Inverse conductivity problem for spherical particles

V Mityushev, N Rylko, Z Zhunussova… - Mechanics and Physics of …, 2022 - Elsevier
Randomly distributed nonoverlapping perfectly conducting n spheres of radii rk (k= 1, 2,…,
n) are embedded in a conducting matrix occupying a large ball of the normalized unit radius …

[PDF][PDF] Inverse conductivity problem for spherical particles

V Mityushev, N Rylko, Z Zhunussova… - Mechanics and Physics …, 2022 - researchgate.net
Inverse problems for random composites with nonoverlapping spherical inclusions are of
considerable interest in a number of fields. Detection of locations of inclusions by means of …

Inverse conductivity problem for spherical particles

V Mityushev, N Rylko, Z Zhunussova… - Mechanics and Physics of …, 2022 - elibrary.ru
Randomly distributed nonoverlapping perfectly conducting n spheres of radii rk (k= 1, 2,.…,
n) are embedded in a conducting matrix occupying a large ball of the normalized unit radius …

[引用][C] Inverse conductivity problem for spherical particles

V Mityusheva, N Rylkoa, Z Zhunussovab… - … and Physics of …, 2022 - Academic Press