Information about the maximal currents and maximal currentnderivatives is required to be able to estimate and limit resistive andninductive voltage drops in the on-chip power/ground wires and thenbonding wires. After rigorously defining the required information in annoriginal way, a linear-complexity pattern-independent method for itsncomputation is proposed. The concept of an activity waveform wasnintroduced, which allowed the translation of the overall problem intonproblems for the subnetworks. The landing of a subnetwork was thenndiscussed. A comparison with the simulation of random input-patterns hasnshown the applicability of the proposed method for real-life VLSInbuilding blocks of up to 15 K transistors. In addition, it has beennshown that the Imax(t) and I'max(t) estimates are for these examples anfactor of two to five better than the estimates used in industrialnpractice
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