Sweep Type   

The Sweep Type submenu defines the sweep variable (frequency/power/time) and the position of the sweep points across the sweep range.

• Lin. Frequency is the default sweep type. The stimulus frequency is swept in equidistant steps over the continuous frequency range. In a Cartesian diagram, the x-axis is a linear frequency axis.

• Log. Frequency is analogous to Lin. Frequency, however, the frequency is swept in equidistant steps on a logarithmic scale. In a Cartesian diagram, the x-axis is a logarithmic frequency axis.

• Segmented Frequency is analogous to Lin. Frequency but uses a sweep range that can be composed of several continuous frequency ranges or single frequency points defined via Define Segments. A valid segment list must be defined before activating Segment Frequency.

• Power sweeps are performed at constant frequency but with variable generator power that is swept in linear, equidistant steps over a continuous range. In a Cartesian diagram, the x-axis is a dB-linear power axis.

• Time sweeps are performed at constant frequency and stimulus power. The measurement is repeated over a specified period of time at constant time intervals.

• CW Mode is a variant of the Time sweep where the individual measurements are triggered according to the current trigger settings.

Lin. Frequency

In a Lin. Frequency sweep the stimulus frequency is swept in equidistant steps over the continuous frequency range. The frequency range (sweep range) is defined with the Stimulus settings. The step width between two consecutive sweep points is constant and given by <Span>/(n - 1) where n is the specified Number of Points (n > 1). The internal generator power can be set, if so desired, in the Power Bandwidth Average submenu.  

A Lin. Frequency sweep corresponds to the analysis of a signal over the frequency, as obtained e.g. by means of a spectrum analyzer. This is the default sweep type. In a Cartesian diagram the measurement result is displayed as a trace over a linear frequency scale (spectral representation). The following example shows a Lin. Frequency sweep with a stimulus range between 4.5 GHz and 6 GHz, the forward transmission parameter S12 as measured quantity, and a dB Mag scaled y-axis.

Setting up a Lin. Frequency sweep

Log. Frequency

In a Log. Frequency sweep the stimulus frequency is swept on a logarithmic scale over the continuous frequency range. The frequency range (sweep range) is defined with the Stimulus settings. The sweep points are calculated from the Span and the specified Number of Points (n > 1) with the condition that the step width is constant on the logarithmic scale. The internal generator power can be set, if so desired, in the Power Bandwidth Average submenu.    

Log Frequency sweeps are suitable for the analysis of a DUT over a large frequency range, e.g. over several octaves. In a Cartesian diagram the measurement result is displayed as a trace over a logarithmic frequency scale. The following example shows a Log. Frequency sweep with a stimulus range between 50 MHz and 6 GHz, the forward transmission parameter S12 as measured quantity, and a dB Mag scaled y-axis

 Setting up a Log. Frequency sweep

Segmented Frequency

In a Segmented Frequency sweep the sweep range can be composed of several continuous, non-overlapping frequency sub-ranges or single frequency points. The sub-ranges are termed sweep segments and defined in the Define Segments dialog. The segment list must contain at least 2 distinct frequency points before a Segmented Frequency sweep can be started.

Instrument settings such as the internal generator power, the measurement (IF) bandwidth, the selectivity of the measurement filter, the frequency band of the local oscillator, and the measurement time can be set independently for the individual segments.

Due to this flexibility Segmented Frequency sweeps are suitable for any detailed analysis of a DUT at specified frequencies. In a Cartesian diagram the measurement result is displayed as a trace over a linear frequency scale ranging from the lowest to the highest frequency point of all segments. The following example shows a Segmented Frequency sweep with 3 segments in the stimulus range between 50 MHz and 6 GHz, the forward transmission parameter S12 as measured quantity, and a dB Mag scaled y-axis. In the frequency ranges between the sweep segments the trace is displayed as a straight line.

 Setting up a Segmented Frequency sweep

Power

In a Power sweep the internal generator power is swept in linear, equidistant steps over a continuous power range. The generator power range (sweep range) is defined via Channel - Stimulus - Start and Channel - Stimulus - Stop; see Stimulus and Sweep Types. The numeric entry bar for the fixed frequency (CW Frequency) appears as soon as Power is activated.

Power sweeps are particularly suitable for the analysis of non-linear effects (saturation, compression) on active and passive DUTs (e.g. power amplifiers, mixers).

In a Cartesian diagram the measurement result is displayed as a trace over a dB-linear power scale. The following example shows a Power sweep with a linear DUT:

Generator power

 Setting up a Power sweep

Time

Time sweeps are performed at constant frequency and stimulus power. The measurement is repeated over a specified period of time at constant time intervals. The total sweep time is defined via Channel - Stimulus - Stop; see Stimulus and Sweep Types. The time intervals between two consecutive measurements are calculated according to <Stop>/(n - 1) where n is the selected Number of Points. The frequency (CW Frequency) and internal generator power (Source Power) is fixed and entered into a field which pops up as soon as Time is activated:

A Time sweep corresponds to the analysis of a signal over the time; the function of the analyzer is analogous to an oscilloscope. In a Cartesian diagram the measurement result is displayed as a trace over a linear time scale (oscillographic representation). The following example shows a Time sweep with a DUT that does not change its characteristics in time:

Sweep time

Trigger settings

In Time sweep mode the Start, Center and Stop softkeys are inactive, still you can use the START CENTER hardkey to select the fixed CW frequency.

 Setting up a Time sweep

CW Mode

CW Mode sweeps, like Time sweeps, are performed at constant frequency and stimulus power. The measurement is triggered according to the current trigger settings; each trigger event triggers the first partial measurement of a measurement point. The total number of measurement points is defined via Channel - Stimulus - Stop; see Stimulus and Sweep Types. The time interval between two consecutive measurements depends on the trigger settings. Any trigger mode is allowed.

The frequency (CW) and internal generator power (Source Power) is fixed and entered into a field which pops up as soon as CW Mode is activated.

A CW Mode sweep corresponds to the analysis of a signal over the time with a time scale and resolution that is determined by the trigger events. In a Cartesian diagram the measurement result is displayed as a trace over a linear time scale (oscillographic representation). The diagram is analogous to the Time diagram. The following example shows a CW Mode sweep with a DUT that does not change its characteristics in time:

Sweep time

In CW Mode sweep mode the Start, Center and Stop softkeys are inactive, still you can use the START CENTER hardkey to select the fixed CW frequency.

 Setting up a CW Mode sweep