TMI Watch IEEE Transactions on Medical Imaging metadata monitor

Volume 15, Issue 3

3 articles collected from IEEE Xplore web pages.

Latest update 2026/06/07 08:59
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F. Kallel, M. Bertrand

Body Part 身体部位
Pending
Modality 模态
Pending
Abstract / 摘要
English

A new method to reconstruct the elastic modulus of soft tissue subjected to an external static compression is presented. In this approach the Newton-Raphson method is used to vary a finite element (FE) model of the elasticity equations to fit, in a least squared sense, a set of axial tissue displacement fields estimated using a correlation technique applied to ultrasound signals. The ill-condition...

中文

中文摘要翻译待生成

Author Info / 作者信息
F. Kallel Affiliation not provided by IEEE Xplore 机构中文翻译待生成或 IEEE 未提供机构
M. Bertrand Affiliation not provided by IEEE Xplore 机构中文翻译待生成或 IEEE 未提供机构

C.R. Crawford, K.F. King, C.J. Ritchie, J.D. Godwin

Body Part 身体部位
Pending
Modality 模态
Pending
Abstract / 摘要
English

Respiratory motion during the collection of computed tomography (CT) projections generates structured artifacts and a loss of resolution that can render the scans unusable. This motion is problematic in scans of those patients who cannot suspend respiration, such as the very young or intubated patients. Here, the authors present an algorithm that can be used to reduce motion artifacts in CT scans ...

中文

中文摘要翻译待生成

Author Info / 作者信息
C.R. Crawford Affiliation not provided by IEEE Xplore 机构中文翻译待生成或 IEEE 未提供机构
K.F. King Affiliation not provided by IEEE Xplore 机构中文翻译待生成或 IEEE 未提供机构
C.J. Ritchie Affiliation not provided by IEEE Xplore 机构中文翻译待生成或 IEEE 未提供机构
J.D. Godwin Affiliation not provided by IEEE Xplore 机构中文翻译待生成或 IEEE 未提供机构

C.R. Appledorn

Body Part 身体部位
Pending
Modality 模态
Pending
Abstract / 摘要
English

A new class of interpolation kernels that are locally compact in signal space and "almost band-limited" in Fourier space is presented. The kernels are easy to calculate and lend themselves to problems in which the kernels must be analytically manipulated with other operations or operators such as convolutions and projection integrals. The interpolation kernels are comprised of a linear sum of a Ga...

中文

中文摘要翻译待生成

Author Info / 作者信息
C.R. Appledorn Affiliation not provided by IEEE Xplore 机构中文翻译待生成或 IEEE 未提供机构
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