diff --git a/examples/08-FilterSolutions/Lumped_Element_Response.py b/examples/08-FilterSolutions/Lumped_Element_Response.py
deleted file mode 100644
index 07941e02385..00000000000
--- a/examples/08-FilterSolutions/Lumped_Element_Response.py
+++ /dev/null
@@ -1,65 +0,0 @@
-"""
-Design a lumped element filter
-------------------------------
-This example shows how to use PyAEDT to use the ``FilterSolutions`` module to design and 
-visualize the frequency response of a band-pass Butterworth filter. 
-"""
-
-###############################################################################
-# Perform required imports
-# ~~~~~~~~~~~~~~~~~~~~~~~~
-# Perform required imports.
-
-import pyaedt
-import pyaedt.filtersolutions_core.attributes
-from pyaedt.filtersolutions_core.attributes import FilterType, FilterClass, FilterImplementation
-from pyaedt.filtersolutions_core.ideal_response import FrequencyResponseColumn
-import matplotlib.pyplot as plt
-
-###############################################################################
-# Create the lumped design
-# ~~~~~~~~~~~~~~~~~~~~~~~~
-# Create a lumped element filter design and assign the class, type, frequency, and order.
-design = pyaedt.FilterSolutions(version="2025.1", implementation_type= FilterImplementation.LUMPED)   
-design.attributes.filter_class = FilterClass.BAND_PASS
-design.attributes.filter_type = FilterType.BUTTERWORTH
-design.attributes.pass_band_center_frequency = "1G"
-design.attributes.pass_band_width_frequency = "500M"
-design.attributes.filter_order = 5
-
-##############################################################################
-# Plot the frequency response of the filter
-# ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~
-# Plot the frequency response of the filter without any transmission zeros.
-
-freq, mag_db = design.ideal_response.frequency_response(FrequencyResponseColumn.MAGNITUDE_DB)
-plt.plot(freq, mag_db, linewidth=2.0, label="Without Tx Zero")
-def format_plot():
-    plt.xlabel("Frequency (Hz)")
-    plt.ylabel("Magnitude S21 (dB)")
-    plt.title("Ideal Frequency Response")
-    plt.xscale("log")
-    plt.legend()
-    plt.grid()
-format_plot()
-plt.show()
-
-##############################################################################
-# Add a transmission zero to the filter design
-# ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~
-# Add a transmission zeros that yields nulls separated by 2 times the pass band width (1 GHz).
-# Plot the frequency response of the filter with the transmission zero.
-
-design.transmission_zeros_ratio.append_row("2.0")
-freq_with_zero, mag_db_with_zero = design.ideal_response.frequency_response(FrequencyResponseColumn.MAGNITUDE_DB)
-plt.plot(freq, mag_db, linewidth=2.0, label="Without Tx Zero")
-plt.plot(freq_with_zero, mag_db_with_zero, linewidth=2.0, label="With Tx Zero")
-format_plot()
-plt.show()
-
-##############################################################################
-# Generate the netlist for the designed filter
-# ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~
-# Generate and print the netlist for the designed filter with the added transmission zero to filter.
-netlist = design.topology.circuit_response()
-print("Netlist: \n", netlist)