LC Ladder Lowpass Filter Design | Elliptic (Cauer) Response - 3rd Order | Example 1

In this video, we will discuss the LC ladder lowpass filter design having an Elliptic (Cauer) Response characteristics. The filter is 3rd order. We will use the elliptic response table with normalized element values to calculate the required component values in the final design.

Elliptic (Cauer) Response have ripple both in the passband and stopband region, and is the most efficient filter response in terms of filter order. So, you can achieve the same filtering performance with a lower order filter compared to other filter responses.

The designed filter is a passive third-order LC lowpass filter. We will workout the design step by step and verify our calculations using simulations in TINA-TI SPICE.

👉 More LC Ladder Filter Design:    • LC Ladder Filter Design  

📚 Resources 👇
[1] Analog Filter Design, M. E. van Valkenburg
[2] Handbook Of Filter Synthesis, A.I. Zverev
[3] Electronic Filter Design Handbook, Arthur B. Williams
🔗 RF Filter Design: https://my.ece.utah.edu/~cfurse/ece53...
🔗 Analog Filter Design using MATLAB: https://nl.mathworks.com/help/signal/...
🔗 RF Filter Design using MATLAB: https://nl.mathworks.com/help/rf/rf-f...
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