![.](https://www.taborelec.com/Pictures/20220106115622.699.png)
![.](https://www.taborelec.com/Pictures/20220106115625.199.png)
- Signal Fidelity - Choose the correct sample rate vs waveform characteristics
Any arbitrary waveform generator as the name implies can generate, any type of waveform that you can think of - if it falls within the capability of the instrument. For example, if you wish to generate a 1125MHz sine wave then twice the frequency would seem like an appropriate sample frequency, however at a sample rate of 2.25GS/s there will only be two sample points per-cycle. By increasing the sample rate to 4.5GS/s you get 4 sample points per cycle which is still relatively marginal. Increasing the sample rate to 9GS/s provides 8 sample points per cycle improving the spectral purity of the signal considerably. In all cases a low pass filter can be used to further improve the signal.
![Arbitrary Waveform Generator (AWG)](https://www.taborelec.com/Pictures/20210124230926.807.jpg)
Figure 1: Sample rate set to 2.25GS/s, provides 4 sample points per cycle | Sample rate set to 9GS/s,
provides 8 sample points per cycle
- Improve Fidelity and Frequency Range - Utilize multiple Nyquist Zones
If the maximum sample rate of the signal is 2.25GS/s the spectral purity may be improved by using the instrument in the second Nyquist Zone. If the Sample Rate is set to 1GS/s and a signal of 125MHz is generated – this signal will appear at 125MHz, 875MHz (sample Rate minus 125MHz) and 1125MHz (sample Rate plus 125MHz). In each successive Nyquist Zone, the amplitude decreases, and the spectrum will invert as it goes from one zone to the next.
![Arbitrary Waveform Generator (AWG)](https://www.taborelec.com/Pictures/20210124230951.520.png)
Figure 2: 125MHz Signal in multiple Nyquist Zones (125MHz, 875MHz, 1125MHz, 1875MHz)
- Effective Pulse Shaping by creating signals directly to RF
With high sample rate Digital to Analog Converters as in the examples in sections 1 and 2 above we created signals directly to RF. In some cases, an IQ modulator is available within the instruments digital to analog converter. This allows for easy RF signal generation and modulation as compared to the traditional approach of using a signal generator as an LO and utilizing an IQ modulator. Digital IQ modulation does not require sideband balancing and the nulling of the carrier feed-though, nor does it drift with time.
![Arbitrary Waveform Generator (AWG)](https://www.taborelec.com/Pictures/20210124230955.864.png)
Figure: 3 Using the internal NCO (Numerically controlled Oscillator) to Amplitude Modulate 125Mz waveform file – Time Domain
![20210124231000.135.png](https://www.taborelec.com/Pictures/20210124231000.135.png)
Figure 4: Using the internal NCO (Numerically controlled Oscillator) to Amplitude Modulate 125Mz waveform file
– Frequency Domain
- Understand power, signal to noise and sensitivity.
When you use multiple Nyquist Zones the output power decreases in each successive Nyquist Zone. This usually takes the form of a Sin(x)/x amplitude roll off as show bellow. The signal to noise ratio of the instrument can be approximated to six times the number of bits or more accurately - SNR = (6.02N + 1.76) dB, where N is the number of bits. Therefore with 14 bits of resolution you should get close to 84dB of range and with 16 bits 98dB of range. Other factors will affect range and sensitivity such as spurious and intermodulation. Good frequency planning and filtering can help minimize these.
![20210124231004.198.png](https://www.taborelec.com/Pictures/20210124231004.198.png)
Figure 5: Sin(x)/x amplitude roll off in multiple Nyquist Zones
![20210124231103.852.png](https://www.taborelec.com/Pictures/20210124231103.852.png)
Figure 6: Measured SFDR (Spur Free Dynamic Range) Indicating 16 Bit Resolution
- Multiple channels and multiple instruments – understanding phase
Theoretically if all the outputs of the AWG are derived from the same clock then each output should be phase aligned. Slight differences in each channel analog circuitry may cause a slight timing to offset between channels – this is referred to as the Skew and is often specified in pico-seconds, typically in the order of less than 20ps. The skew can be manually adjusted to an offset of a few nanoseconds with five pico-seconds of resolution. Phase alignment between instruments can is usually more complex and often requires proprietary synchronization and calibration techniques. However, these techniques can yield similar results as with the channel to channel specification, but from instrument to instrument.
![20210124231109.274.jpg](https://www.taborelec.com/Pictures/20210124231109.274.jpg)
Figure 7: Relative Phase Between two channels
- Determine the correct output stage
Waveform generators often have different output stages. One option is to add a differential amplifier, which will be used to increase the peak to peak voltage range. Another option is to add a Balun to convert the balanced output of the digital to analog converter (DAC) from balanced to single ended. And finally, the outputs of the DAC could be directly connected to the output connectors of the instrument. In some cases, capacitors maybe added for protection, or eliminate any common-mode voltages that the DAC creates. Adding an amplifier will ultimately limit the upper frequency response of the instrument, while adding capacitors will limit the lower frequency response of the Instrument.
![20210124231113.946.jpg](https://www.taborelec.com/Pictures/20210124231113.946.jpg)
Figure 8: Comparison of DC coupled amplified output vs AC coupled direct output
- Managing Waveform Memory - using onboard memory vs. streaming waveforms in real time
When building complex waveform scenarios, understanding the amount of memory, how the memory is managed and the data transfer mechanism of the waveform to instrument is key. Often instruments with large amounts of Random-Access-Memory RAM (Gigabytes) use Dynamic RAM, this however is much slower than Static RAM by several orders of magnitude. If the instrument has only Static RAM then waveforms can be accessed and played extremely quickly, but memory will be limited to a few 10’s of Mega-bytes. Some instruments employ a hybrid approach utilizing both on-processing-chip fast memory, combined with a large amount of dynamic memory that can be buffered into the fast memory. If the data transfer mechanism is based on a high-speed bus such as PCIe Gen 3, then waveforms can not only be loaded into the instrument very quickly but can also be streamed real-time into the unit. This is useful when there is no a-priori knowledge of the next waveform, for example if it must be calculated based on a previous measurement result.
The following table demonstrates the difference in transfer rates.
|
x1
|
x4
|
x8
|
Gen 1
|
250MB/s
|
1GB/s
|
2GB/s
|
Gen 2
|
500MB/s
|
2GB/s
|
4GB/s
|
Gen 3
|
984.6MB/s
|
3.94GB/s
|
7.88GB/s
|
Comparison of PCIe generations and lane usage.
Compared to Ethernet 1000Base-T that has a throughout of 125MB/s and USB 3.0 with 4.8GB/s, PXIe/PCIe Gen 3.0 x8 provides significant advantages in data transfer speeds.
- Ensuring Spectral Purity
The key is to ensure that the instruments’ performance is not negatively contributing to a poor experimental result. Spectral Purity is defined by three specifications; Harmonic Distortion, SFDR (Spur Free Dynamic Range) and Phase Noise. Harmonic Distortion is caused by applying too much signal to an amplifier, as the name implies the distortion is harmonically related – if the fundamental frequency is 1GHz, then the harmonic distortion will be at 2GHz, 3GHz, 4GHz etc. In some cases this distortion can be reduced by using filters to only pass the fundamental frequency. SFDR includes spurs created by the instrument’s clocks, its DAC, power supply, fan motors etc. In a high-performance instrument expect these spurs to be less than 75dBc. Phase Noise is a measure of the quality of the synthesis techniques used within the instrument and is manifested as noise close the desired signals' frequency. A good rule of thumb for phase noise is, that its performance decrease by 6dB every-time you double the frequency.
![20210124231117.275.jpg](https://www.taborelec.com/Pictures/20210124231117.275.jpg)
Figure 9: Relative to a 1GHz Signal | Relative to a 2GHz Signal
- Closed loop feedback
Not all Qubits are the same. Optimizing the control waveform to get the best performance from a Qubit may take several iterations of Control-Measure-Adjust-Control all in a very short time frame. Having the ability to digitize and process the signal in real time takes the experiment to the next level of performance.
![20210124231131.150.jpg](https://www.taborelec.com/Pictures/20210124231131.150.jpg)
Figure 10: The optional Proteus Digitizer – can acquire signals up a maximum frequency of 9GHz
- Choose the best form factor.
Instruments come in many form factors and choosing the best form factor to meet the experiment needs is important. Understanding the capabilities of each form factor is key in this decision process. For experiments that require a lot of adjustments and alignments by the scientist an instrument with a front panel Graphical User interface (GUI) would be the best choice. If a front panel is not required as remote control for the primary interface, then an instrument without the screen may save some bench space and cost. However, it is important to consider ultimately how many channels the experiment will use and what data transfer rates are required. For channel counts higher than twelve or when fast data transfer rates are required a modular solution based on PXI offers the best performance as well as being an industry standard.
![Arbitrary Waveform Generator (AWG)](data:image/jpeg;base64,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)
Figure 11: Proteus family of form factors