Directional Bridge

DirectionalBridge

From “Network Analyzer Basics”, Agilent Technologies, slide 126.

CableSetup

This is my directional bridge for measuring antenna impedance.

ReflectionParameters

SmithChartReview

Two more nice slides from the same document.

Stub Matching for a 10m band dipole

capture_002_22092013_191716

Dipole10mSmith2

Now let’s try stub matching. The length of 75 ohm coax cables required is 531.4mm for d1 and 1182.4mm (with open end) for d2.

Dipole10mStumMatchDummyLoad

This is to calibrate the measurement system using a dummy load.

Dipole10mStubMatch

This is my antenna with stub matching. Looks nice. Almost as good as a dummy load.

gnuplot> load "gnuplot1.txt"
Freq [MHz]=28.001
V1=2.122
V2=2.362
Cursor 1=0.0
Cursor 2=0.0

vratio=1.11310084825636
phase1 [deg]=0.0
phase2 [deg]=0.0

abs(gamma)=0.113100848256362
swr=1.25504782146653
cz=62.7523910733263

capture_001_04112013_110403

Dipole10mSWR3

Without stub matching, the VSWR was 2.61, so there is definitely much improvement.

Dipole for 10m band (2)

Dipole10mSmith

The measured impedance of cz={89.9733735327047, -55.8789510601876} is traslated to the feed point impedance by using a Smith Chart.

Assuming the cable length of 20m, Zant={19.398, -8.999}.

If the cable length is 20m+10cm, then Zant={20.170, -12.965}, and if it is 20m-10cm, then Zant={18.919, -5.117}.

Dipole10mSmith2

Parameters for stub match with 75 ohm coax cables are: 531.4mm and 1182.4mm (with open end).

Dipole for 10m band

Dipole10mDummyLoad

First, calibration of the measurement system using a dummy load. There is almost no reflected wave (in green).

Dipole10mAntenna

This is at 28.001MHz.

gnuplot> load "gnuplot1.txt"
Freq [MHz]=28.001
V1=2.518
V2=3.539
Cursor 1=-1e-009
Cursor 2=0.0

vratio=1.4054805401112
phase1 [deg]=-10.08036
phase2 [deg]=0.0

abs(gamma)=0.455858107934516
swr=2.67551190078067
cz={89.9733735327047, -55.8789510601876}

capture_001_03112013_153802

The VSWR is 2.67, and this figure matches well with the read out from a Power Meter.

Dipole10mSWR

The forward power is 15 W and the reflected power is 3 W. The normalized reflect voltage is sqrt(3/15)=0.4472, thus the VSWR=(1+0.4472)/(1-0.4472)=2.61.