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characterization, modeling, and design of esd protection circuits

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2.4. Dependence <strong>of</strong> Critical MOSFET I-V Parameters on Process <strong>and</strong> Layout 45<br />

effects <strong>of</strong> these parameters on ESD circuit robustness. Before further discussing these<br />

effects <strong>and</strong> defining a circuit <strong>design</strong> strategy, we will look at the dependence <strong>of</strong> Vbd , Vt1 ,<br />

It1 , Vsb , Rsb , Vt2 , <strong>and</strong> It2 (all defined in Fig. 2.6) on several process <strong>and</strong> layout parameters.<br />

The time to trigger, t1 , <strong>and</strong> the time to second breakdown, t2 , are also important<br />

parameters, but they are really more a function <strong>of</strong> the incoming pulse pr<strong>of</strong>ile. As noted<br />

before, t1 decreases as the pulse ramp rate increases, while t2 decreases as the power in the<br />

pulse increases. Given a fixed input pulse, a reduction in Vt1 <strong>and</strong>/or It1 implies a reduction<br />

in t1 . The effects <strong>of</strong> process <strong>and</strong> layout parameters on the critical MOS parameters are<br />

discussed below <strong>and</strong> summarized in Table 2.1. Note that in this discussion the snapback<br />

voltage, Vsb , will be defined as the minimum voltage after the device is triggered rather<br />

than the value extrapolated from the snapback region back to the x-axis as in Fig. 2.6. This<br />

is done because the extrapolated Vsb depends not only on the minimum voltage in the<br />

snapback region but also on the snapback resistance.<br />

• Gate length -- Since the gate length, L, is effectively the base width <strong>of</strong> the parasitic<br />

bipolar transistor, it has a strong effect on the I-V curve. As mentioned in Section 2.2.1,<br />

the ratio <strong>of</strong> the breakdown voltage to the snapback voltage is β 1/n , the current gain <strong>of</strong><br />

the bipolar transistor raised to some power. The breakdown voltage should be determined<br />

only by the drain-substrate junction pr<strong>of</strong>ile <strong>and</strong> thus be constant vs. gate length,<br />

unless the gate length is so short that punchthrough occurs before avalanche breakdown.<br />

To first order, , so Vsb should be proportional to L 2/n β 1 L , assuming no<br />

potential drops outside <strong>of</strong> the intrinsic device. For a typical experimental value <strong>of</strong> n =<br />

5.5, doubling the gate length should increase Vsb by 29%. Rsb is higher for a longer<br />

channel, but this dependence may not be detectable since the series resistance due to<br />

the contact-to-gate spacing is usually dominant. Vt1 <strong>and</strong> It1 , <strong>and</strong> thus the turn-on time,<br />

also increase with L because the diffusion <strong>of</strong> holes to the source which triggers snapback<br />

becomes less efficient <strong>and</strong> more impact ionization must be provided by increased<br />

current <strong>and</strong> electric field. Finally, It2 should increase with gate length because there is a<br />

larger area over which heat generated in the drain depletion region can dissipate. This is<br />

in agreement with the 3D thermal box model.<br />

2<br />

∝<br />

⁄<br />

• Gate width -- If a MOS transistor is operating uniformly over its entire width, W, then<br />

the current parameters It1 <strong>and</strong> It2 should scale directly with device width. This means<br />

more current is needed to turn on the device, but it also means the device should be<br />

more robust since the width <strong>of</strong> the box in the 3D thermal model is larger. The voltage

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