What question did this study set out to answer?

To develop a self-consistent simulation framework for mixed optical and electrical circuits using a modified nodal analysis approach.

August 3, 2010IEEE Transactions on Advanced Packaging

Self-Consistent Simulation of Opto-Electronic Circuits Using a Modified Nodal Analysis Formulation

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To develop a self-consistent simulation framework for mixed optical and electrical circuits using a modified nodal analysis approach.
Formulated an optical node tracking signal magnitude and phase using forward and reverse propagating complex envelopes within a modified nodal analysis framework.
Developed device models for semiconductor lasers, photodiodes, multimode fibers, and optical connectors capable of supporting multiple carrier frequencies.
Evaluated numerical benchmarks including a multimode fiber optical link, a laser array, and a feedback-controlled laser link with electro-absorption modulation against commercial simulators.
Enabled rapid, self-consistent simulation of optoelectronic systems containing large optical delays and optical interference phenomena.
Successfully modeled multi-channel optical systems across different carrier frequencies while closely matching the performance outputs of commercial circuit simulators.

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Implication

Simulation study demonstrates self-consistent circuit simulation in integrated optoelectronic systems, highlighting rapid evaluation of optical delays and interference effects.

Cite This Study

Gunupudi et al. (2010) studied this question.

synapsesocial.com/papers/6a1559be814bf8ec9a4e73f7 https://doi.org/10.1109/tadvp.2010.2054089

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Implication

Simulation study demonstrates self-consistent circuit simulation in integrated optoelectronic systems, highlighting rapid evaluation of optical delays and interference effects.

Self-Consistent Simulation of Opto-Electronic Circuits Using a Modified Nodal Analysis Formulation

Key Points

Discussion

Implication

Cite This Study

Self-Consistent Simulation of Opto-Electronic Circuits Using a Modified Nodal Analysis Formulation

Key Points

Discussion

Implication

Cite This Study

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