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 Network Analyzers using TRVNA software

The Analyzer measures parameters of the DUT in the frequency domain. Time domain transformation is a function of mathematical transformation of the measured parameters in order to obtain the time domain representation.

Time domain function simulates Time-Domain Reflectometry. The meaning of which is to influence the DUT with a pulsed or step signal, followed by the analysis of the reflected signal. The magnitude, duration, and shape of the reflected signal determine the nature of the impedance variation in the DUT. The Analyzer does not affect the DUT either in pulses or steps. Instead, a Chirp-Z transform algorithm is used to calculate time information from the frequency measurements. The Chirp-Z transform is a generalization of the Fourier transform that allows the user to set arbitrary transform start and stop values.

The time domain transformation can be activated for separate traces of a channel. The current frequency parameters (S11, S21) of the trace will be transformed into the time domain.

Transformation Types

The time domain function supports the following transformation types:

Bandpass mode simulates the response of the bandpass network to the impulse.

Lowpass impulse mode simulates the response of the lowpass network to the impulse.

Lowpass step mode simulates the response of the lowpass network to the unit step function.

The time domain resolution in the lowpass mode is twice as high as in the bandpass mode. The bandpass mode determines the distance to the discontinuity, but does not provide information about the nature of the discontinuity. The lowpass mode determines the distance to the discontinuity, and provides information about the nature of the discontinuity (open or short circuit, for example). The lowpass step mode is useful for the impedance measurement along the distance.

Bandpass mode is applied to the DUTs that do not operate with DC current such as band pass filters. The frequency settings in the bandpass mode can be arbitrary.

Lowpass mode is applied to the DUTs that operate with DC current such as cables.

The frequency settings in the lowpass mode is required to be a harmonic frequency grid, where the frequency value at each frequency point is an integer multiple of the start frequency. The Analyzer has the ability to set the harmonic frequency grid from the current frequency settings with one click.

In lowpass mode, the value of the DUT response at DC is extrapolated from the first few frequency points.

Transformation Unambiguity Range

The time domain response is a periodic function due to the discrete nature of the frequency response. The time domain unambiguity range is determined by the step in the frequency domain:

; ,

where Fstart – start frequency of the sweep range,

Fstop – stop frequency of the sweep range,

N – number of points.

Windowing

The time domain response has a ringing due to the finite nature of the frequency response. To reduce the ringing the windowing is applied to the frequency response. The time domain transformation function applies the Kaiser window function. The window function selection is a tradeoff between the ringing reducing and the time domain resolution.

The Kaiser window is defined by the β parameter, which smoothly fine-tunes the window shape from minimum (rectangular) to maximum. The user can fine-tune the window shape, or select one of the three pre-programmed windows:

Minimum (rectangular)

Normal

Maximum

Preprogrammed window types

Window

Lowpass Impulse

Lowpass Step

Side Lobes Level

Pulse Width

Side Lobes Level

Edge Width

Minimum

– 13 dB

– 21 dB

Normal

– 44 dB

– 60 dB

Maximum

– 75 dB

– 70 dB

X-axis Representation

The X-axis units can be set in seconds or distance units (meters or feet). When the distance units are selected the velocity factor is used to compute the distance from time. The velocity factor setting is located in the Cable correction function (See Cable Correction Function).

The two types of reflection can be selected: round trip or one way. The round trip setting shows the total time or distance that the signal travels in both directions along the DUT. The one-way setting shows the time or distance the signal travels in one direction along the DUT.


note

As the time domain transformation can be applied for separate traces of a channel, the x-axis units and round trip / one way type depends on the active trace selected.


The time domain transformation is applied for separate traces of a channel. The trace to which the function is applied must be preselected as active (See Selection of Active Trace/Channel).

Transformation Activation

Time Domain softkey

Time Domain ON

To enable/disable time domain transformation function, use the following softkeys:

Analysis > Time Domain > Time Domain [ON | OFF]

 

 

 


note

Time domain transformation function is accessible only in linear frequency sweep mode.


Transformation Span

To define the span of time domain representation, its start and stop, or center and span values can be set.

Time Domain softkey

Start -10 nsStop 10 ns

To set the start and stop limits of the time domain range, use the following softkeys:

Analysis > Time Domain > Start

Analysis > Time Domain > Stop

 

Center 0sSpan 20 ns

To set the center and span of the time domain, use the following softkeys:

Analysis > Time Domain > Center

Analysis > Time Domain > Span

 

Tima Domain Unit

To set the unit of the time domain, use the following softkeys:

Analysis > Time Domain > Unit > [Time, s | Metric, m | Imperial, ft]

 

 

 

 

Reflection Type

TD Reflection Type

To set the time domain reflection type, use the following softkeys:

Analysis > Time Domain > Reflection Type > [Round Trip | One Way]

 

 

 

Transformation Type

TD Transformation Tipe

To set the time domain transformation type, use the following softkeys:

Analysis > Time Domain > Type > [Bandpass | Lowpass Impulse | Lowpass Step]

 

 

 

Transformation Window Shape Setting

Window NormalMaximum Normal Minimum

To select one of the three pre-programmed windows, use the following softkeys:

Analysis > Time Domain > Window > [Minimum | Normal | Maximum]

Custom softkey

If the window shape is set using the impulse width or Kaiser β parameter, a large dot will appear on the Custom softkey.

Impulse Width

To set the window shape for the specific impulse width or front edge width, use the following softkeys:

Analysis > Time Domain > Window > Impulse Width

The setting values are limited by the specified frequency range. The bottom limit corresponds to the value implemented in the minimum (rectangular) window. The top limit corresponds to the value implemented in the maximum window.

 

Kaiser Beta

To set the window shape for the specific β-parameter of the Kaiser-Bessel filter, use the following softkeys:

Analysis > Time Domain > Window > Kaiser Beta

The available β values are from 0 to 13:

"0" corresponds to minimum window.

"6" corresponds to normal window.

"13" corresponds to maximum widow.

 

 

 


note

The impulse width and β of the Kaiser-Bessel filter are the dependent parameters. When setting one of the parameters the other one will be adjusted automatically.


Lowpass Mode Settings

If lowpass mode is used, the frequency range must be set to a harmonic grid. The frequency values in measurement points are integer multiples of the start frequency.

Time Domain softkey

Set Frequency Low Pass

To create a harmonic grid for the current frequency range, use the following softkeys:

Analysis > Time Domain > Set Frequency Low Pass

 

 

 


note

The frequency range will be transformed as follows:

If Fstop > N*Flow

If Fstop < N*Flow

Fstart = Fstop / N

Fstart= Flow ,

Fstop = N * Flow

where Flowthe lower frequency limit of the analyzer.


 

Rev.:  24.1