Application note Propagation Delays of BNC, SMA and N connectors, components and cables Ivan Prochazka CTU Prague, Brehova 7, 115 19 Prague 1, Czech Republic, ivan.prochazka@fjfi.cvut.cz Goals To determination of propagation delays of various SMA and BNC signal connectors and converters with picosecond resolution and a few picoseconds accuracy. 1. Delay measurement procedures The propagation delay was measured using these procedures: 1. The additional signal delay of components under test inserted into test line was measured. The NPET timing system version “Preliminary ELT Calibration Timing Device” was used. Each measurement consisted of 500 readings, 3*sigma editing algorithm was applied. The standard deviation sigma was typically equal to 1 ps. As a test signal source the signal generated by the timing device was used. It provides highly uniform pulses with amplitude of 0.38 V and ~ 50 ps fall-time. The trigger level of the timing device was set to -0.125 V, falling edge. Obviously the inserted components (or their combination) under test had to be M-F configuration only. 2. Each the individual component under test was measured using a digital scale, the effective signal path length was determined for each component. The effective signal path length for each component (whenever meaning full and measureale) is summarised in Table 1. 3. The measured delay versus eff. signal path length for combinations (M-F) of SMA only components is plotted in Figure 1. The linear fit to the measured data was constructed without the point 0.,0.. Nevertheless the fitting line is passing well cross zero point. It means the effective signal path length was identified and determined correctly for the components. The data spread is 2 ps rms, corresponding well to the reproducibility of SMA connectors re-connection and to the precision of mechanical measurement. The fitting line slope corresponds to 4.5 +/- 0.1 ps / mm. 4. Analogical measurements were completed for BNC only components. The linear fit to the measured data was constructed. The data spread is 2 ps rms, corresponding well to the reproducibility of connectors re-connection and to the precision of mechanical measurement. The fitting line slope corresponds to 4.7 +/- 0.1 ps / mm. 5. Considering the results for SMA and BNC connectors one can conclude that a mean value of the delay constant is 4.6 +/- 0.1 ps /mm. This value was consecutively used to evaluate the delay of individual components on the basis of their corresponding effective signal path length. In cases when both direct delay measurement and calculated data are available, the mean value is presented. In all these cases the discrepancy was within +/- 2 ps. 6. The F-M attenuators, inverters, biased T were tested using a pulse generator and Tex oscilloscope 2.5GHz BW, 40 Gs/s, at a speed of 50 ps/dot. The pulses were characterised by 50% of corresponding pulse amplitude. Figure 1 Measured delay versus effective signal path length for combinations of SMA components. 2. Comments The losses and BW limitation of the components were neglected, fifed threshold was used to detect pulses The “T” components were included. Their use may be considered as F-M component with a second F port used for “pulse pick-off” purposes. type eff. signal path length (mm) delay (ps) 25.5 119 19.0 89 20.4 96 17.4 82 17.0 79 NA 158 16.5 76 8.5 39 NA 110 NA 87 BNC-BNC F–F BNC – BNC M–M BNC – SMA F–M BNC – SMA M–F BNC – SMA F–F BNC. BNC.BNC F–M path SMA – SMA M–M SMA – SMA F–F SMA.SMA.SMA F–M path SMA – SMA F–M Table 1 BNC and SMA connectors and converters, effective signal path length and delays type BNC – BNC attenuator 2x M–F BNC – BNC trafo – inverting M–F SMA – SMA DC insulator M–F eff. signal path length (mm) delay (ps) 40.8 170 NA 570 24.5 124 ~ 23 106 ~ 24 111 NA 175 NA direct path N – SMA F–F N – SMA M–M SMA – SMA attenuator F–M SMA – SMA power splitter F–F- F 157 SMA – SMA direct path biased T NA 241 F–F–M Table 2 BNC, N and SMA connectors and components, effective signal path length and delays. 3. Signal cable delays The SMA – SMA signal cables for ELT Calibration Device were tested for their delays. The cable delay was determined in connection to the SMA-SMA F-F interface. Its additional delay of 39 ps was taken into account. Cable Id ELT No. 1 ELT No. 2 ELT No. 3 ELT No. 4 signal delay 7.116 ns 7.114 ns 7.111 ns 7.112 ns precision rms 2 ps 2 ps 2 ps 2 ps average ELT 7.114 ns 2 ps Table 3 Measured signal delay of cables marked “ELT No.x”. Conclusions Measurement technique for signal propagation delay of individual components has been developed and tested, see 1. The test procedure and its results have been verified by and independent check based on physical dimensions measurements. The results of both measurement techniques coincided well within +/- 2 ps in all cases. The measured delay values are summarised in Tables 1,2 and 3. The cables delays are equal within measurement error. Applying the delay determination technique and instrumentation described above the delay of any signal component used in ELT calibration process may be determined with ps precision and accuracy. in Prague, April 17, 2015