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Journal ArticleDOI

Three-Dimensional Ultrasound Imaging

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TLDR
A review article describes the developments of a number of 3D ultrasound imaging systems using mechanical, free-hand and 2D array scanning techniques and the sources of errors in the reconstruction techniques as well as formulae relating design specification to geometric errors.
Abstract
Ultrasound is an inexpensive and widely used imaging modality for the diagnosis and staging of a number of diseases. In the past two decades, it has benefited from major advances in technology and has become an indispensable imaging modality, due to its flexibility and non-invasive character. In the last decade, research investigators and commercial companies have further advanced ultrasound imaging with the development of 3D ultrasound. This new imaging approach is rapidly achieving widespread use with numerous applications. The major reason for the increase in the use of 3D ultrasound is related to the limitations of 2D viewing of 3D anatomy, using conventional ultrasound. This occurs because: (a) Conventional ultrasound images are 2D, yet the anatomy is 3D, hence the diagnostician must integrate multiple images in his mind. This practice is inefficient, and may lead to variability and incorrect diagnoses. (b) The 2D ultrasound image represents a thin plane at some arbitrary angle in the body. It is difficult to localize the image plane and reproduce it at a later time for follow-up studies. In this review article we describe how 3D ultrasound imaging overcomes these limitations. Specifically, we describe the developments of a number of 3D ultrasound imaging systems using mechanical, free-hand and 2D array scanning techniques. Reconstruction and viewing methods of the 3D images are described with specific examples. Since 3D ultrasound is used to quantify the volume of organs and pathology, the sources of errors in the reconstruction techniques as well as formulae relating design specification to geometric errors are provided. Finally, methods to measure organ volume from the 3D ultrasound images and sources of errors are described.

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Citations
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Journal ArticleDOI

Confhusius: A robust and fully automatic calibration method for 3D freehand ultrasound

TL;DR: A robust and fully automatic calibration method based on the Hough transform and robust estimators is proposed for calibration of three-dimensional (3D) freehand ultrasound called Confhusius (CalibratiON for FreeHand UltraSound Imaging USage).
Book ChapterDOI

State of the Art of Level Set Methods in Segmentation and Registration of Medical Imaging Modalities

TL;DR: This work states that in situations where the initial model and desired object boundary differ greatly in size and shape, the model must be reparameterized dynamically to faithfully recover the object boundary, parametric deformable models have two main limitations.
Journal ArticleDOI

A 3D ultrasound scanning system for image guided liver interventions.

TL;DR: A novel system with hybrid scanning motions for large field-of-view 3D abdominal imaging has been developed and validated and has potential to be integrated with other liver procedures and has application in other abdominal organs such as kidneys, spleen, or adrenals.
Journal ArticleDOI

Rapid registration for wide field of view freehand three-dimensional ultrasound

TL;DR: This paper presents an alternative registration technique, where the warp's degrees of freedom are carefully linked to the mechanics of the freehand scanning process, which reveals a registration precision of a few pixels with comparatively little computational load.
Journal ArticleDOI

Experimental 3-D Ultrasound Imaging with 2-D Sparse Arrays using Focused and Diverging Waves

TL;DR: This paper compares the performance of a fully wired 1024-element (32 × 32) array to that of a 256-element random and of an “optimized” 2-D sparse array, in both focused and compounded diverging wave (DW) transmission modes and shows that the resolution and contrast produced by the optimized sparse array are close to those of the full array while using 25% of elements.
References
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