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The frequency domain approach is based on acoustic theory and uses the transfer matrix technique.
In this work, we have developed an analytical model that uses the transfer matrix method to predict the transmission loss (TL) of a resonator system with a helical side branch duct connected to the main duct.
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This model reduces the numerical calculation time and enables us to use the transfer matrix method to investigate transport in a carbon nanotube (CNT).
This model reduces the numerical calculation time and enables us to use the transfer matrix method to investigate transport in the superlattices.
The simulation study has performed using the transfer matrix method.
The partition function of the lattice path is calculated using the transfer matrix method.
To model the propagation of light in these systems, we used the transfer matrix method [38].
The transmission probability T η σ can be calculated using the transfer matrix technique.
Using the transfer matrix method, the partition function and the subsequent statistical properties are evaluated.
The leakage losses of the modes have been calculated by using the transfer matrix method (TMM).
The reflectance and absorbance of Ag/SiO2 filters are calculated using the transfer matrix method.
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