1. IntroductionWith the continuing development of Si technology, the feature size of semiconductors is decreasing, which implies that the possibility of damage from electrostatic discharge (ESD) is becoming increasingly serious. Conventional ESD devices such as diodes or gate grounded N-channel metal oxide semiconductors (GGNMOS) also consume a relatively large silicon area because of their low current capability. Among ESD devices, the low voltage trigger silicon controlled rectifier (LVTSCR) has been considered as an on-chip ESD protection structure because of its lower on-state resistor, high current capability, and low trigger voltage (. When the chip is powered off, the SCR has the strongest ESD robustness in the smallest layout area.[1] However, particularly for the case of a supply clamp, the low will prevent the structure from turning off after the ESD pulse. The transient-induced latch-up effect is a fatal defect, which affects the reliability of ICs. Moreover, the error triggered by the noises[2] also affects the stability of the IC. If the of the SCR is higher than the normal supply voltage, it will be free of such issues.[2] The methods to improve the of SCRs have motivated many research teams.[3–17] One method is the segmented technique, which was proposed in Refs. [3] and [14] to reduce the emitter injection efficiency. The can be adjusted by optimizing the N+/P+ ratio. However, the is decreased, because the higher leads to a higher generation of heat under the same current distribution. The stacking technique was proposed in Refs. [6] and [8]. It can improve the linearly by increasing the number of unit devices. However, it not only needs a trigger circuit to ensure an acceptable but also requires more stacking units to achieve a higher . The huge chip area occupation makes it unsuitable for use in high voltage ICs. The emitter voltage clamp is a good way to improve the without additional masks under the same technological processes.[5] However, the non-adjustability of is a limitation.
In this paper, a novel high SCR, which features a long N+ (LN+) layer and a long P+ (LP+) layer is proposed. In the low condition, the LN+ layer and the LP+ layer form two high concentration base regions of parasitic NPN and PNP, which decrease the current gain of SCR2 to improve the . In the high condition, the low current gain of SCR2 restrains the surface current and extends the ESD path of SCR1, which induces the second snapback with high . As the deeper current path avoids surface current crowding, a strong ESD robustness can be obtained. Moreover, the device is entirely compatible with the technology of LVTSCRs without additional masks or process steps.
3. Results and discussionTo discuss the I–V characteristics, ESD-induced latch-up effect, and the pulse performance, the direct current (DC), dynamic TLP-like (transmission line pulse-like), and TLP multiple-pulse simulations[18–20] have been used. Figure 2 shows the dynamic TLP-like simulation and TLP multiple-pulse simulation circuit. Dynamic TLP-like simulation means a voltage pulse, which is like a TLP pulse, is applied to the anode of an LVTSCR or proposed SCR through a resistor with the anode DC voltage ( equal to VDD, then a -time curve, which contains the latch-up information, can be obtained. The TLP multiple-pulse simulation is similar to the actual TLP test: a series of current pulses with increasing amplitude, 10 ns of rise time, 100 ns of duration time, and 10 ns of fall time are applied to both ends of an LVTSCR or proposed SCR. Then, a series of voltage pulses can be obtained. Each current pulse and the average of 70–90% of the corresponding voltage will constitute a point on the TLP I–V curve. By linking the series of points with a line, the TLP I–V curve will be achieved. The main parameters of the proposed SCR are listed in Table 1.
Table 1.
Table 1.
| Table 1.
The main parameters of the proposed SCR.
. |
The DC simulation results of the LVTSCR and proposed SCR with and are shown in Fig. 3. The of the LVTSCR is 1.3 V and that of the proposed SCR is 7.4 V. In the low condition, the SCR1 and SCR2 are triggered together, which need a high holding voltage () to maintain the two ESD paths. As the increases to second holding current (, the SCR2 has been turned off. At this time, the SCR1 is the main path to discharge the . Because the SCR1 has the longer current path, the second holding voltage ( will be decreased from 15 V ( to 7.4 V instead of 1.3 V. Meanwhile, the of the proposed SCR is still close to that of the LVTSCR.
According to the above theories, the of the proposed SCR can be adjusted by changing L1 and L3. Under smaller L1 or L3, more holes (electrons) are injected into the LN+ layer (LP+ layer), which will induce a higher . In addition, the longer ESD current path and the higher can be obtained by decreasing L1 or L3. Figure 4 shows the snapback I–V curves with various L1 and L3. These results prove the double snapback characteristic. The highest of 14.6 V and of 16.2 V with and are obtained. When , : it increases up to 12.9 V when L1 and L3 decrease to 0.1 . When L1 is fixed, the will decrease with the increase in L3. Moreover, the double snapback characteristic of the proposed SCR with will disappear because increases up to a high value, which is close to , due to the longer ESD path. The is less sensitive to L1 and L3.
The TLP multiple-pulse simulation has been used to analyse the pulse snapback characteristics of the LVTSCR and proposed SCR with L1 and L3 increasing from 0.1 to . Figures 5(a) and 5(b) show the voltage response of the LVTSCR and TLP I–V curves of all SCRs when the width of the device is . The of the LVTSCR is only 1.9 V, which is far less than the highest of 12.5 V with . The will decrease to 11 V with L1 and L3 increasing from to . Meanwhile, the double snapbacks characteristic also occurs in the devices with and . The TLP multiple-pulse simulation shows the same trends as the DC simulation.
Figure 5(b) shows the of the proposed SCRs have some decreases, which are ascribed to the high concentration of the LP+ layer. The LP+ layer obstructs the depletion region extension and reduces the breakdown voltage (BV). The simulated depletion regions are shown in Figs. 5(c) and 5(d). Figure 5(c) shows that the depletion region of the proposed SCR is obstructed on the left edge of the LP+. The avalanche breakdown of the PN junction which is formed by the LN+, P-sub, and LP+ in the proposed SCR happens easier than that of the LVTSCR, which induces the reduction.
In order to analyse the transient-induced latch-up issue during normal operation, a dynamic TLP-like simulation circuit has been used. The time-domain results are shown in Fig. 6. After transient triggering, the latch-up effect may happen in the LVTSCR. The voltage is clamped down to V and the latch-up current ( is 0.17 A. In contrast, the voltage of the proposed SCR is still kept at 7 V, and the is 0 A after the same transient pulse during normal operation in the 7 V circuit. These results prove that the proposed SCR is a high latch-up-free device for 7 V circuit ESD applications.
The maximum failure power dissipation of the ESD device can be given by Eq. (1). The higher will cause a higher power dissipation, which leads to the lower . Therefore, the proposed SCR with V (, ) is the best choice to alleviate the contradiction between and in the 7 V circuit. Moreover, the hot area which is formed by current crowding on the right edge of the anode P+ region further causes the decrease in . The deeper current instead of a surface current can restrain the hot area forming and improve . The proposed SCR has a deeper ESD path, which will induce the lower surface temperature. Hence, it is very suitable as a device for a high level of ESD protection
Figure
7 shows the detailed current distributions of the proposed SCR with
,
under various
. After the proposed SCR is triggered, the majority of the current is discharged through the SCR2 path because of the lower resistance of the LN+ and LP+ regions (see Fig.
7(a)). However, the lower current gain of SCR2 causes the higher
, which induces the higher initial surface temperature than for the LVTSCR. With the increase in
, figure
7(b) shows the partial current path will gradually transfer to the inner SCR1 because of its high current gain and the lower
. The holding voltage of the device is decreasing. The total temperature will be endured by the surface lattice and inner lattice, which reduces the surface temperature rising speed. In the high
condition, the simulation shows that all
will pass through the inner SCR1 (see Fig.
7(c)). The holding voltage of the device has to drop to
. The majority of the temperature is endured by the inner lattice, which further reduces the surface lattice temperature, so the higher
can be obtained. Meanwhile, the longer current path makes the
still higher than the supply power voltage to avoid the latch-up effect. Figure
7(d) also shows the current distribution of the LVTSCR under the same
. The surface current will increase the surface temperature and form a hot area, which is bad for its ESD robustness. Figures
8(a) and
8(b) show the temperature variation conditions of the two devices. The LVTSCR has a lower surface temperature than the proposed SCR in the low current condition (
) because of its lower
(1.3 V) than
(15 V). However, the proposed SCR also has a high
because the LN+ and LP+ optimize the current distribution (see Fig.
7(c)) in the high current condition (
). The simulated
of the proposed SCR with
and
is 14.7 mA/
, which is even higher than that of the LVTSCR (13.6 mA/
). Although the LVTSCR has a lower
than that of the proposed SCR, figure
8(c) proves that the
of the LVTSCR has a faster rising speed than the proposed SCR with the current increasing. Figure
8(c) can be explained by the above analysis. The proposed SCR has a higher initial surface temperature than that of the LVTSCR under
. As the current transfers into the deeper body, the rising speed of the surface temperature is slowed down, which induces the higher
the proposed SCR has under
K. Equation (
1) indicates that the
limitation causes the contradiction between
and
. The increase of
can not only improve the ESD robustness, but also enhance the
to avoid the latch-up effect. Figure
8(d) shows the on-state ESD
limitation curves based on the simulated data above. The proposed SCR with
,
can achieve a
of
, which is higher than that of the LVTSCR (
) by about 6.15 times.
The concerned parameters are contrasted in Table 2. According to the data in Table 2, the compared SCR with , has the higher . The of 7.4 V can avoid the transient-induced latch-up effect in the 7 V circuit. Moreover, the of the compared SCR is 16.1 V, which provides the same trigger speed as the LVTSCR. The higher () is also obtained in the compared SCR. The comparison of the results shows that the compared SCR is more suitable than the LVTSCR to be used in latch-up-free robustness ESD application.
Table 2.
Table 2.
| Table 2.
The parameters comparison between LVTSCR and proposed SCR.
. |