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characterization, modeling, and design of esd protection circuits

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1.5. Design Methodology 11<br />

process. After calibration <strong>of</strong> the 2D device models, a circuit’s susceptibility to dielectric<br />

breakdown can be studied by monitoring the peak electric field in the gate oxide <strong>of</strong> the<br />

MOSFET being protected (or <strong>of</strong> the MOSFET in the <strong>protection</strong> circuit) during a<br />

simulation. Analysis <strong>of</strong> hot-carrier injection or non-catastrophic localized heating during a<br />

simulated ESD stress may be correlated to low-level leakage (the latter phenomenon has<br />

been addressed in [4]). Simulations <strong>of</strong> TLP experiments can be used to predict the critical<br />

parameters <strong>of</strong> a transient I-V curve (breakdown voltage, snapback voltage, etc.) as well as<br />

a power-to-failure vs. time-to-failure curve. Ultimately, 2D device simulation should be<br />

used as a <strong>design</strong> tool to optimize the layout parameters <strong>of</strong> a <strong>protection</strong> circuit for ESD<br />

robustness for a given CMOS process.<br />

1.5 Design Methodology<br />

Another approach to <strong>design</strong>ing <strong>and</strong> optimizing <strong>protection</strong> <strong>circuits</strong> is to create models for<br />

transient I-V <strong>and</strong> failure parameters using statistical <strong>design</strong> <strong>of</strong> experiments. By<br />

characterizing a set <strong>of</strong> <strong>protection</strong> transistors with variations in layout, models can be<br />

developed to describe the TLP I-V parameters, TLP withst<strong>and</strong> current, <strong>and</strong> HBM<br />

withst<strong>and</strong> voltage as functions <strong>of</strong> transistor width, gate length, contact-to-gate spacing,<br />

number <strong>of</strong> poly-gate fingers, <strong>and</strong> other layout parameters. (The withst<strong>and</strong> current or<br />

voltage is defined as the maximum TLP current or HBM voltage, respectively, a structure<br />

can withst<strong>and</strong> without incurring damage. Thus, the withst<strong>and</strong> level is always slightly<br />

lower than the failure level.) A statistical <strong>design</strong>-<strong>of</strong>-experiments program is useful for<br />

determining the minimum number <strong>of</strong> test structures needed <strong>and</strong> for extracting the model<br />

equations. Once models are developed for a given technology, the performance <strong>of</strong> any<br />

ESD circuit <strong>design</strong>ed in that technology can be determined.<br />

In Chapter 5 the <strong>design</strong>-<strong>of</strong>-experiments <strong>modeling</strong> approach is presented as the basis <strong>of</strong> a<br />

complete integrated-circuit ESD <strong>design</strong> methodology. Second-order linear models are<br />

used to relate the I-V <strong>and</strong> withst<strong>and</strong> parameters (responses) to transistor layout parameters<br />

(factors). Other key parts <strong>of</strong> the methodology which are addressed include establishing a<br />

correlation between TLP withst<strong>and</strong> current <strong>and</strong> HBM withst<strong>and</strong> voltage <strong>and</strong> identifying an<br />

integrated circuit’s potential ESD discharge paths. An analysis <strong>of</strong> measured ESD<br />

<strong>protection</strong> levels for a 0.35µm-technology SRAM circuit verifies that the methodology<br />

can achieve quantitative predicition <strong>of</strong> ESD performance. Chapter 5 also discusses how<br />

the second-order linear models may be used for <strong>protection</strong>-transistor optimization.

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