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Accurate 3D EM simulations and precision machining for low cost microwave

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internal rounded corners in ... inductive iris coupled filter with rounded corners is used in design ... from CNC fabrication like rounded corners of resonators, ... – PowerPoint PPT presentation

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Title: Accurate 3D EM simulations and precision machining for low cost microwave


1
  • Accurate 3D EM simulations and precision
    machining for low cost microwave
  • and millimeter wave filters/diplexers
  • Adam Abramowicz, Maciej Znojkiewicz
  • QWED, Poland
  • MWTG Telecom, Canada

2
  • Outline
  • 1. Introduction
  • 2. Segmentation and E-M simulations
  • 3. Examples
  • - 13 GHz and 15 GHz diplexers
  • - filter and 26 GHz filter
  • - filters for DBS Block Up Converters
  • - combline X-band filter
  • 4. Conclusions

3
  • Application - low cost digital radio links.
  • Highly competitive market.
  • Low cost products
  • rectangular waveguide technology
  • quick design and manufacturing cycle
  • accurate 3D electromagnetic simulation
  • accurate CNC machining

4
  • CNC vertical milling machines 40 microns
    accuracy
  • internal rounded corners in E- and/or H- plane
  • 40 micron accuracy translates to 140 MHz
    frequency accuracy of a cavity resonator at 40
    GHz.
  • Center frequency drift of a 40 GHz filter is
    0.96 MHz/C
  • Design is a careful tradeoff between performance
    and cost
  • Performance margins are needed to guarantee
    manufacturability and tunability.

5
  • Fast, accurate and flexible design and
    optimization of waveguide components.
  • Cross-sections of arbitrary shape such as
  • filters, T-junctions, bends, lateral coax feeds
  • 3D FDTD analysis (QuickWave)
  • S-parameter matrices are used in circuit
    simulator to optimize the relative position of
    the elements.
  • The advantage is mainly in shorter design time.

6
  • A diplexer with two asymmetric inductive iris
    coupled filters with integrated SMA-WR
    transitions and including an additional waveguide
    low pass filter is divided into two bandpass
    filters and two identical SMA-WR transitions, a
    waveguide low pass filter and a waveguide
    T-junction.

7
  • 16 times bigger memory and 64 times longer time
    to compute the characteristics of the complete
    diplexer is needed in comparison with the filter
    only.
  • QuickWave 3D
  • - accuracy,
  • - speed,
  • - possible optimization using parametrized
    objects library - moderate price.

8
Library of UDO objects as shown below two
resonator asymmetric inductive iris coupled
filter with rounded corners is used in design and
optimization.
9
13 GHz diplexer with metal post inside cavities,
integrated low-pass filter and WR to SMA
transitions
10
  • Measured RL characteristic of the 15 GHz diplexer
    (no tuning).

11
  • Measured characteristics of the lower channel.

12
  • Measured characteristics of the upper channel.

13
  • n5, f026 GHz
  • Measured characteristics
  • (without tuning).

14
  • n5, f026 GHz
  • Measured
  • characteristics
  • (after tuning).

15
n5, f026 GHz, asymmetric inductive iris coupled
filter with integrated waveguide bends
16
Initial characteristic of the 18 GHz (WR62) seven
resonator filter
17
Tuned characteristics of the 18 GHz (WR62) seven
resonator filter
18
18 GHz (WR62) seven resonator filter
19
Initial characteristic of the 14 GHz (WR75) five
resonator filter
20
Tuned characteristic of the 14 GHz (WR75) five
resonator filter
21
14 GHz (WR75) five resonator filter
22
X-band comb-line resonator filter with
step-impedance resonators. Measured (continuous
lines) and simulated (dashed lines) results.
23
  • CONCLUSIONS
  • examples of the design and realization of X, K
    and Ka band filters and diplexers have been
    presented,
  • the design method is based on the 3D
    electromagnetic simulations combined with the
    circuit simulations,
  • 3D simulations take into account effects
    resulting from CNC fabrication like rounded
    corners of resonators,
  • realizations of the filters and diplexers
    justify the described approach and efficiency of
    QuickWave 3D.
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