1998
DOI: 10.1006/ofte.1998.0264
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Single-Mode Optical Fiber Microbend Loss Modeling Using the Finite Difference Beam Propagation Method

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Cited by 8 publications
(3 citation statements)
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“…Numerical solution of microbending loss is a good way of estimating the microbending loss of optical fibres with arbitrary refractive index profiles. Several numerical investigations of microbending loss have been reported [10][11][12], which, however, only considered an optical fibre with microbends at a constant bending radius. In practice, since the random perturbations of an optical fibre with microbending contain high-frequency components, a more precise model of microbending is particularly important.…”
Section: Introductionmentioning
confidence: 99%
“…Numerical solution of microbending loss is a good way of estimating the microbending loss of optical fibres with arbitrary refractive index profiles. Several numerical investigations of microbending loss have been reported [10][11][12], which, however, only considered an optical fibre with microbends at a constant bending radius. In practice, since the random perturbations of an optical fibre with microbending contain high-frequency components, a more precise model of microbending is particularly important.…”
Section: Introductionmentioning
confidence: 99%
“…Se supone una configuración simétrica, lo que significa que ambos extremos están a la misma altura y hay un ancho a entre ellos, y donde ρ es la densidad del cable. Una ecuación típica para una catenaria es (Jones, et al, 1998…”
Section: Cálculo De La Pmd Por Estrés De Combado De La Catenaria En Cables De Fibra Aéreosunclassified
“…Empleando la aproximación sinusoidal, así como el utilizado en (Jones, et al, 1998) será posible normalizar en diferentes secciones de longitud, como se muestra en la Figura 3.16, y luego usar la simulación más factible para las secciones aéreas de fibra y calcular los efectos de flexión.…”
Section: Cálculo De La Pmd Por Estrés De Combado De La Catenaria En Cables De Fibra Aéreosunclassified