametric error estimation is performed ( 12 sec )
|
||||
===============================================================================
|
||||
Perform analysis for segment length : 16384 ( 12 sec )
|
||||
Convert time-series data to frequency-domain ( 12 sec )
|
||||
Total number of segments : 336 ( 12 sec )
|
||||
-------------------------------------------------------------------------------
|
||||
Now Frequency(Hz): 0.00585938, Period(s): 170.667 ( 14 sec )
|
||||
Perform calibration correction ( 14 sec )
|
||||
Calculate rotated fields ( 14 sec )
|
||||
Calculate response functions by ordinary remote reference ( 14 sec )
|
||||
Calculate response functions for output variable 0 ( 14 sec )
|
||||
Calculate response functions by the ordinary least square method ( 14 sec )
|
||||
Parametric error estimation is performed ( 14 sec )
|
||||
Calculate response functions for output variable 1 ( 14 sec )
|
||||
Calculate response functions by the ordinary least square method ( 14 sec )
|
||||
Parametric error estimation is performed ( 14 sec )
|
||||
-------------------------------------------------------------------------------
|
||||
Now Frequency(Hz): 0.0078125, Period(s): 128 ( 14 sec )
|
||||
Perform calibration correction ( 14 sec )
|
||||
Calculate rotated fields ( 14 sec )
|
||||
Calculate response functions by ordinary remote reference ( 14 sec )
|
||||
Calculate response functions for output variable 0 ( 14 sec )
|
||||
Calculate response functions by the ordinary least square method ( 14 sec )
|
||||
Parametric error estimation is performed ( 14 sec )
|
||||
Calculate response functions for output variable 1 ( 14 sec )
|
||||
Calculate response functions by the ordinary least square method ( 14 sec )
|
||||
Parametric error estimation is performed ( 14 sec )
|
||||
===============================================================================
|
||||
Perform analysis for segment length : 8192 ( 14 sec )
|
||||
Convert time-series data to frequency-domain ( 14 sec )
|
||||
Total number of segments : 674 ( 14 sec )
|
||||
-------------------------------------------------------------------------------
|
||||
Now Frequency(Hz): 0.0117188, Period(s): 85.3333 ( 16 sec )
|
||||
Perform calibration correction ( 16 sec )
|
||||
Calculate rotated fields ( 16 sec )
|
||||
Calculate response functions by ordinary remote reference ( 16 sec )
|
||||
Calculate response functions for output variable 0 ( 16 sec )
|
||||
Calculate response functions by the ordinary least square method ( 16 sec )
|
||||
Parametric error estimation is performed ( 16 sec )
|
||||
Calculate response functions for output variable 1 ( 16 sec )
|
||||
Calculate response functions by the ordinary least square method ( 16 sec )
|
||||
Parametric error estimation is performed ( 16 sec )
|
||||
-------------------------------------------------------------------------------
|
||||
Now Frequency(Hz): 0.015625, Period(s): 64 ( 16 sec )
|
||||
Perform calibration correction ( 16 sec )
|
||||
Calculate rotated fields ( 16 sec )
|
||||
Calculate response functions by ordinary remote reference ( 16 sec )
|
||||
Calculate response functions for output variable 0 ( 16 sec )
|
||||
Calculate response functions by the ordinary least square method ( 16 sec )
|
||||
Parametric error estimation is performed ( 16 sec )
|
||||
Calculate response functions for output variable 1 ( 16 sec )
|
||||
Calculate response functions by the ordinary least square method ( 16 sec )
|
||||
Parametric error estimation is performed ( 16 sec )
|
||||
===============================================================================
|
||||
Perform analysis for segment length : 4096 ( 16 sec )
|
||||
Convert time-series data to frequency-domain ( 16 sec )
|
||||
Total number of segments : 1349 ( 16 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 )
|
||||
Parametric error estimation is performed ( 17 sec )
|
||||
Calculate response functions for output variable 1 ( 17 sec )
|
||||
Calculate response functions by the ordinary least square method ( 17 sec )
|
||||
Parametric error estimation is performed ( 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 )
|
||||
Parametric error estimation is performed ( 17 sec )
|
||||
Calculate response functions for output variable 1 ( 17 sec )
|
||||
Calculate response functions by the ordinary least square method ( 17 sec )
|
||||
Parametric error estimation is performed ( 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 ( 19 sec )
|
||||
Perform calibration correction ( 19 sec )
|
||||
Calculate rotated fields ( 19 sec )
|
||||
Calculate response functions by ordinary remote reference ( 19 sec )
|
||||
Calculate response functions for output variable 0 ( 19 sec )
|
||||
Calculate response functions by the ordinary least square method ( 19 sec )
|
||||
Parametric error estimation is performed ( 19 sec )
|
||||
Calculate response functions for output variable 1 ( 19 sec )
|
||||
Calculate response functions by the ordinary least square method ( 19 sec )
|
||||
Parametric error estimation is performed ( 19 sec )
|
||||
-------------------------------------------------------------------------------
|
||||
Now Frequency(Hz): 0.0625, Period(s): 16 ( 19 sec )
|
||||
Perform calibration correction ( 19 sec )
|
||||
Calculate rotated fields ( 19 sec )
|
||||
Calculate response functions by ordinary remote reference ( 19 sec )
|
||||
Calculate response functions for output variable 0 ( 19 sec )
|
||||
Calculate response functions by the ordinary least square method ( 19 sec )
|
||||
Parametric error estimation is performed ( 19 sec )
|
||||
Calculate response functions for output variable 1 ( 19 sec )
|
||||
Calculate response functions by the ordinary least square method ( 19 sec )
|
||||
Parametric error estimation is performed ( 19 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 )
|
||||
Parametric error estimation is performed ( 20 sec )
|
||||
Calculate response functions for output variable 1 ( 20 sec )
|
||||
Calculate response functions by the ordinary least square method ( 20 sec )
|
||||
Parametric error estimation is performed ( 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 )
|
||||
Parametric error estimation is performed ( 20 sec )
|
||||
Calculate response functions for output variable 1 ( 20 sec )
|
||||
Calculate response functions by the ordinary least square method ( 20 sec )
|
||||
Parametric error estimation is performed ( 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 )
|
||||
Parametric error estimation is performed ( 22 sec )
|
||||
Calculate response functions for output variable 1 ( 22 sec )
|
||||
Calculate response functions by the ordinary least square method ( 22 sec )
|
||||
Parametric error estimation is performed ( 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 )
|
||||
Parametric error estimation is performed ( 22 sec )
|
||||
Calculate response functions for output variable 1 ( 22 sec )
|
||||
Calculate response functions by the ordinary least square method ( 22 sec )
|
||||
Parametric error estimation is performed ( 22 sec )
|
||||
===============================================================================
|
||||
Perform analysis for segment length : 256 ( 22 sec )
|
||||
Convert time-series data to frequency-domain ( 22 sec )
|
||||
Total number of segments : 21599 ( 22 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 )
|
||||
Parametric error estimation is performed ( 24 sec )
|
||||
Calculate response functions for output variable 1 ( 24 sec )
|
||||
Calculate response functions by the ordinary least square method ( 24 sec )
|
||||
Parametric error estimation is performed ( 24 sec )
|
||||
-------------------------------------------------------------------------------
|
||||
Now Frequency(Hz): 0.5, Period(s): 2 ( 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 )
|
||||
Parametric error estimation is performed ( 24 sec )
|
||||
Calculate response functions for output variable 1 ( 24 sec )
|
||||
Calculate response functions by the ordinary least square method ( 24 sec )
|
||||
Parametric error estimation is performed ( 24 sec )
|
||||
===============================================================================
|
||||
Perform analysis for segment length : 128 ( 24 sec )
|
||||
Convert time-series data to frequency-domain ( 24 sec )
|
||||
Total number of segments : 43199 ( 24 sec )
|
||||
-------------------------------------------------------------------------------
|
||||
Now Frequency(Hz): 0.75, Period(s): 1.33333 ( 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 )
|
||||
Parametric error estimation is performed ( 25 sec )
|
||||
Calculate response functions for output variable 1 ( 25 sec )
|
||||
Calculate response functions by the ordinary least square method ( 25 sec )
|
||||
Parametric error estimation is performed ( 25 sec )
|
||||
-------------------------------------------------------------------------------
|
||||
Now Frequency(Hz): 1, Period(s): 1 ( 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 )
|
||||
Parametric error estimation is performed ( 25 sec )
|
||||
Calculate response functions for output variable 1 ( 25 sec )
|
||||
Calculate response functions by the ordinary least square method ( 25 sec )
|
||||
Parametric error estimation is performed ( 25 sec )
|
||||
End TRACMT ( 25 sec )
|
||||
@@ -0,0 +1,21 @@
|
||||
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+02,4.3439931212e+01,4.8258024132e+01,4.1688452809e+01,5.3014214814e+01,8.8469008246e-01,1.5805526300e+02,-1.2905058619e+02,6.4849560945e+00,-1.3524485798e+02,9.4305915727e-01,3.3690232144e+00,2.2223702517e+00,3.4635140769e+00,2.3807774441e+00,6.2136295221e+00,1.1263075660e+00,1.3208211789e+00,5.8449817321e+00
|
||||
1.9531250000e-03,5.1200000000e+02,4.4201790775e+01,4.6114671043e+01,4.5475091489e+01,5.4792118884e+01,8.8117476976e-01,1.6913516599e+02,-1.2862575255e+02,8.0773816625e+00,-1.3063638437e+02,9.5206812438e-01,3.6600424768e+00,2.3728104457e+00,4.0482366560e+00,2.5511057134e+00,6.2247090309e+00,1.0543924593e+00,1.4833727938e+00,5.2684701321e+00
|
||||
2.9296875000e-03,3.4133333333e+02,3.9422126341e+01,5.1480630538e+01,5.2432599053e+01,6.0247384811e+01,8.1057433654e-01,1.7599584294e+02,-1.2541588946e+02,5.8552117518e+00,-1.2839384516e+02,9.1795261351e-01,2.8192223353e+00,2.0491535694e+00,3.7894049717e+00,2.0708890615e+00,5.8225755132e+00,9.4781846380e-01,1.2377879501e+00,6.0674792759e+00
|
||||
3.9062500000e-03,2.5600000000e+02,4.4143542485e+01,4.9363170827e+01,5.2434467640e+01,6.4375151174e+01,7.9529312750e-01,1.9515981731e+02,-1.2832541387e+02,6.6839689192e+00,-1.2514079521e+02,8.9823309221e-01,3.3801634274e+00,2.1941651353e+00,4.4135400945e+00,2.4120768517e+00,7.3597276715e+00,1.0804127890e+00,1.6317675464e+00,7.0113387294e+00
|
||||
5.8593750000e-03,1.7066666667e+02,5.2729192716e+01,4.8182052659e+01,5.6301329724e+01,6.0116226115e+01,6.9714037413e-01,2.0306618106e+02,-1.2974416401e+02,6.7586186926e+00,-1.3245111721e+02,8.5860507996e-01,3.3124269277e+00,1.7999450940e+00,4.2331392213e+00,2.1544622365e+00,6.3747196406e+00,8.9936081000e-01,1.4383141127e+00,6.1081738115e+00
|
||||
7.8125000000e-03,1.2800000000e+02,5.5373578002e+01,4.5333555005e+01,6.6303173500e+01,5.8064666615e+01,6.6243101745e-01,2.1095797199e+02,-1.2870685937e+02,8.3774706370e+00,-1.3616142787e+02,8.1652992410e-01,3.9364069731e+00,2.0369554542e+00,5.2652867417e+00,2.2755926948e+00,7.8105239459e+00,1.0607222319e+00,1.9025883137e+00,6.5202211360e+00
|
||||
1.1718750000e-02,8.5333333333e+01,5.8437573450e+01,4.1348027239e+01,7.5383241750e+01,5.9922540845e+01,5.6255496758e-01,2.4893409741e+02,-1.2995152666e+02,9.0707118284e+00,-1.2698899909e+02,7.5896390227e-01,3.6840792837e+00,1.8063478075e+00,5.1720678440e+00,1.9659264221e+00,7.7422263542e+00,8.9102854844e-01,1.8267885581e+00,5.7793133809e+00
|
||||
1.5625000000e-02,6.4000000000e+01,5.1760990943e+01,4.0963272318e+01,8.0640264680e+01,5.7638466973e+01,4.8823618087e-01,2.4433951559e+02,-1.3233082051e+02,8.1554356349e+00,-1.3411193012e+02,6.7112788794e-01,4.0194513109e+00,2.2251843996e+00,6.3182040702e+00,2.2451506574e+00,9.4708442748e+00,1.1104904161e+00,2.1790521255e+00,7.6773879253e+00
|
||||
2.3437500000e-02,4.2666666667e+01,4.8083059538e+01,4.0337977971e+01,9.0272215363e+01,5.6711840247e+01,2.8529865609e-01,2.5139035783e+02,-1.3398485460e+02,1.3646001184e+01,-1.3092226722e+02,5.4127075001e-01,3.5795687954e+00,2.1332001001e+00,6.6589253788e+00,2.1136895315e+00,8.9021145539e+00,1.0145183185e+00,2.8158790988e+00,5.9220871332e+00
|
||||
3.1250000000e-02,3.2000000000e+01,5.5704971072e+01,3.5435669997e+01,1.0725112638e+02,5.6289234236e+01,1.8288167094e-01,2.5370444257e+02,-1.3601879048e+02,1.4764311300e+01,-1.3224793142e+02,4.1689718636e-01,5.0225304352e+00,2.5838570119e+00,9.1700701378e+00,2.4501676819e+00,1.1254288242e+01,1.2709199982e+00,3.5723723600e+00,6.9486637394e+00
|
||||
4.6875000000e-02,2.1333333333e+01,7.1166112619e+01,3.1151888685e+01,1.1031797611e+02,5.7234235225e+01,0.0000000000e+00,2.3921212412e+02,-1.3959727801e+02,9.2260852110e+00,-1.3642252652e+02,1.3749136535e-01,6.1173036659e+00,2.4632768659e+00,9.9861813035e+00,2.5941446459e+00,1.1697062865e+01,1.4009723052e+00,3.0119436807e+00,9.3944140839e+00
|
||||
6.2500000000e-02,1.6000000000e+01,6.7186815892e+01,3.2462794842e+01,1.4859458243e+02,5.6178846629e+01,0.0000000000e+00,2.1995117514e+02,-1.3414376018e+02,1.1593824880e+01,-1.3689299548e+02,0.0000000000e+00,8.7410625152e+00,3.7297486912e+00,1.7841539826e+01,3.4417808559e+00,1.5789500836e+01,2.0569704208e+00,4.9753916696e+00,1.2390346059e+01
|
||||
9.3750000000e-02,1.0666666667e+01,4.3429860513e+01,3.0140602239e+01,1.5794748034e+02,5.9018744701e+01,0.0000000000e+00,2.1205209697e+02,-1.3305620911e+02,1.3933591532e+01,-9.9848555846e+01,0.0000000000e+00,8.6086422504e+00,5.6879062616e+00,2.2782719944e+01,4.1358303983e+00,1.9281914266e+01,2.6058531973e+00,6.8591322543e+00,1.4249010152e+01
|
||||
1.2500000000e-01,8.0000000000e+00,4.9756690032e+01,1.9899467883e+01,1.4733574563e+02,5.2537500448e+01,0.0000000000e+00,2.5655127865e+02,-1.3723463362e+02,4.3301730676e+00,-8.9116917318e+01,0.0000000000e+00,1.4944799814e+01,8.6372883093e+00,3.0368940619e+01,5.9154252456e+00,3.6583247388e+01,4.0885503014e+00,5.6125343002e+00,4.0396452284e+01
|
||||
1.8750000000e-01,5.3333333333e+00,3.8287795343e+01,3.7725280039e+01,1.7817974707e+02,4.8503439711e+01,0.0000000000e+00,2.6603859751e+02,-1.3437444590e+02,4.3102862340e-01,-1.1064334081e+02,0.0000000000e+00,2.1191952025e+01,1.6066063085e+01,5.2553779861e+01,8.4805726387e+00,5.9528113316e+01,6.4236266607e+00,2.7544624445e+00,3.6000000000e+02
|
||||
2.5000000000e-01,4.0000000000e+00,4.0483046079e+01,3.4446274250e+01,1.6548963640e+02,3.7249895138e+01,0.0000000000e+00,2.6101784068e+02,-1.5095164189e+02,4.1029062342e+00,1.6303682644e+02,0.0000000000e+00,3.1821660337e+01,2.3142825901e+01,7.6642870554e+01,1.3389166013e+01,8.9078314793e+01,9.8248255834e+00,1.3304017548e+01,3.6000000000e+02
|
||||
3.7500000000e-01,2.6666666667e+00,2.1275077719e+01,-1.2307247151e+02,3.2863961430e+02,1.9839626363e+01,0.0000000000e+00,1.0763695474e+02,-1.6391873627e+02,6.7011511919e+01,-9.0237564498e+01,0.0000000000e+00,4.3429979397e+01,3.6000000000e+02,2.6886698296e+02,2.4145831783e+01,7.1747554228e+01,1.9468280361e+01,8.9171193704e+01,4.1708594952e+01
|
||||
5.0000000000e-01,2.0000000000e+00,1.1712247875e+00,-4.4816155073e+01,2.0588790332e+02,1.7012371582e+01,0.0000000000e+00,2.2399698921e+01,-1.3551513404e+02,1.5590968093e+01,1.6669346345e+02,0.0000000000e+00,7.5753105221e+00,3.6000000000e+02,2.1428080610e+02,3.1357893175e+01,1.7702730579e+01,2.3275675508e+01,3.1509626435e+01,3.6000000000e+02
|
||||
7.5000000000e-01,1.3333333333e+00,1.1944686208e+02,1.7300053406e+02,1.0519975799e+02,3.3543938500e+01,0.0000000000e+00,1.0236687330e+01,-4.1477825957e+01,6.6177497072e+01,-1.3886878892e+02,0.0000000000e+00,1.6964566872e+02,4.5245516761e+01,1.8535393568e+02,6.1758602935e+01,3.1572335160e+01,3.6000000000e+02,9.3459013428e+01,4.4920407031e+01
|
||||
1.0000000000e+00,1.0000000000e+00,4.6277191207e+01,4.2464688138e+01,2.2123687969e+02,-4.9613047546e+01,0.0000000000e+00,3.4931890994e+01,-1.5468047827e+02,1.6167769729e+02,-1.3659513255e+02,0.0000000000e+00,1.2325192597e+02,3.6000000000e+02,5.7971489516e+02,3.6000000000e+02,9.2340982943e+01,3.6000000000e+02,4.2735026826e+02,3.6000000000e+02
|
||||
|
51
Samples/NonRobustRemoteReference/param.dat
Normal file
51
Samples/NonRobustRemoteReference/param.dat
Normal file
@@ -0,0 +1,51 @@
|
||||
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
|
||||
MESTIMATORS
|
||||
-1
|
||||
-1
|
||||
OUTPUT_RHOA_PHS
|
||||
PREWHITENING
|
||||
0
|
||||
10
|
||||
5
|
||||
PROCEDURE
|
||||
0
|
||||
ERROR_ESTIMATION
|
||||
0
|
||||
DATA_FILES
|
||||
2764800
|
||||
../ex.txt
|
||||
0
|
||||
../ey.txt
|
||||
0
|
||||
../hx.txt
|
||||
0
|
||||
../hy.txt
|
||||
0
|
||||
../hrx.txt
|
||||
0
|
||||
../hry.txt
|
||||
0
|
||||
END
|
||||
21
Samples/NonRobustRemoteReference/response_functions.csv
Normal file
21
Samples/NonRobustRemoteReference/response_functions.csv
Normal file
@@ -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+02,3.7553820017e-01,4.2087363768e-01,3.3243638090e-01,4.4138577273e-01,8.8469008246e-01,-6.7784440534e-01,-8.3555866519e-01,-1.5476304204e-01,-1.5344587919e-01,9.4305915727e-01,2.1873087828e-02,2.2954071290e-02,2.1149082551e-02,2.2194285161e-02
|
||||
1.9531250000e-03,5.1200000000e+02,4.5544857553e-01,4.7352371439e-01,3.8421100852e-01,5.4449480370e-01,8.8117476976e-01,-8.0225452024e-01,-1.0040409803e+00,-1.8290990486e-01,-2.1313058674e-01,9.5206812438e-01,2.7201084488e-02,2.9661911055e-02,2.3649508781e-02,2.5789031546e-02
|
||||
2.9296875000e-03,3.4133333333e+02,4.7325994887e-01,5.9455662019e-01,4.3491283983e-01,7.6085903553e-01,8.1057433654e-01,-9.3047711320e-01,-1.3085398150e+00,-1.8188757126e-01,-2.2953565043e-01,9.1795261351e-01,2.7172209868e-02,3.1669119087e-02,2.6560092321e-02,3.0955698147e-02
|
||||
3.9062500000e-03,2.5600000000e+02,6.0472014875e-01,7.0462195953e-01,4.3765943304e-01,9.1244995303e-01,7.9529312750e-01,-1.2107121638e+00,-1.5316302550e+00,-2.0796664613e-01,-2.9545920539e-01,8.9823309221e-01,3.5549961220e-02,4.2590591203e-02,3.6813030195e-02,4.4103809574e-02
|
||||
5.8593750000e-03,1.7066666667e+02,8.2872344233e-01,9.2629262330e-01,6.3989762316e-01,1.1135457113e+00,6.9714037413e-01,-1.5594640887e+00,-1.8754402895e+00,-3.0034351832e-01,-3.2832937427e-01,8.5860507996e-01,3.9039243982e-02,4.8281847422e-02,3.8284496690e-02,4.7348412502e-02
|
||||
7.8125000000e-03,1.2800000000e+02,1.0338873781e+00,1.0459958318e+00,8.5127811729e-01,1.3657574023e+00,6.6243101745e-01,-1.7951117014e+00,-2.2401160150e+00,-4.1261865410e-01,-3.9622063683e-01,8.1652992410e-01,5.2275563242e-02,6.3900593401e-02,5.3141305459e-02,6.4958859213e-02
|
||||
1.1718750000e-02,8.5333333333e+01,1.3891345140e+00,1.2224491283e+00,1.0532910900e+00,1.8186711360e+00,5.6255496758e-01,-2.4524326255e+00,-2.9277220646e+00,-4.3863034994e-01,-5.8231472358e-01,7.5896390227e-01,5.8328194320e-02,7.2097874138e-02,5.9390820027e-02,7.3411356500e-02
|
||||
1.5625000000e-02,6.4000000000e+01,1.5185112514e+00,1.3183136943e+00,1.3434936737e+00,2.1201522179e+00,4.8823618087e-01,-2.9421960630e+00,-3.2299391608e+00,-5.5560572962e-01,-5.7310180788e-01,6.7112788794e-01,7.8078327300e-02,9.8329243113e-02,8.4675322809e-02,1.0663727938e-01
|
||||
2.3437500000e-02,4.2666666667e+01,1.8093730204e+00,1.5365229620e+00,1.7851365055e+00,2.7188348414e+00,2.8529865609e-01,-3.7693573785e+00,-3.9053492175e+00,-8.2833789941e-01,-9.5550881111e-01,5.4127075001e-01,8.8357885759e-02,1.1996035627e-01,9.6101356857e-02,1.3047339134e-01
|
||||
3.1250000000e-02,3.2000000000e+01,2.4037562191e+00,1.7105138905e+00,2.2719800121e+00,3.4053039984e+00,1.8288167094e-01,-4.5304948017e+00,-4.3721774900e+00,-1.0211877886e+00,-1.1243216359e+00,4.1689718636e-01,1.3300121794e-01,1.7500551855e-01,1.3964777332e-01,1.8375118186e-01
|
||||
4.6875000000e-02,2.1333333333e+01,3.4951354558e+00,2.1127199981e+00,2.7519546708e+00,4.2758064900e+00,0.0000000000e+00,-5.7019240790e+00,-4.8531848706e+00,-1.0652917315e+00,-1.0136652544e+00,1.3749136535e-01,1.7552907521e-01,2.3014521543e-01,1.8306734250e-01,2.4002902613e-01
|
||||
6.2500000000e-02,1.6000000000e+01,3.8661238649e+00,2.4594646221e+00,3.7929013994e+00,5.6612459746e+00,0.0000000000e+00,-5.7741092844e+00,-5.9493196421e+00,-1.3896584759e+00,-1.3007380964e+00,0.0000000000e+00,2.9806927530e-01,4.0909659139e-01,2.9757762442e-01,4.0842180630e-01
|
||||
9.3750000000e-02,1.0666666667e+01,3.9019206664e+00,2.2655600254e+00,4.4292457294e+00,7.3769684613e+00,0.0000000000e+00,-6.8066230237e+00,-7.2848681162e+00,-4.3713076268e-01,-2.5179927972e+00,0.0000000000e+00,4.4717867795e-01,6.2056869745e-01,4.5328307822e-01,6.2904003098e-01
|
||||
1.2500000000e-01,8.0000000000e+00,5.2435831843e+00,1.8980955348e+00,5.8367421539e+00,7.6169076432e+00,0.0000000000e+00,-9.2962168092e+00,-8.5979591876e+00,2.5354448993e-02,-1.6449058694e+00,0.0000000000e+00,8.3747986432e-01,9.8897563629e-01,9.0282832323e-01,1.0661452931e+00
|
||||
1.8750000000e-01,5.3333333333e+00,4.7387832652e+00,3.6658888826e+00,8.5634725028e+00,9.6804158779e+00,0.0000000000e+00,-1.1044579801e+01,-1.1288420713e+01,-2.2410881813e-01,-5.9486517134e-01,0.0000000000e+00,1.6580454254e+00,1.9060330681e+00,1.7668734138e+00,2.0311380510e+00
|
||||
2.5000000000e-01,4.0000000000e+00,5.8663087458e+00,4.0237084012e+00,1.1448673553e+01,8.7057405984e+00,0.0000000000e+00,-1.5790867096e+01,-8.7704513688e+00,-2.1661192484e+00,6.6072701972e-01,0.0000000000e+00,2.7958331837e+00,3.3305148333e+00,3.0822077414e+00,3.6716563284e+00
|
||||
3.7500000000e-01,2.6666666667e+00,-3.4465905605e+00,-5.2926160103e+00,2.3350002398e+01,8.4247649729e+00,0.0000000000e+00,-1.3650415635e+01,-3.9351547786e+00,-4.6476456345e-02,-1.1209122391e+01,0.0000000000e+00,6.4465103767e+00,1.0154257166e+01,4.7347498661e+00,7.4579679465e+00
|
||||
5.0000000000e-01,2.0000000000e+00,1.2138476800e+00,-1.2060828241e+00,2.1694670304e+01,6.6378489509e+00,0.0000000000e+00,-5.3388269985e+00,-5.2436793936e+00,-6.0755766250e+00,1.4369373350e+00,0.0000000000e+00,5.5337600149e+00,1.1806138254e+01,2.9570534728e+00,6.3087994474e+00
|
||||
7.5000000000e-01,1.3333333333e+00,-2.1006524904e+01,2.5790781806e+00,1.6554229461e+01,1.0975271268e+01,0.0000000000e+00,4.6419465867e+00,-4.1036458635e+00,-1.1865446987e+01,-1.0362276864e+01,0.0000000000e+00,1.5029379184e+01,1.7497664286e+01,9.5546024925e+00,1.1123761318e+01
|
||||
1.0000000000e+00,1.0000000000e+00,1.1221334153e+01,1.0269742736e+01,2.1550278604e+01,-2.5333177664e+01,0.0000000000e+00,-1.1946320447e+01,-5.6519804277e+00,-2.0656437395e+01,-1.9537146173e+01,0.0000000000e+00,2.0256538096e+01,4.3575331878e+01,1.7467809685e+01,3.7576292680e+01
|
||||
|
Reference in New Issue
Block a user