Saddle point method for transient processes in waveguides
A modification of the saddle point method is proposed for computation of non-stationary wave processes (pulses) in waveguides. The dispersion diagram of the waveguide is continued analytically. A set of possible saddle points on the dispersion diagram is introduced. A method of checking whether the...
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| creator | Shanin, A. V Korolkov, A. I Kniazeva, K. S |
| description | A modification of the saddle point method is proposed for computation of
non-stationary wave processes (pulses) in waveguides. The dispersion diagram of
the waveguide is continued analytically. A set of possible saddle points on the
dispersion diagram is introduced. A method of checking whether the particular
saddle points contribute terms to the field decomposition is proposed. A
classification of the waveguides based on the topology of the set of possible
saddle points is outlined. |
| doi_str_mv | 10.48550/arxiv.2103.06537 |
| format | Article |
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non-stationary wave processes (pulses) in waveguides. The dispersion diagram of
the waveguide is continued analytically. A set of possible saddle points on the
dispersion diagram is introduced. A method of checking whether the particular
saddle points contribute terms to the field decomposition is proposed. A
classification of the waveguides based on the topology of the set of possible
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non-stationary wave processes (pulses) in waveguides. The dispersion diagram of
the waveguide is continued analytically. A set of possible saddle points on the
dispersion diagram is introduced. A method of checking whether the particular
saddle points contribute terms to the field decomposition is proposed. A
classification of the waveguides based on the topology of the set of possible
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non-stationary wave processes (pulses) in waveguides. The dispersion diagram of
the waveguide is continued analytically. A set of possible saddle points on the
dispersion diagram is introduced. A method of checking whether the particular
saddle points contribute terms to the field decomposition is proposed. A
classification of the waveguides based on the topology of the set of possible
saddle points is outlined.</abstract><doi>10.48550/arxiv.2103.06537</doi><oa>free_for_read</oa></addata></record> |
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| subjects | Physics - Computational Physics Physics - Optics |
| title | Saddle point method for transient processes in waveguides |
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