On-chip interconnect-aware design and modeling methodology, based on high bandwidth transmission line devices

Goren, D.; Zelikson, M.; Gordin, R.; Wagner, Israel A.; Barger, A.; Amir, Ardi; Livshitz, B.; Sherman, Alex; Tretiakov, Y.; Groves, R.; Park, J.; Jordan, D.; Strang, Susan E.; Singh, Raman; Dickey, C.; Harame, D.L.

doi:10.1145/775832.776017

Cited by 19 publications

(3 citation statements)

References 3 publications

Supporting

Mentioning

Contrasting

Unclassified

Order By: Relevance

“…Various interconnects modeling approaches have been reported. [3][4][5][6] An analytical approach has been used by considering only part of the high-frequency effects, and was verified up to relative low frequencies. 3) In addition, several semi-analytical interconnect models were developed for a better agreement with the simulated 4) or the measured results.…”

Section: Introductionmentioning

confidence: 99%

“…[3][4][5][6] An analytical approach has been used by considering only part of the high-frequency effects, and was verified up to relative low frequencies. 3) In addition, several semi-analytical interconnect models were developed for a better agreement with the simulated 4) or the measured results. 5,6) In this study, a simple approach with multi-section resistor-inductorconductor-capacitor (RLGC) elements, but fully physicalbased and scalable, is proposed and verified up to 110 GHz.…”

Section: Introductionmentioning

confidence: 99%

See 1 more Smart Citation

Fully Analytical Modeling of Cu Interconnects up to 110 GHz

Jin

Hsu

Yeh

et al. 2008

jjap

View full text Add to dashboard Cite

The Euclidean quantum amplitude to go between data specified on an initial and a final hypersurface may be approximated by the tree amplitudewhere I classical is the Euclidean action of the classical solution joining the initial and final data. In certain cases the tree amplitude is exact. We study I classical , and hence the quantum amplitude, in the case of a spherically symmetric Riemannian gravitational field coupled to a spherically symmetric scalar field. The classical scalar field obeys an elliptic equation, which we solve using relaxation techniques, in conjunction with the field equations giving the gravitational field. An example of the transition from linearity to nonlinearity is presented and power-law behaviour of the action is demonstrated.

show abstract

Section: Introductionmentioning

confidence: 99%

Section: Introductionmentioning

confidence: 99%

Fully Analytical Modeling of Cu Interconnects up to 110 GHz

Jin

Hsu

Yeh

et al. 2008

jjap

View full text Add to dashboard Cite

show abstract

“…1, ε δηαθνξηθή γξακκή κεηαθνξάο ζπιιέθηε ζπλδέεηαη κε ηε δηαθνξηθή γξακκή κεηαθνξάο βάζεο κε ηελ αξσγή ππθλσηώλ δεύμεο. Έρνληαο σο ζηόρν ηελ Σρεηηθά κε ηηο θπξηώζεηο (bends) ησλ γξακκώλ κεηαθνξάο, έρεη απνδεηρζεί όηη ε κεηάδνζε ζήκαηνο παξακέλεη αλεπεξέαζηε από ηέηνηνπ είδνπο αζπλέρεηεο[86], επεηδή νη δηαζηάζεηο ηνπο είλαη ακειεηέεο ζε ζρέζε κε ην κήθνο θύκαηνο ησλ ζεκάησλ πνπ δηαδίδνληαη κέζα από απηέο. Γη' απηό θπξηώζεηο ησλ 45° θαη 90° δελ κήθε ησλ γξακκώλ κεηαθνξάο κε ην κέγεζνο ηνπ εληζρπηηθνύ ζηαδίνπ.…”

unclassified