2017
DOI: 10.1130/ges01421.1
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Toolbox for Analysis of Flexural Isostasy (TAFI)—A MATLAB toolbox for modeling flexural deformation of the lithosphere

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Cited by 12 publications
(11 citation statements)
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“…TAFI is a suite of tools for the MATLAB computing platform that supports forward modelling of flexural subsidence and uplift of the lithosphere in response to tectonic loading. The TAFI provides an easy‐to‐use interactive tool to model isostatic deformation of the lithosphere as flexural bending of an elastic plate and the details of the tool can be referred to Jha, Harry, and Schutt (2017). Following the idea that Te can be recovered best using gravity anomaly and across‐trench profiles used for flexural modelling test are at least 750 km long (Hunter & Watts, 2016), we adopted the EGM2008 free‐air gravity anomaly data to analyse the flexural deformation of the subducting Pacific Plate along three across‐trench profiles length of over 800 km (Figure 9).…”
Section: Discussionmentioning
confidence: 99%
“…TAFI is a suite of tools for the MATLAB computing platform that supports forward modelling of flexural subsidence and uplift of the lithosphere in response to tectonic loading. The TAFI provides an easy‐to‐use interactive tool to model isostatic deformation of the lithosphere as flexural bending of an elastic plate and the details of the tool can be referred to Jha, Harry, and Schutt (2017). Following the idea that Te can be recovered best using gravity anomaly and across‐trench profiles used for flexural modelling test are at least 750 km long (Hunter & Watts, 2016), we adopted the EGM2008 free‐air gravity anomaly data to analyse the flexural deformation of the subducting Pacific Plate along three across‐trench profiles length of over 800 km (Figure 9).…”
Section: Discussionmentioning
confidence: 99%
“…gflex, Wickert, 2016) whereas other numerical methods use the superposition of local solutions to point loads in in the wavenumber domain (e.g. Green's functions, TAFI v1.0, Jha et al, 2017), or in the spectral domain (Wienecke et al, 2007), for example. These use biharmonic equation for plate flexure with uniform elastic properties.…”
Section: Flexural Compensationmentioning
confidence: 99%
“…Layout is from PALEOSTRIP Plot GUI. Comparison of backtracked basement depths for different but spatially uniform lithospheric elastic thicknesses (Te): b. between PA-LEOSTRIP finite difference isostasy and Flex-Decomp(Kusznir et al, 1995) Fast Fourier Transform (wavenumber-based) isostasy model; c. between PALEOSTRIP finite difference isostasy and TAFI(Jha et al, 2017) Green's function spectral isostasy model; d. Same as b. but accounting for thermal subsidence correction using an age of Rift = 85 Ma and a uniform β = 2.…”
mentioning
confidence: 99%
“…gflex, Wickert, 2016), whereas other numerical methods use the superposition of local solutions to point loads in the wavenumber domain (e.g. Green's functions, TAFI v1.0, Jha et al, 2017) or in the spectral domain (Wienecke et al, 2007), for example. These use biharmonic equation for plate flexure with uniform elastic properties.…”
Section: Flexural Compensationmentioning
confidence: 99%
“…4a). We also compare PALEOSTRIP backtracked results with those using the analytic solution from TAFI v1.0 (Jha et al, 2017) and implemented within PALEOSTRIP for the need of comparison (Fig. 6c).…”
Section: Paleostrip Validationmentioning
confidence: 99%