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Automotive High-Speed Interfaces: Future Challenges for System-Level HV ESD Protection and First-Time-Right Design

By Sergej Bub, Markus Mergens, Andreas Hardock, Steffen Holland, and Ayk Hilbrink


Editor’s Note:  The paper on which this article is based was originally presented at the 43rd Annual EOS/ESD Symposium in October 2021. It was subsequently awarded the 2021 Symposium Outstanding Paper at the 44th Annual EOS/ESD Symposium in September 2022. It is reprinted here with the gracious permission of the EOS/ESD Association, Inc.

Introduction

The automotive industry is experiencing a revolutionary transformation towards electrification, autonomous driving, as well as more connectivity and information. Thus, in-vehicle-network architecture is changing with an exploding amount of data cars need to process at high-speed. For example, infotainment content is rapidly increasing with an average of 20 cameras and 15 displays per vehicle. In addition, the new zonal architecture requires a new IP based protocol. Here, the automotive ethernet plays a key role for the links with data rates up to 1 Gbit/s today and multi-Gbit/s in the future. The so-called Open Alliance Committee defines a standard for those links in EHTERNET 100/1000BASE-T1, especially for the ESD protection device [1].

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Figure 1 depicts the general trend (blue curve) of in-vehicle networks data-rates for different automotive protocols from the legacy LIN, CAN, FLEXRAY to the advanced protocols of ETHERNET up to SERDES. The orange curve shows the corresponding maximum of permissible parasitic capacitance of the discrete ESD component at the data line (partly from author’s experience).

Figure 1: Automotive communication protocols with increased data rates from 20 kBit/s (LIN) to multi-Gbit (ETHERNET, Serdes). Impact on maximum permissible capacitance to be added by discrete ESD component to the high-speed data lines.

Significant ESD challenges result from the OPEN Alliance Ethernet specification [1], requiring the ESD protection device being robust for minimum of 1000 discharges at 15 kV ESD IEC 61000-4-2 pulse. At the same time, the discrete ESD capacitance is demanded to be continuously reduced for future high-speed protocols even below levels of 0.5 pF to ensure RF signal integrity. These two conflicting trends can only be met with highly advanced, discrete ESD architectures while on-chip ESD in the IC transceiver often does not suffice those requirements anymore.

In addition, the specification [1] recommends placing the external ESD component close to the connector, see Figure 3, instead of a position directly at the IC, i.e., behind the decoupling capacitors. The intention of this modification was to safeguard the overall system including all discrete components located in the signal path and to fulfill the EMC immunity requirements such as Direct Power Injection (DPI) acc. to IEC 62132-4 [2]. As a consequence of this placement, the new topology demands a more challenging high-voltage ESD specification with a high trigger Vt1 > 100 V and high holding voltage Vhold > 28 V to prevent triggering of the ESD protection device during normal operation and disturbances. For earlier Ethernet links, those high-voltage values were not required since a low-voltage discrete ESD component protection was sufficient behind the decoupling cap directly at the IC.

For those modern links described above, a silicon-based discrete ESD component (snapback-type) with Vt ≈ 140 V, Vhold ≈ 35 V, and Rdyn ≈ 0.1 Ω can be used, see Figure 2.

Figure 2: Transmission Line Pulse (TLP) I-V curve of discrete ESD devices for an Ethernet 1000BASE-T1 application: State-of-the-art silicon- based snapback device vs. varistor.

To measure the residual and potentially damaging current into a PHY (i.e., IC) for a system-level ESD event, a special PCB test network is recommended by OPEN Alliance 100BASE-T1 and 1000BASE-T1 applications [1]. This network is shown in a block diagram in Figure 3 with the discrete ESD component at the connector, a common mode termination (CMT), a decoupling capacitors, a common mode choke (CMC), and PHY (transceiver IC), more detailed in Figure 16.

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Figure 3: Equivalent circuit block diagram of system SEED model for the ESD current measurement.

Figure 4 displays an example for a measured residual IC current transient IIC for 6 kV-ESD generator stress, acc. to [2], for two different protection device types, such as snapback and varistor, see TLP I-V characteristic in Figure 2. Apparently, the IC current can be safely limited applying the advanced snapback-type ESD protection device while the varistor admits an approximately 6x higher peak current into the IC due to the relatively high ESD voltage clamping.

Figure 4: 6 kV ESD generator on ETHERNET test board: comparison of residual stress current into PHY (IC) for two discrete ESD protection types: silicon-based snapback device vs. varistor, see Figure 2. IC ESD limits: 2 and 4 kV as derived with respect to the discharge resistance of 1.5 kΩ in the Human Body Model (HBM) and typical CDM peak current IC robustness.

This level violates even a 4 kV-HBM limit. It should be noted that the initial current spike demands a certain Charged Device Model (CDM) robustness-level from the transceiver IC for both cases, as discussed below in more detail. Apparently, limiting the systems ESD voltage exposure with appropriate discrete snapback clamps can be important for protecting advanced automotive high-speed interfaces.

Following system-level design challenges are addressed in this paper:

  • CMC filters in the data-line play an important role also for ESD protection of the system IC as will be discussed in detail by measurement and simulation. Moreover, the CMC trend for smaller inductance L for higher data transmission may lead to a reduced ESD blocking capability of the CMC and this to a more critical ESD exposure to the entire system, as investigated by the transient SEED simulations Therefore, the ESD behavior of different CMCs is studied in detail and compared for the first time as well as its impact on system-level ESD protection .
  • ESD discrete protection parameters become more challenging, since there is a trend towards an increased holding voltage, e.g., from 35 to 60 V or higher to comply for instance with a 48 V board nets and a robust system operation. This results in a larger ESD voltage stress for the system and thus higher currents into the RF-IO pins. In this paper, this behavior is investigated by system-level transient simulations based on the 1000BASE-T1 application.

ESD Behavior and Modeling

This section outlines the ESD behavior and modeling of the relevant Ethernet system components for SEED with a special focus on CMC RF filter.

ESD Pulse Generator

A NoiseKen ESD generator was used for contact discharge of 1 kV into a 2 Ω Pellegrini target delivering a reference current waveform for model parameter extraction. Figure 5 shows a good fit between measurement and simulation [4].

Figure 5: Current waveform of an ESD generator IEC 61000-4-2 [3] at 1 kV contact discharge through a 2 Ω reference target: simulation vs. measurement.

ESD Protection

To predict both the dynamic (ref. first IEC current peak) and quasi-static (ref. second IEC current peak) system ESD performance, a precise behavioral model of the external ESD protection was created [4].

Figure 6 shows an excellent match of the quasi-static measured TLP I-V with the simulation.

Figure 6: Discrete ESD protection (high-voltage snapback-type) TLP I-V characteristic in simulation vs. measurement.

As already described in Section I, the capacitance constraints for discrete ESD protection at multi-Gbit/s data links shown in Fig. 1 requires minimizing the overall junction capacitance typically using lowly-doped Epi regions in these high-voltage transistors.

As a result, the turn-on time caused by conductivity modulation of the high-resistive region creates a relatively large transient trigger voltage overshoot, see Figure 7. Consequently, for a high simulation accuracy an adequate modeling of this transient ESD behavior is crucial and demonstrated by a comparison to the corresponding simulation.

Figure 7: TLP I-Vmax characteristic in simulation vs. measurement showing the dynamic trigger voltage as a function of TLP current amplitude.

Here, a behavioral dynamic model was tuned for accurate transient trigger voltage simulations making use of fast rise-time TLP curves [4].

Common Mode Choke

The CMC plays an important role not only to ensure RF signal integrity (SI) of the Ethernet application, but also to guarantee a certain system-level ESD robustness, as discussed in detail in this paper. The CMC architecture is in principle the same as in a transformer and based on two coils coupled thru a ferrite core, see Figure 8. Each coil connects thru the CMC terminals to one of the differential data-lines. During signal transmittance which is done simultaneously over both data-lines in a differential mode (DM), see Figure 8 a), the CMC appears to be in a low impedance state letting the signal pass through with minimal losses. This is because in the DM, roughly equal currents flow through both data lines and coils in opposite directions. The opposite current polarity creates a cancelation of related magnetic fluxes and a resulting minimum coil inductivity.

Figure 8: Principle of CMC modes for differential RF signal with low impedance (a) and common mode noise with high impedance (b).

The noise which is accommodating the signal on both data-lines corresponds to a common mode (CM) conduction, see Figure 8 b) i.e., non-differential. It will be suppressed by the CMC due to a high impedance. This ensures the overall RF signal integrity. Under the CM condition, both coil currents have the same direction while magnetic flux can add resulting in a maximum overall inductivity.

CMC operation during ESD

In the ESD stress case of one data line only, however, we can consider a third CMC operating mode. Here, the ESD pulse propagates only through one of the data-lines and thus coils, representing the so called “single-ended excitation” of the CMC, see Figure 9, with only one terminal being directly affected. To understand the behavior of the CMC in such an asymmetrical case of ESD disturbance, a TLP measurement method is applied as depicted in Figure 9.

Figure 9: Single-ended Excitation of CMC by TLP: quasi-common mode with high impedance, Terminal B “OPEN.”

Here rectangular pulses of different amplitudes and a constant pulse duration of 100 ns are injected into one of the two CMC terminals, while the remaining one will be kept in floating condition. A constant TLP rise time is set to be in the range between 600 ps and 1 ns which is very similar to the IEC61000-4-2 standard (see Figure 5) to ensure comparability.

Figure 10 shows the resulting complex transient TLP current/voltage response of the CMC with L=100 µH in comparison to the corresponding simulation obtained with a CMC behavioral model (see dashed line), will be introduced later in this section.

Figure 10: CMC with L=100 µH: Transient 100 ns-TLP current / voltage response for Trise = 600 ps indicating 3 operation regimes I-III. Simulation (dashed lines) is compared to measurements.

Based on the transient curves, 3 characteristic regimes can be distinguished: dynamic (I) – voltage-dependent current overshoot in ns-range, a quasi-static regime of current blocking (II), and a current saturation (III). Those will be discussed in detail in the following.

Dynamic current overshoot (I)

It should be mentioned beforehand that a similar voltage dependent current overshoot in duration and amplitude as shown at the onset of the TLP current transient was observed in system-level ESD by the authors, see Figure 10, and reported in literature, see [7]. However, this 100 ns-TLP current peak is clearly related to a tester artefact caused by the distance of the CT1 current probe from the actual DUT in the TLP setup, see HPPI application note [8]. In the first nanoseconds related to the propagation delay along the transmission line from the CT1 probe to the DUT and back, the 100 ns-TLP is blind to any current measurement except for the artefact peak.

Since such an initial peak cannot be measured with standard 100 ns-TLP, vf-TLP was performed in the same single-ended excitation of terminal A with terminal B fully floating. Figure 11 shows the only small capacitive displacement current of up to 30 mA for a slew rate of about dV/dt ~ 200 V/ns at this operation point. Using I = C x dV/dt a coil capacitance of C = 150 fF can be estimated. This value is well in line with the 140 fF reported in [6] for high-impedance CM conditions only. Note that under DM operation the parasitic coupling coil capacitance increases significantly to C~10 pF. [6].

Figure 11: vf-TLP peak current measurement in single-ended excitation of line A, line B fully floating (Quasi-CM): only small Imax. The straight line shows a linear fit through the datapoints.

As mentioned above and discussed in Section III in our IEC system-level experiments, we can clearly observe an initial fast current peak of high amplitude similar to the 100 ns-TLP artefact. This peak is very relevant for IC system-level protection as well and far larger in the amplitude than the small current peak we would expect based on the results shown in Figure 11, where the standalone CMC operates in quasi-CM. So why do we observe such an assumed contradiction in CMC behavior when used in a system circuitry showing a first current peak related to a large DM capacitance, but a current blocking behavior related to a quasi-CM state? This question will be addressed in Section III.

Current blocking regime (II)

In phase (II) the CMC reveals initially a high-ohmic current blocking condition similar to the CM case. The difference of the quasi-Common Mode regime for the single-ended excitation with one of the CMC terminals fully floating, i.e., terminal B in Figure 9, is that no current is induced into the coil connected to the floating terminal of the CMC. As a result, no magnetic flux can develop by the second coil and suppress the magnetic flux initiated by the first one. Therefore, the CMC coil of terminal A appears for the entering pulse in its single inductance of L=100 µH, as also reported in [5].

Saturation regime (III)

The onset of the CMC saturation is dependent on the voltage level across the excited CMC coil. The higher the voltage level, the earlier the magnetic saturation of the ferrite core occurs. Saturation leads to a significant increase of the current through the CMC, see Figure 10. In that case the current blocking capability of the CMC will be lost due to transition into low-impedance or ohmic state. This detrimental behavior of the CMC for ESD should be carefully considered during the design of the Ethernet system and the ESD protection circuitry. Here, transient SEED simulation with an appropriate CMC model is a powerful tool for first-time right design. In the following, a behavioral CMC model will be introduced. Based on the observations, the Quasi-CM behavior of the CMC will be used for model tuning.

Behavioral model of CMC

In order to replicate the observed transient behavior of the CMC as shown in Figure 10 a dedicated behavioral model is implemented. Here, a modular approach is used to describe all 3 working regimes (I)‑(III) of the CMC, see Figure 12. This block-diagram represents how the model is implemented for one of the CMC terminals. For incorporation of both CMC channels the extended circuitry can be just mirrored along the S-Parameters block.

Figure 12: Equivalent circuit block-diagram for behavioral model of CMC (for one terminal) including (I) dynamic, (II) current blocking (static) and (III) saturation (quasi-static) working regimes.

The core of the simulation is represented by S-parameters block, which includes all parasitics of the device and describes the interaction between the CMC terminals. This allows us to emulate both the dynamic (current overshoot) and static (current blocking) regimes of the CMC. To fine tune the voltage overshoot an additional capacitance can be added in parallel to the blocking path. Modeling of the quasi-static behavior (II) covers the onset of saturation in dependence of the applied voltage level over time with the subsequent low-impedance state. For this purpose, the S-Parameters model needs to be extended with additional circuitry.

To realize the resistance change of the signal path, a voltage dependent resistor (switch) is connected in parallel to the signal path of the CMC. To provide smooth transition from high- to low-impedance state and describe current rise and voltage decay over time properly, an inductor is connected in series to the voltage dependent resistor as well. In addition, to fine tune the voltage offset in the low-impedance state a DC voltage source can be placed in series with the switch and inductor. Finally, to control the voltage change at the switch a control unit circuitry represented by an RC network and extended by a feedback loop are implemented. The latter is required to keep the reached control voltage levels for the switch during the whole saturation regime constant.

CMC key criteria for system ESD design

Besides the initial current spike (I) two criteria are relevant for the CMC’s ESD blocking capability: a) the duration after which the CMC becomes low resistive, i.e., transparent for ESD due to transition from (II) to saturation (III), and b) the saturation current in the low-ohmic regime. Figure 13 compares these voltage dependent values for two different CMCs with L=100 µH vs. 200 µH in a 1210 and 1812 package respectively.

Figure 13: Comparison of two CMCs: L=100 µH vs. 200 µH regarding saturation current and time to the onset of saturation.

As expected, the lower inductance CMC transits faster from high-resistive current blocking mode into onset of saturation, thus losing the ability to “isolate” the IC from the ESD exposure faster. Moreover, the saturation current is significantly larger for the same TLP voltage as compared to the larger L=200 µH due to a lower ohmic coil resistance. Furthermore, not only the nominal value of the inductance L of the chosen CMC impacts the ESD behavior as e.g., the onset point of saturation, but also the manufacturer specific package/dimensions and ferrite core geometry and material. Figure 14 gives an overview for CMCs in two different packages (of same manufacturer), but same inductance values characterized by TLP.

Figure 14: Comparison of CMCs in two different packages with: L=11 µH vs. 22 µH vs. 51 µH regarding onset of saturation.

For same package configuration PKG (1812), we observe the same inductance dependence for saturation current and time to the onset of saturation as discussed above. However, it is important to note that different packages PKG (1812) vs PKG (1210) with same inductance exhibit entirely different ESD blocking capability. Consequently, to choose an appropriate CMC for system ESD protection we need to consider both inductance and package-type.

In the next chapter a system-level ESD analysis and risk assessment for multi-Gbit configuration will be performed taking into account the changed CMC ESD blocking characteristic due to more challenging SI requirements of the high-speed data links.

System-Level ESD Analysis

For system-level measurements and SEED simulations Ethernet emulation network based on the specification [1] is used, see Figure 15. The decoupling capacitors of 100 nF are practically transparent for ESD pulses due to the very high dynamics of the ESD generator and, hence, do not impact the ESD behavior significantly. The CMT though seems to have an impact on the conduction state of the CMC as discussed below. The transceiver IC is emulated in a simplified but fairly critical way using a resistor network of 2-Ohm according to the OPEN Alliance specification [1].

Figure 15: Ethernet ESD current test circuitry including standardized IC emulation network formed by resistors [1].

Ethernet ESD Behavior

Figure 16 shows a system level measurement and simulation for the residual current based on 100BASE-T1 network using a 4 kV ESD pulse according to IEC 61000-4-2. In general, the agreement between measurement and simulation is fair. The main characteristics can be captured by the simulation very well. Also, here the first peak can be clearly observed but compared to the TLP measurement in section II it is real and can be explained as follows.

Figure 16: 4 kV ESD generator system-level measurement vs. simulation with snapback ESD device (see Figure 6) and a CMC L=200 µH [4].

The system-level ESD scenario in the Ethernet circuitry, as shown in Figure 15, differs from earlier discussed CMC analysis using TLP with floating coil B:

  • Coil B is not fully floating but connected to the IC I/O with its internal ESD protection circuitry as emulated by the 2 Ohm resistor, same as coil at terminal A.
  • A CMT network is connected to the CMC terminals at D+/D- thru the dc block (which can be neglected in the ESD time domain due to capacitance value)

In this configuration (see Figure 17) a modified CMC response is expected. Figure 18 illustrates the results for both single-ended excitation cases, using TLP, where Terminal B is in one of two corner conditions: “OPEN” and “SHORT to GND”.

Figure 17: Single-ended excitation of CMC by TLP: quasi-common mode with high impedance (a), quasi-differential mode with low impedance (b).

 

Figure 18: Single-ended excitation of CMC by 100 ns-TLP with Tr= 600 ps quasi-CM with second coil B fully floating, and quasi-DM with terminal A and B connected to ground, as illustrated in Figure 17 (a) and (b), respectively.

The green curve represents the quasi-CM which was already introduced as a high-impedance state with transition into low impedance saturation. As opposed to this behavior, the red curve demonstrates the response of the CMC where terminal B is shorted to GND same as terminal A instead of floating.

Here we can observe that the CMC goes immediately into a low-impedance state with saturation regime, i.e., quasi-DM. Note that this configuration of terminal A and B on ground resembles the circuitry shown in Figure 15.

The result for quasi-DM condition contradicts the fact that we observe only a small residual current flowing into the IC, see Figure 16. That means, that CMC, being used in Ethernet circuitry acts in a high-impedance blocking state, as could be explained by quasi-CM, allowing the external ESD protection component to turn on and finally protect the IC.

Based on additional transient measurement on system-level, we developed a hypothesis to resolve this contradictory issue. Here, we considered the full board circuitry including the CMT network as a discriminating factor compared to our standalone CMC analysis. Figure 19 shows TLP time domain curves, where the CMT network including decaps is connected to the CMC from the left side and a 2 Ohm resistor terminates each of the CMC channels from the other side.

Figure 19: Single-ended excitation of D+ by 600 V 100 ns-TLP injection (system configuration see Figure 15 w/o ESD protection devices) where CMC shows a mix of two operating modes: Quasi-DM with current overshoot on both channels at first nanoseconds and Quasi-CM with current blocking and saturation regimes.

Here, no external ESD protection was connected between D+/D- and ground. Based on the results, we can conclude that a mix of two different operating modes occur for the CMC. At the onset of the pulse, during the first nanoseconds, the CMT is transparent and negligible for the entering TLP pulse. This is due to the fact the 1k-resistors are inflicted by parasitic inductance of several nH. Thus, the CMT circuit is an open which leads to a floating input of coil B. As shown in section III. A, this quasi-DM state has a low impedance and a high capacitance across the coil in the order of ~10 pF.

TLP measurement depicted in Figure 19 proves the differential operation mode due to the differential current peaks with same amplitude but different polarity. Those are likely a mixture of low-resistive DM response, plus as well as of capacitive coupling.

However, after some time the CMT network starts to shift the current phase between Terminals A and B of the CMC thus preventing the magnetic flux cancelation. As a result, the CMC transits into the high-impedance quasi-CM condition. Due to a relatively large time constant of the CMT τ = R x C ~ 5 µs, the charging of the CMT capacitance should last during the entire ESD event keeping the CMC in the quasi-CM until saturation. In blocking mode, the CMC can strongly support the external ESD protection consequently avoiding any significant residual current into the IC during the entire ESD pulse, see Figure 19. In case the applied TLP voltage level is high enough, also the onset of saturation within quasi-CM regime can be observed.

For a system-level ESD protection it is obvious, that CMC alone is not capable to suppress the current initiated by the single-ended injection of ESD pulse and needs to be extended by an appropriate CMT network. In the full system circuitry, the CMC, CMT and the external ESD device are building a synergy significantly extending the entire system ESD robustness. On the one hand, the blocking characteristic of the CMC during the first nanoseconds helps to trigger the ESD protection device. On the other hand, the ESD device takes the majority of the ESD current protecting consequently not only the IC, but rather the entire circuitry incl. CMC and CMT. A more detailed explanation based on a SEED simulation is given in the next subsection.

ESD Risk Analysis of Multi-Gbit Systems by SEED Simulation

Next generation multi-gigabit data links such as automotive Ethernet or SERDES will definitely require different ESD protection devices and CMCs. However, no well-defined specifications for those components are available yet. Therefore, the authors make some plausible assumptions for electrical parameters of the ESD and CMC components to investigate the synergy effects of both components, see section III A, by transient SEED simulations.

Firstly, a discrete ESD device with snapback and a larger holding voltage Vhold of 60 V is considered due to the trend to higher battery voltages for hybrids and electrical vehicles. Secondly, a CMC with reduced inductance L of 100 µH is used due to higher data rates, hence, less inductance and parasitics will be added to the D+/D- in the context of signal integrity [1]. Figure 20 depicts the results of the transient simulation for this example for 4 kV-IEC system-level stress.

Figure 20: System-level 4 kV IEC simulation of Ethernet circuitry, see Figure 15, for a snapback ESD protection with Vhold = 60 V and a CMC with reduced inductance to L = 100 µH. (a) Injected ESD pulse current, current through the ESD device at D+ and currents through both data lines (D+/D-). (b) Voltage at ESD protection at D+ node.

As can be seen in Figure 20 (green curve), the non-linear behavior of the CMC in conjunction with the ESD protection device turn-on behavior and clamping dynamics creates a critical current profile thru the sensitive IC I/O. Due to increased ESD clamping voltage (larger Vhold) and the lowered CMC blocking capability (smaller L), the current into the IC I/O connected to the D+ data-line, would slightly exceed in its peak value at 60 to 70 ns a 4 kV-HBM IC robustness level.

In conclusion, this example of SEED simulation, extended with non-linear dynamic models of ESD protection devices at D+ /D-, confirms the CMC working regimes from Section III.A when used within Ethernet circuitry: a) at the beginning CMC works in quasi-DM, as indicated in the simulation by two opposite current peaks at the onset of the pulse, followed by b) quasi-CM (current blocking mode), where the ESD current into the IC is almost blocked entirely. As a consequence, the voltage at the ESD protection starts to increase to the triggering level, at which it turns on and starts to shunt almost the entire IEC pulse to GND.

After a duration of approximately 40 ns, the CMC enters saturation, thus gradually losing its blocking capability. As a result, the current into the IC interface at D+ increases (green curve). Due to this competitive conduction with the CMC, the ESD device eventually starts to turn off at 60 ns, as soon as current and voltage levels at the ESD protection get too low to keep it further on. At this time, the CMC also reaches saturation (i.e., lowest impedance) while the current into the IC attains its maximum. This peak current slightly exceeds the 4 kV-HBM limit.

This simulation example clearly demonstrates the important synergetic protection mechanism of the ensemble of CMC and ESD within a complex system circuitry. Important to note in this context is that an enhanced ESD voltage clamping limits the residual IC current by two effects: a) the more trivial lower voltage exposure to the IC, b) the subtle effect of keeping the CMC for a longer duration in a current blocking mode before reaching low-impedance saturation.

The latter effect is highlighted by system-level simulation with a varistor in comparison to the snapback ESD protection in Figure 21. The higher clamping voltage of the varistor obviously provokes a much earlier onset of CMC saturation at about 10 ns instead of 40 ns observed for the more effective snapback clamp. As a result, the current into the IC (PHY) reaches an almost three times higher peak value compared to the snapback protection as well as a significantly longer stress duration almost during the entire energetic part of the IEC pulse. Thus, the overall IC stress energy and risk of failure significantly increases.

Figure 21: System-level 4 kV IEC simulation of Ethernet circuit, see Figure 15, with CMC L = 100µH and different ESD protection: snapback ESD (same as in Figure 20) vs. varistor (Figure 2).

Conclusion

This paper analyzes the future design challenges of system-level ESD protection for automotive high-speed data-links such as multi-gigabit Ethernet and SERDES. In particular, the impact of the changed ESD device requirements (increased holding voltage e.g., for higher board net voltage) and CMC limitations (lower inductance for better RF signal integrity) is investigated. Here, a special focus is put on an in-depth understanding of CMC operation during ESD event as standalone CMC and as device applied in the system. A clear CMC working regime classification is identified showing transitions from low-resistive quasi-DM to high-impedance quasi-CM to low-impedance saturation. In addition, the impact of inductance L and package variation for different CMC is investigated. As expected, the device reveals an increased ESD blocking capability with higher L for the same package type. However, also a different package appears to have a major impact on it even for the same manufacturer. Consequently, the inductance L is not the only figure of merit for choosing an appropriate CMC in view of protection against ESD during the initial system design phase.

For the SEED simulations on system-level described in the paper, the complex high-current CMC characteristic was incorporated into a non-linear behavioral CMC model. Applying both CMC and ESD non-linear dynamic behavioral models, the system simulation results clearly illustrate the synergy effects of CMC and the discrete ESD protection as also confirmed by appropriate measurements (TLP, IEC 61000-4-2). As major finding, it turned out that a lower ESD clamping voltage enabled by a well-tuned, high-voltage snapback device offers a superior protection not only due to the trivial effect of less voltage exposure to the IC. Another strong second benefit is that the lower ESD voltage exposed to the CMC keeps the inductance for a longer duration in a blocking state. Thus, the IC is perfectly shielded from the ESD until the CMC enters the low-resistive saturation mode. Such a prolonged blocking time can be sufficient to keep out the high-current, high-energy IEC peaks in conjunction with a well-designed ESD component.

The paper highlights the benefit of a SEED simulation-based pre-design phase of the more advanced automotive high-speed links. Moreover, the tool allows an appropriate selection of external ESD and passive components to achieve a first-time right system ESD design in compliance with RF signal integrity.

Acknowledgments

The authors would like to thank Shubhankar Marathe for valuable feedback during the paper review process.

References

  1. OPEN Alliance, “IEEE 1000BASE-T1 EMC Test Specification for ESD Devices,” Version 1.0, date 27.10.2017.
  2. IEC 62132-4, “Integrated circuits – Measurement of electromagnetic immunity – Part 1: General conditions and definitions,” Edition 2.0, 2015.
  3. IEC 61000-4-2, Edition. 2.0 Standard, ESD Immunity Test, 2008.
  4. Sergej Bub et al. “Efficient prediction of ESD discharge current according to OPEN Alliance 100BASE-T1 spec using SEED,” ESD Forum, Germany, 2019.
  5. M. Ammer et al, “Characterization and Modeling Common Mode Inductors at High Current Levels for System ESD Simulations,” EOS ESD Symposium, 2019.
  6. S. Mortazavi, “Characterization of Common-Mode Choke for Automotive Ethernet Networking enabling 100 Mbit/s,” Proceeding of International Symposium on Electromagnetic Compatibility, September 2017.
  7. N. K. Kranthi et al. “Insights into the System-Level IEC ESD Failure in High Voltage DeNMOS-SCR for Automotive Applications,” 2020 42nd Annual EOS/ESD Symposium
    (EOS/ESD), 2020, pp. 1–7.
  8. How to Use Picoprobes and Flexible Pitch Probes,” 2021.

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