QCoDeS Example with Signal Hound USB-SA124B¶

Please also note the extensions to this driver in Qcodes example with Signal Hound USB-SA124B ParameterWithSetpoints

In [1]:

%matplotlib notebook

In [2]:

from qcodes.dataset import Measurement, plot_by_id

In [3]:

from qcodes.instrument_drivers.signal_hound import SignalHoundUSBSA124B

In [4]:

sh = SignalHoundUSBSA124B("mysignalhound")

Connected to: Signal Hound sa124B (serial:17172185, firmware:Version 3.13) in 6.21s

Frequency trace¶

The primary functionality of the Signal Hound driver is to capture a frequency trace. The frequency trace is defined by the center frequency and span. After changing any parameter on the Signal Hound is is important to sync the parameters to the device or you will get a runtime error.

In [5]:

sh.frequency(1e9)
sh.span(10e6)
sh.configure()

We can now capture a trace.

In [6]:

meas = Measurement()
meas.register_parameter(sh.trace)

with meas.run() as datasaver:
    datasaver.add_result(
        (
            sh.trace,
            sh.trace(),
        )
    )
    runid = datasaver.run_id

Starting experimental run with id: 357

In [7]:

plot_by_id(runid)

Out[7]:

([<matplotlib.axes._subplots.AxesSubplot at 0x158d5573d68>], [None])

In this case we are not measuring any signal so as expected we see noise

Averaging¶

The driver supports averaging over multiple traces simply by setting the number of averages

In [8]:

sh.avg(10)

In [9]:

meas = Measurement()
meas.register_parameter(sh.trace)

with meas.run() as datasaver:
    datasaver.add_result(
        (
            sh.trace,
            sh.trace(),
        )
    )
    runid = datasaver.run_id

Starting experimental run with id: 358

In [10]:

plot_by_id(runid)

Out[10]:

([<matplotlib.axes._subplots.AxesSubplot at 0x158d68410b8>], [None])

We note that the spread of the noise level has gone down compared to a single measurement

Power¶

The Spectrum Analyzer also supports measuring the power at a specific frequency. This works by capturing a trace with a span of 250 KHz (The minimum supported)around the center frequency and returning the maximum value in that range.

In [11]:

sh.power()

Out[11]:

-98.23629913330078

In [12]:

sh.close()