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Design of planar filters
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Planar Filters design Selection of a proper low-pass prototype (filter order, passband ripple, ...) Computing corresponding planar implementation (widths and lengths of microstrip segments)
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Low-Pass Prototype Filter
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Butterworth Low-Pass Prototype LAR = 3.01 dB
Requirement LAS = 40 dB, ΩS = 2 rad/s n = → 7-pole Butterworth prototype filter
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Chebyshev Low-Pass Prototype
Requirement LAS = 40 dB, ΩS = 2 rad/s n = 5.45 → 6-pole Chebyshev prototype filter
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Elliptic Function Low-Pass Prototype Filter
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Low-Pass Prototype Filter with inverters
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Frequency and Element Transformations
0.90 0.95 1.00 1.05 1.10 0.85 1.15 -40 -30 -20 -10 -50 freq, GHz
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Low-Pass Transformation
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High-Pass Transformation
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Band-Pass Transformation
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Band-Stop Transformation
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Planar filters stepped impedance
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Microstrip segments inductance, capacity
High impedance: Low impedance: Characteristic impedance:
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Low-Pass Stepped Impedance design (1)
Requirements: Cutoff frequency: 1 GHz Passband ripple: 0.1 dB Impedance: 50 Order: 3 Chebyshev low-pass prototype (c = 1 rad/s): g0 = g4 = 1 g1 = g3 = g2 =
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Low-Pass Stepped Impedance design (2)
Inductance: Capacity:
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Low-Pass Stepped Impedance design (3)
Substrate parameters: Dielectric constant: 10.8 Substrate height: mm Selection of characteristic impedances: Input / output: 50 Inductive segment: 93 Capacitive segment: 24
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Low-Pass Stepped Impedance design (4)
Width of microstrip segments: see the 4th lecture
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Low-Pass Stepped Impedance design (5)
Width of microstrip segments: see the 4th lecture
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Low-Pass Stepped Impedance design (6)
Width of microstrip segments: Input / output: 1.1 mm Inductive segment: 0.2 mm Capacitive segment: 4.0 mm
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Low-Pass Stepped Impedance design (7)
Effective permitivity of segments: see the 4th lecture Newly:
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Low-Pass Stepped Impedance design (8)
Wavelength of segments: see the 4th lecture Input / output: 112 mm Inductive segment: 118 mm Capacitive segment: 105 mm
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Low-Pass Stepped Impedance design (9)
High-impedance segment:
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Low-Pass Stepped Impedance design (10)
Low-impedance segment:
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Low-Pass Stepped Impedance design (11)
Length of segments:
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Low-Pass Stepped Impedance design (12)
Correcting reactance and susceptance:
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Low-Pass … design (13)
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References HONG, J.-S., LANCASTER, M. J. Microstrip Filters for RF / Microwave Applications. New York: John Wiley and Sons ISBN
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