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Using HFSS successfully at 77GHz Kate Moore Communications Sensors - - PowerPoint PPT Presentation
Using HFSS successfully at 77GHz Kate Moore Communications Sensors - - PowerPoint PPT Presentation
Using HFSS successfully at 77GHz Kate Moore Communications Sensors Information Systems Contract R&D | Consultancy Specialist Products ROKE Presentation Title Using HFSS successfully at 77GHz Data sheets give you the dielectric
ROKE Presentation Title
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Using HFSS successfully at 77GHz
- Data sheets give you the dielectric constant and
the loss tangent Or do they?
- The materials properties are rarely measured at
high frequencies so the user must measure it themselves.
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Material Properties
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Design
a resonant structure…
Ø outer Ø inner Track width Gap1 Gap2
Manufacture
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Material Properties
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Measure
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Material Properties
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Compare
with HFSS predictions: vary εr and tanδ until the measured results overlay the predictions
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Resonant Rings: HFSS comparison 2
Ring 4 HFSS: Er=3.11 tand=0.009 straight sides
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Track shape and profile
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Using HFSS successfully at 77GHz
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Track shaping and cross section
- The tracks are not perfect shapes
- At these frequencies it makes a difference
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Track shaping and cross section
- HFSS allows you to change the profile of
the tracks easily
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Track shaping and cross section
- This shaping makes a difference
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Bond Wires
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Using HFSS successfully at 77GHz
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Bond Wires
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HFSS models of bondwires Real bondwires
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Bond Wires
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- HFSS predictions for an identical circuit with different bondwires
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Ansoft LLC LO Match1
Return Loss plot loss for different bondwire
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Curve Info Bondw ire 3 Bondw ire 2 Bondw ire 1
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Ports, complex and otherwise
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Using HFSS successfully at 77GHz
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Matching to ports
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- Bondwire
Typical port measurement of a 77GHz device Matching to the port needs to include
- Port impedance
- Matching network (stub)
ROKE Presentation Title
Complex ports – a bit quirky
- Positive S parameters!
- Positive S-parameters are possible if using
complex ports. The fields in the model are all correct but the return loss looks scary. It is due to the maths involved in normalising the ports.
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Smith Plot 1
What are you matching to? Port impedance from datasheet = 29 -75j Tune the stub to give a good match. What is the impedance of the circuit with the stub? 29-75j Which will not give a good match in real life. You must manually set the port to 29 + 75j
ROKE Presentation Title
Matching to ports
To get around the positive s parameters: Divide the port into two parts:
- 1. A resistive port corresponding to the
real part of the port impedance. i.e. 29 2.A reactive section in series corresponding to the port reactance i.e. 0.0273pF
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Lumped ports vs waveports
Lumped ports easy and small Can fit nicely on the end of a bond wire.
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Lumped ports
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Simple port at the end
- f a track. The
dielectric is 0.1mm thick A simple port should be
- fine. Shouldn’t it?
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Lumped ports
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The port may need to be
- thinner. Comparing the
input impedance shows a significant difference. Which is correct? Lumped ports are not invisible they have dimensions and therefore parasitic L and C
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Lumped ports
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L can be reduced by moving the ground plane up towards the track, shortening the port. Or use a wave port
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Tolerance analysis
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Optimetrics
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Optimetrics
- PCB manufacturing accuracy is critical. Optimetrics can be used effectively
with parametric sweeps show the effects of over and under etching.
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Curve Info Ideal w ith C Under 10 Under 10 C Under 20 Under 20 C
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Conclusions
- HFSS can be used at every step when designing at
77GHz.
- Initial designs
- Validation of measured material properties
- Further iteration with optimised material values
- Analysis of manufacturing tolerances
- However, you must be careful because effects which can
happily be ignored at lower frequencies are critical at mm waves
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ANSOFT Curve Info Ideal w ith C Under 10 Under 10 C Under 20 Under 20 CContract R&D | Consultancy Communications Sensors Information Systems Specialist Products