Results 21 to 30 of about 83,338 (291)
Using inverse Laplace transform in positronium lifetime imaging
Positronium (Ps) lifetime imaging is gaining attention to bring out additional biomedical information from positron emission tomography (PET). The lifetime of Ps in vivo can change depending on the physical and chemical environments related to some ...
K. Shibuya +3 more
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Application of the Efros Theorem to the Function Represented by the Inverse Laplace Transform of s-μ exp(-sν) [PDF]
Using a special case of the Efros theorem which was derived by Wlodarski, and operational calculus, it was possible to derive many infinite integrals, finite integrals and integral identities for the function represented by the inverse Laplace transform.
Alexander Apelblatt, F. Mainardi
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The general expression is derived for the Laplace transform of the time-dependent transient electrophoretic mobility (with respect to time) of a spherical colloidal particle when a step electric field is applied.
Hiroyuki Ohshima
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Existence and Uniqueness Study of the Conformable Laplace Transform
This paper tackles the topic of conformable Laplace transform. The authors aim at discussing its existence by exploring and providing the kind of functions that possess a conformable Laplace transform.
Jihad Younis +4 more
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Motivated from studies on anomalous relaxation and diffusion, we show that the memory function M(t) of complex materials, that their creep compliance follows a power law, J(t)∼tq with q∈R+, is proportional to the fractional derivative of the Dirac delta ...
N. Makris
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A Semi-Analytical Solution of Inverse Laplace Transform
We propose a general method for constructing the semi-analytical solution of the inverse Laplace transform, realized through the powerful exponential approximation invented by Wang et al. in 1993.
Shuang Luo, Fu-yao Zhao
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Analysis of Particulate Systems with Numerical Inverse Laplace Transform [PDF]
The technique of numerical inversion of the Laplace transform is applied to solve the population balance equation (PBE). The model considers the dispersed phase systems in which nucleation and heterogeneous condensation are present. The studied phenomena
Clauderino Batista +4 more
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Unique identification of fractional orders in the fractional mobile–immobile solute transport system
This article deals with a fractional mobile–immobile solute transport system in porous media and an inverse problem of identifying the fractional orders by the additional measurements at one interior point.
Gongsheng Li +3 more
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A novel computational technique is proposed for heat conduction analysis. The heat transfer equation is expanded in the complex frequency domain and solved using the finite difference method (FDM).
S. Kishimoto, Shohei Nishino, S. Ohnuki
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