Leading-Edge Digital Circuits

Our instruments are using leading-edge ultra high-speed analog-to-digital converters with sample rates of several GS/s (Gigasamples per second), most modern Field Programmable Gate Arrays (FPGAs) which use logic cells and calculation blocks for the emulation of several thousand EMI receivers in parallel.

Technology3
Fig. 38 – Block diagram of a TDEMI Measurement System, here using the example of the TDEMI 26G.

In Fig. 38 the block diagram of a TDEMI Measurement System is shown using the example of the TDEMI 26G. The received EMI signal of the frequency range from 10 Hz to 1.1 GHz is digitized with a floating-point ADC. The frequency range above 1.1 GHz is down-converted with an ultra-broadband multi-stage down-converter unit which exhibits a real-time analysis bandwidth of 162.5 MHz. Afterwards the signal is digitized in the baseband.

The emulation of up to 4000 EMI receivers in parallel based on a Fast Fourier Transform (FFT) filterbank is performed by FPGAs. These FPGAs have a computational power of more than 20 standard personal computers. This leading-edge technology allows to speed up the measurements performed by the TDEMI by several orders of magnitude in comparison to traditional superheterodyne receivers. Fully gapless real-time analysis is possible within frequency bands of 162.5 MHz for the first time.

The simplified block diagram of such a digital implementation of several thousand receivers is shown in Fig. 39.

Technology4
Fig. 39 – Several thousand receivers as digital logic.

In general an EMI receiver consists of a down-converter, an IF filter and a detector for weighting, e.g. quasi-peak. The use of a short-term FFT (STFFT) based filter bank allows to perform a down-conversion of a large set of frequencies with equidistant step-size. A highly parallel implementation of detectors by a digital bank of filters allow the simultaneous calculation at a vast number of frequencies.

The floating point ADC unit that performs the digitization of the EMI signal consists of three 8-bit ADCs with a sampling rate up to 3 GS/s. The scaling of the three branches is in logarithmic scale to digitize pulses and other transient signals with a high dynamic range, which corresponds to the dynamic range of a 20 bit ADC for pulses. These huge dynamic range is required for the digitization of pulses according to CISPR 16-1-1 that are necessary for calibration of the instrument. Such pulses can have an amplitude of several Volts, while the instrument must be able to provide simultaneously a very high sensitivity for signals of few μV which are close to the noise floor.