1986
DOI: 10.3208/sandf1972.26.3_169
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An Integrated Finite Difference Method for Seepage Analysis in Anisotropic Aquifer

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Cited by 2 publications
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“…FVM realizes a low computational load and is advantageous in that it can stably solve diŠerential equations with advective terms. As for computational studies on geotechnical problems, Nishigaki et al (1986) applied FVM to a saturated-unsaturated seepage analysis, although they described the method as an`Integrated Finite DiŠerence Method (IFDM)', and Fujisawa et al (2010) have used the method to solve the advection equation of eroded soil particles migrating within soils. Rapid advancements are being made with FVM and its potential for use in geotechnical applications is expected to be soon realized.…”
Section: Mesh-free Methods Sph Finite Volume Methods and So Onmentioning
confidence: 99%
“…FVM realizes a low computational load and is advantageous in that it can stably solve diŠerential equations with advective terms. As for computational studies on geotechnical problems, Nishigaki et al (1986) applied FVM to a saturated-unsaturated seepage analysis, although they described the method as an`Integrated Finite DiŠerence Method (IFDM)', and Fujisawa et al (2010) have used the method to solve the advection equation of eroded soil particles migrating within soils. Rapid advancements are being made with FVM and its potential for use in geotechnical applications is expected to be soon realized.…”
Section: Mesh-free Methods Sph Finite Volume Methods and So Onmentioning
confidence: 99%