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Frequency Domain System Identification \302\251 Maplesoft, a division of Waterloo Maple Inc., 2008 System identification deals with the problem of identifying a model describing some physical system by measuring the response of the system. This example illustrates a problem where the structure of the model is known, and parameters of the model are identified. This is done by first designing the input signal, which is applied to the system. The measured output is converted to the frequency domain and the parameters are estimated in this domain. System Definition - Parameters - System Model Signal Generation and Simulation Discrete Fourier Transform (DFT) Parameter Estimation 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 A spring-mass-damper system consists of a mass connected by a spring and a damper to a solid frame.

Name/Description Value Unit Input Variables input force on the mass 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 LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYmLUkjbWlHRiQ2I1EhRictRiM2JkYrLUkobWZlbmNlZEdGJDYpLUYjNiQtRiw2JlEiTkYnLyUnZmFtaWx5R1Emc2VyaWZGJy8lJ2l0YWxpY0dRJXRydWVGJy8lLG1hdGh2YXJpYW50R1EnaXRhbGljRicvRkBRJ25vcm1hbEYnRjlGQi9JK21zZW1hbnRpY3NHRiRRJVVuaXRGJy8lJW9wZW5HUSgmbG9icms7RicvJSZjbG9zZUdRKCZyb2JyaztGJ0ZERitGQkYrRkI= Output Variables output position of the mass 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 LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYmLUkjbWlHRiQ2I1EhRictRiM2JkYrLUkobWZlbmNlZEdGJDYpLUYjNiQtRiw2JlEibUYnLyUnZmFtaWx5R1Emc2VyaWZGJy8lJ2l0YWxpY0dRJXRydWVGJy8lLG1hdGh2YXJpYW50R1EnaXRhbGljRicvRkBRJ25vcm1hbEYnRjlGQi9JK21zZW1hbnRpY3NHRiRRJVVuaXRGJy8lJW9wZW5HUSgmbG9icms7RicvJSZjbG9zZUdRKCZyb2JyaztGJ0ZERitGQkYrRkI= Model Parameters mass of the object LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYmLUkjbWlHRiQ2I1EhRictSShtZmVuY2VkR0YkNiQtRiM2JC1GLDYlUSJtRicvJSdpdGFsaWNHUSV0cnVlRicvJSxtYXRodmFyaWFudEdRJ2l0YWxpY0YnL0Y7USdub3JtYWxGJ0Y9RitGPQ== LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYmLUkjbWlHRiQ2I1EhRictRiM2JkYrLUkobWZlbmNlZEdGJDYpLUYjNiZGKy1GIzYkLUYsNiZRI2tnRicvJSdmYW1pbHlHUSZzZXJpZkYnLyUnaXRhbGljR1EldHJ1ZUYnLyUsbWF0aHZhcmlhbnRHUSdpdGFsaWNGJy9GQlEnbm9ybWFsRidGK0ZERjtGRC9JK21zZW1hbnRpY3NHRiRRJVVuaXRGJy8lJW9wZW5HUSgmbG9icms7RicvJSZjbG9zZUdRKCZyb2JyaztGJ0ZGRitGREYrRkQ= damping coefficient (LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYlLUkjbWlHRiQ2JVEiYkYnLyUnaXRhbGljR1EldHJ1ZUYnLyUsbWF0aHZhcmlhbnRHUSdpdGFsaWNGJy8lJ2ZhbWlseUdRJnNlcmlmRicvRjNRJ25vcm1hbEYn) LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYmLUkjbWlHRiQ2I1EhRictRiM2JS1JKG1mZW5jZWRHRiQ2KS1GIzYmRistSSZtZnJhY0dGJDYoLUYsNiZRI2tnRicvJSdmYW1pbHlHUSZzZXJpZkYnLyUnaXRhbGljR1EldHJ1ZUYnLyUsbWF0aHZhcmlhbnRHUSdpdGFsaWNGJy1GLDYmUSJzRidGPEY/RkIvJS5saW5ldGhpY2tuZXNzR1EiMUYnLyUrZGVub21hbGlnbkdRJ2NlbnRlckYnLyUpbnVtYWxpZ25HRk0vJSliZXZlbGxlZEdRJmZhbHNlRidGKy9GQ1Enbm9ybWFsRidGPEZTL0krbXNlbWFudGljc0dGJFElVW5pdEYnLyUlb3BlbkdRKCZsb2JyaztGJy8lJmNsb3NlR1EoJnJvYnJrO0YnRlVGK0ZTRitGUw== spring constant LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYnLUkjbWlHRiQ2I1EhRictSShtZmVuY2VkR0YkNiQtRiM2JS1GLDYlUSJrRicvJSdpdGFsaWNHUSV0cnVlRicvJSxtYXRodmFyaWFudEdRJ2l0YWxpY0YnLyUnZmFtaWx5R1Emc2VyaWZGJy9GO1Enbm9ybWFsRidGQEYrRj1GQA== LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYlLUkobWZlbmNlZEdGJDYpLUYjNiYtSSNtaUdGJDYjUSFGJy1JJm1mcmFjR0YkNigtRiM2JC1GMTYmUSJORicvJSdmYW1pbHlHUSZzZXJpZkYnLyUnaXRhbGljR1EldHJ1ZUYnLyUsbWF0aHZhcmlhbnRHUSdpdGFsaWNGJy9GQ1Enbm9ybWFsRictRjE2JlEibUYnRjxGP0ZCLyUubGluZXRoaWNrbmVzc0dRIjFGJy8lK2Rlbm9tYWxpZ25HUSdjZW50ZXJGJy8lKW51bWFsaWduR0ZPLyUpYmV2ZWxsZWRHUSZmYWxzZUYnRjBGRUY8RkUvSSttc2VtYW50aWNzR0YkUSVVbml0RicvJSVvcGVuR1EoJmxvYnJrO0YnLyUmY2xvc2VHUSgmcm9icms7RidGVUYwRkU= Simulation Parameters Simulation time LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYmLUkjbWlHRiQ2I1EhRictSShtZmVuY2VkR0YkNiktRiM2JC1GLDYmUSJzRicvJSdmYW1pbHlHUSZzZXJpZkYnLyUnaXRhbGljR1EldHJ1ZUYnLyUsbWF0aHZhcmlhbnRHUSdpdGFsaWNGJy9GPlEnbm9ybWFsRidGN0ZAL0krbXNlbWFudGljc0dGJFElVW5pdEYnLyUlb3BlbkdRKCZsb2JyaztGJy8lJmNsb3NlR1EoJnJvYnJrO0YnRkJGK0ZA Sampling time 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To excite the system, we apply a chirp signal that sweeps the frequency spectrum from 0.01 Hz to 1 Hz over 50 seconds. PkktY2hpcnBfc2lnbmFsRzYiLUkkc2luR0YkNiMsJCoqIiIjIiIiSSNQaUclKnByb3RlY3RlZEdGKywmKiYtSSIqR0YtNiQkIiMqKiEiIyNGKyIjXUYrSSJ0R0YkRitGKyRGK0Y1RitGK0Y4RitGKw==

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JSFH We want to simulate the response of the system to a chirp signal. First we substitute the model parameters and a chirp signal into the differential equation and simulate the system. Once the system is simulated, noise is added to reflect a realistic application. # System Response to Chirp {u(t) = chirp_signal} union model_params: eval (model_de, %): sol := dsolve ({%} union model_ic, y(t), numeric): nSamples := round (get_parameter (_text_simT)/get_parameter (_text_Ts)): V_time := Vector(nSamples): V_indata := Vector(nSamples): V_outdata := Vector(nSamples): for i from 0 to nSamples-1 do tx := i*get_parameter (_text_Ts); in_value := eval(chirp_signal, t = tx); out_value := eval(y(t),sol(tx)); V_time[i+1] := tx; V_indata[i+1] := in_value+get_parameter (_text_noise)*stats[random,normald](1); V_outdata[i+1] := out_value+get_parameter (_text_noise)*stats[random,normald](1) end do: ChirpResponse:=plots[display] ([ plot (zip ((x1, x2)-> [x1, x2], convert (V_time, list), convert (V_indata, list)), color="DarkRed", legend = "input signal"), plot (zip ((x1, x2)-> [x1, x2], convert (V_time, list), convert (V_outdata, list)), color="NavyBlue", legend = "output signal", axis=[location=low,gridlines=[10,linestyle=dot]]) ]): LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYlLUkjbWlHRiQ2JVEuQ2hpcnBSZXNwb25zZUYnLyUnaXRhbGljR1EldHJ1ZUYnLyUsbWF0aHZhcmlhbnRHUSdpdGFsaWNGJy8lK2V4ZWN1dGFibGVHUSZmYWxzZUYnL0YzUSdub3JtYWxGJw==

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JSFH

# DFT of Input & Output Signals V_indft := FourierTransform (V_indata): V_outdft := FourierTransform (V_outdata): V_signaldft := zip ((x,y) -> x/y, V_outdft, V_indft): maxN := floor (LinearAlgebra:-Dimension (V_indft)/2): T_scale := get_parameter (_text_simT): freq1 := [seq( [i/T_scale, 20*log[10] (abs( V_indft[i]))], i=1..maxN )]: pf1 := plot ( freq1, color="DarkRed", axis[1]=[mode=log,gridlines=[10,linestyle=dot]], labels=["Frequency [rad/s]", "Signal [dB]"], legend="measured input", color="DarkRed", labeldirections=[horizontal, vertical], thickness=2): freq2 := [seq( [i/T_scale, 20*log[10] (abs( V_outdft[i]))], i=1..maxN )]: pf2 := plot( freq2, color="DarkRed", axis[1]=[mode=log, gridlines=[10,linestyle=dot]], labels=["Frequency [rad/s]", "Signal [dB]"], legend="measured output", color="NavyBlue", labeldirections=[horizontal, vertical], thickness=2): freq3 := [seq( [i/T_scale, 20*log[10] (abs( V_signaldft[i]))], i=1..maxN )]: pf3 := plot ( freq3, color="DarkRed", axis[1]=[mode=log,gridlines=[10,linestyle=dot]], labels=["Frequency [rad/s]", "Signal [dB]"], legend="measured model", color="DarkGreen", labeldirections=[horizontal, vertical], thickness=2, axis[2]=[gridlines=[10,linestyle=dot]]): SignalVSFrequency:=plots[display] ([pf1, pf2, pf3]): Calculate the Discrete Fourier Transform of the input and the output signals. STJTaWduYWxWU0ZyZXF1ZW5jeUc2Ig==

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JSFH Minimum frequency: Maximum frequency: Minimum Index: PkkobWluX2lkeEc2Ii1JJnJvdW5kRzYkJSpwcm90ZWN0ZWRHSShfc3lzbGliR0YkNiMqJkkoVF9zY2FsZUdGJCIiIi1JJnBhcnNlR0YoNiMtX0kuRG9jdW1lbnRUb29sc0dGJEksR2V0UHJvcGVydHlHRiQ2JC5JKnRleHRfbWluRkdGJC5JJnZhbHVlR0YkRi0=

LUkjbWlHNiMvSSttb2R1bGVuYW1lRzYiSSxUeXBlc2V0dGluZ0dJKF9zeXNsaWJHRic2JVE1b3V0cHV0fnJlZGlyZWN0ZWQuLi5GJy8lJ2l0YWxpY0dRJXRydWVGJy8lLG1hdGh2YXJpYW50R1EnaXRhbGljRic=

print(); # input placeholder

IiIi

Maximum Index: PkkobWF4X2lkeEc2Ii1JJnJvdW5kRzYkJSpwcm90ZWN0ZWRHSShfc3lzbGliR0YkNiMqJkkoVF9zY2FsZUdGJCIiIi1JJnBhcnNlR0YoNiMtX0kuRG9jdW1lbnRUb29sc0dGJEksR2V0UHJvcGVydHlHRiQ2JC5JKnRleHRfbWF4RkdGJC5JJnZhbHVlR0YkRi0=

LUkjbWlHNiMvSSttb2R1bGVuYW1lRzYiSSxUeXBlc2V0dGluZ0dJKF9zeXNsaWJHRic2JVE1b3V0cHV0fnJlZGlyZWN0ZWQuLi5GJy8lJ2l0YWxpY0dRJXRydWVGJy8lLG1hdGh2YXJpYW50R1EnaXRhbGljRic=

print(); # input placeholder

IiNd

Minimum Frequency: PkkpbWluX2ZyZXFHNiItSSZldmFsZkclKnByb3RlY3RlZEc2IyomSShtaW5faWR4R0YkIiIiSShUX3NjYWxlR0YkISIi

LUkjbWlHNiMvSSttb2R1bGVuYW1lRzYiSSxUeXBlc2V0dGluZ0dJKF9zeXNsaWJHRic2JVE1b3V0cHV0fnJlZGlyZWN0ZWQuLi5GJy8lJ2l0YWxpY0dRJXRydWVGJy8lLG1hdGh2YXJpYW50R1EnaXRhbGljRic=

print(); # input placeholder

JCIrKysrKz8hIzY=

Maximum Frequency: PkkpbWF4X2ZyZXFHNiItSSZldmFsZkclKnByb3RlY3RlZEc2IyomSShtYXhfaWR4R0YkIiIiSShUX3NjYWxlR0YkISIi

LUkjbWlHNiMvSSttb2R1bGVuYW1lRzYiSSxUeXBlc2V0dGluZ0dJKF9zeXNsaWJHRic2JVE1b3V0cHV0fnJlZGlyZWN0ZWQuLi5GJy8lJ2l0YWxpY0dRJXRydWVGJy8lLG1hdGh2YXJpYW50R1EnaXRhbGljRic=

print(); # input placeholder

JCIiIiIiIQ==

The region of interest of the frequency spectrum. # Region of Interest plt_mag := plot ( [seq( [i/get_parameter (_text_simT) , 20*log[10] (abs( V_signaldft[i+1]))], i=min_idx .. max_idx)], axis[1]=[location=low,mode=log,gridlines=[10,linestyle=dot]], axis[2]=[gridlines=[10,linestyle=dot]], labels=["Frequency [rad/s]", "Signal [dB]"], color = "DarkGreen", labeldirections=[horizontal, vertical], legend = "measured model", thickness=2 ): SShwbHRfbWFnRzYi

LUkjbWlHNiMvSSttb2R1bGVuYW1lRzYiSSxUeXBlc2V0dGluZ0dJKF9zeXNsaWJHRic2JVE1b3V0cHV0fnJlZGlyZWN0ZWQuLi5GJy8lJ2l0YWxpY0dRJXRydWVGJy8lLG1hdGh2YXJpYW50R1EnaXRhbGljRic=

%;

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

Given the differential equation: SSltb2RlbF9kZUc2Ig==

LUkjbWlHNiMvSSttb2R1bGVuYW1lRzYiSSxUeXBlc2V0dGluZ0dJKF9zeXNsaWJHRic2JVE1b3V0cHV0fnJlZGlyZWN0ZWQuLi5GJy8lJ2l0YWxpY0dRJXRydWVGJy8lLG1hdGh2YXJpYW50R1EnaXRhbGljRic=

print(); # input placeholder

LywoKiZJIk1HNiIiIiItSSVkaWZmRyUqcHJvdGVjdGVkRzYkLUYpNiQtSSJ5R0YmNiNJInRHRiZGMUYxRidGJyomSSJiR0YmRidGLEYnRicqJkkia0dGJkYnRi5GJ0YnLUkidUdGJkYw

the corresponding transfer function is given as: PkkpbW9kZWxfdGZHNiItSS1ERVRyYW5zZmVyRm5HRiQ2JzwjSSltb2RlbF9kZUdGJC1JInVHRiQ2I0kidEdGJC1JInlHRiRGLEYtSSJzR0Yk

LUkjbWlHNiMvSSttb2R1bGVuYW1lRzYiSSxUeXBlc2V0dGluZ0dJKF9zeXNsaWJHRic2JVE1b3V0cHV0fnJlZGlyZWN0ZWQuLi5GJy8lJ2l0YWxpY0dRJXRydWVGJy8lLG1hdGh2YXJpYW50R1EnaXRhbGljRic=

print(); # input placeholder

KiQsKComSSJNRzYiIiIiSSJzR0YmIiIjRicqJkkiYkdGJkYnRihGJ0YnSSJrR0YmRichIiI=

The transfer function (in the s domain) is converted to a Fourier transform by the following transformation of LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYkLUkjbWlHRiQ2JVEic0YnLyUnaXRhbGljR1EldHJ1ZUYnLyUsbWF0aHZhcmlhbnRHUSdpdGFsaWNGJy9GM1Enbm9ybWFsRic= to LUklbXJvd0c2Iy9JK21vZHVsZW5hbWVHNiJJLFR5cGVzZXR0aW5nR0koX3N5c2xpYkdGJzYkLUkjbWlHRiQ2JVEnJiM5Njk7RicvJSdpdGFsaWNHUSZmYWxzZUYnLyUsbWF0aHZhcmlhbnRHUSdub3JtYWxGJ0Yy 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 This results in the following expression: PkkrbW9kZWxfZnJlcUc2Ii1JKXNpbXBsaWZ5R0YkNiMtLUkodW5hcHBseUdGJDYkLUYmNiNJKW1vZGVsX3RmR0YkSSJzR0YkNiMqKC1JIipHJSpwcm90ZWN0ZWRHNiQiIiNeIyIiIkY4SSNQaUdGNEY4SSZvbWVnYUdGJEY4

LUkjbWlHNiMvSSttb2R1bGVuYW1lRzYiSSxUeXBlc2V0dGluZ0dJKF9zeXNsaWJHRic2JVE1b3V0cHV0fnJlZGlyZWN0ZWQuLi5GJy8lJ2l0YWxpY0dRJXRydWVGJy8lLG1hdGh2YXJpYW50R1EnaXRhbGljRic=

print(); # input placeholder

LCQqJCwoKihJIk1HNiIiIiJJI1BpRyUqcHJvdGVjdGVkRyIiI0kmb21lZ2FHRidGKyIiJSoqXiMhIiNGKEkiYkdGJ0YoRilGKEYsRihGKEkia0dGJyEiIkYzRjM=

This expression can be split into the real part PkkqcmVURk1vZGVsRzYiLUkodW5hcHBseUdGJDYkLUkmZXZhbGNHRiQ2Iy1JI1JlRyUqcHJvdGVjdGVkRzYjSSttb2RlbF9mcmVxR0YkSSZvbWVnYUdGJA==

LUkjbWlHNiMvSSttb2R1bGVuYW1lRzYiSSxUeXBlc2V0dGluZ0dJKF9zeXNsaWJHRic2JVE1b3V0cHV0fnJlZGlyZWN0ZWQuLi5GJy8lJ2l0YWxpY0dRJXRydWVGJy8lLG1hdGh2YXJpYW50R1EnaXRhbGljRic=

print(); # input placeholder

Zio2I0kmb21lZ2FHNiJGJTYkSSlvcGVyYXRvckdGJUkmYXJyb3dHRiVGJSwkKiYsJiooSSJNR0YlIiIiSSNQaUclKnByb3RlY3RlZEciIiM5JEYxIiIlSSJrR0YlISIiRi4sJiokRitGMUYuKihJImJHRiVGMUYvRjFGMkYxRjNGNUY1RiVGJUYl

and the imaginary part PkkqaW1URk1vZGVsRzYiLUkodW5hcHBseUdGJDYkLUkmZXZhbGNHRiQ2Iy1JI0ltRyUqcHJvdGVjdGVkRzYjSSttb2RlbF9mcmVxR0YkSSZvbWVnYUdGJA==

LUkjbWlHNiMvSSttb2R1bGVuYW1lRzYiSSxUeXBlc2V0dGluZ0dJKF9zeXNsaWJHRic2JVE1b3V0cHV0fnJlZGlyZWN0ZWQuLi5GJy8lJ2l0YWxpY0dRJXRydWVGJy8lLG1hdGh2YXJpYW50R1EnaXRhbGljRic=

print(); # input placeholder

Zio2I0kmb21lZ2FHNiJGJTYkSSlvcGVyYXRvckdGJUkmYXJyb3dHRiVGJSwkKipJImJHRiUiIiJJI1BpRyUqcHJvdGVjdGVkR0YsOSRGLCwmKiQsJiooSSJNR0YlRixGLSIiI0YvRjUiIiVJImtHRiUhIiJGNUYsKihGK0Y1Ri1GNUYvRjVGNkY4ISIjRiVGJUYl

JSFH Set up the objective function and perform the optimization to solve for the unknown parameters. The following solution has been achieved:# Optimization T_scale := get_parameter (_text_simT): re_objective := `+` (seq ((reTFModel (i/T_scale) - evalc (Re(V_signaldft[i+1])))^2, i=min_idx..max_idx)): im_objective := `+` (seq ((imTFModel (i/T_scale) - evalc (Im(V_signaldft[i+1])))^2, i=min_idx..max_idx)): opt := Optimization:-Minimize (re_objective + im_objective): SSRvcHRHNiI=

LUkjbWlHNiMvSSttb2R1bGVuYW1lRzYiSSxUeXBlc2V0dGluZ0dJKF9zeXNsaWJHRic2JVE1b3V0cHV0fnJlZGlyZWN0ZWQuLi5GJy8lJ2l0YWxpY0dRJXRydWVGJy8lLG1hdGh2YXJpYW50R1EnaXRhbGljRic=

print(); # input placeholder

NyQkIjNDZlp0KFw+J0hbISM+NyUvSSJNRzYiJCIzPlIxSiMpZSYzI1whIzwvSSJiR0YpJCIzIilcX3lJYXMuPkYsL0kia0dGKSQiM3ctclp0SiY+KUhGLA==

The error for the approximation is given as: Jkkkb3B0RzYiNiMiIiI=

LUkjbWlHNiMvSSttb2R1bGVuYW1lRzYiSSxUeXBlc2V0dGluZ0dJKF9zeXNsaWJHRic2JVE1b3V0cHV0fnJlZGlyZWN0ZWQuLi5GJy8lJ2l0YWxpY0dRJXRydWVGJy8lLG1hdGh2YXJpYW50R1EnaXRhbGljRic=

print(); # input placeholder

JCIzQ2ZadChcPidIWyEjPg==

The estimated parameter set is given as: Jkkkb3B0RzYiNiMiIiM=

LUkjbWlHNiMvSSttb2R1bGVuYW1lRzYiSSxUeXBlc2V0dGluZ0dJKF9zeXNsaWJHRic2JVE1b3V0cHV0fnJlZGlyZWN0ZWQuLi5GJy8lJ2l0YWxpY0dRJXRydWVGJy8lLG1hdGh2YXJpYW50R1EnaXRhbGljRic=

print(); # input placeholder

NyUvSSJNRzYiJCIzPlIxSiMpZSYzI1whIzwvSSJiR0YlJCIzIilcX3lJYXMuPkYoL0kia0dGJSQiM3ctclp0SiY+KUhGKA==

The difference between the estimated parameters and the original parameters is given by: NyUvSSdEZWx0YWJHNiIsJi1JJWV2YWxHJSpwcm90ZWN0ZWRHNiRJImJHRiUmSSRvcHRHRiU2IyIiIyIiIi1GKDYkRitJLW1vZGVsX3BhcmFtc0dGJSEiIi9JJ0RlbHRha0dGJSwmLUYoNiRJImtHRiVGLEYwLUYoNiRGOkYzRjQvSSdEZWx0YU1HRiUsJi1GKDYkSSJNR0YlRixGMC1GKDYkRkJGM0Y0

LUkjbWlHNiMvSSttb2R1bGVuYW1lRzYiSSxUeXBlc2V0dGluZ0dJKF9zeXNsaWJHRic2JVE1b3V0cHV0fnJlZGlyZWN0ZWQuLi5GJy8lJ2l0YWxpY0dRJXRydWVGJy8lLG1hdGh2YXJpYW50R1EnaXRhbGljRic=

print(); # input placeholder

NyUvSSdEZWx0YWJHNiIkISlwWEYnKiEiKi9JJ0RlbHRha0dGJSQhKUZvLz1GKC9JJ0RlbHRhTUdGJSQhKT1UOXpGKA==

JSFH Compare the frequency response of the measured system and the original model: # Model Comparison with original p1 := plot (20*log[10](abs (eval (model_freq, opt[2]))), omega = min_freq.. max_freq, axis[1]=[mode=log,location=low,gridlines=[10,linestyle=dot]], axis[2]=[gridlines=[10,linestyle=dot]], labels=["Frequency [rad/s]", "Signal [dB]"], legend="estimated model", color="DarkBlue", thickness=2): CompareModel:=plots[display] ([plt_mag, p1]): SS1Db21wYXJlTW9kZWxHNiI=

LUkjbWlHNiMvSSttb2R1bGVuYW1lRzYiSSxUeXBlc2V0dGluZ0dJKF9zeXNsaWJHRic2JVE1b3V0cHV0fnJlZGlyZWN0ZWQuLi5GJy8lJ2l0YWxpY0dRJXRydWVGJy8lLG1hdGh2YXJpYW50R1EnaXRhbGljRic=

%;

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