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The simplified energy balance method is shown to be a viable tool for system-level analysis of the aftertreatment performance.
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The method is shown to provide effective balancing under hitherto unconsidered practical conditions.
This method is shown to provide a good balance between controlling grid orthogonality and cell aspect ratio.
The proposed method is shown to be capable of generating a mesh with a good balance of orthogonality and smoothness in the entire domain.
The overlap method is shown here.
It is shown that a qualitative failure of the harmonic balance method is neither restricted to a first approximation nor to the systems having an asymmetric potential well.
Previous study has shown that aliasing can occur when the high dimensional harmonic balance method is used to solve systems that contain nonlinearities.
The harmonic balance method is used to analyze the system.
The Energy Balance method is used to derive analytical results.
An indirect multi-term harmonic balance method is then proposed.
Here, procedure isotope mass balance method is dealt briefly.
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