The lateral ventricle is filled with cerebrospinal fluid (CSF) in the brain. Some brain diseases are caused by changing of the ventricle shape or volume. The ventricle shape and volume are used to diagnose patients who have brain diseases. This paper proposes an algorithm of digital image processing for segmentation of a ventricle from CT brain images. The process starts with normalizing the CT...

BACKGROUND Understanding the anatomy of nasal cartilage, which varies by ethnic group, is important for surgical correction of nasal tip deformities. OBJECTIVES The authors measure the size and shape of the lower lateral cartilages (LLC) in Persian cadavers to provide summary guidelines. METHODS A total of 72 cartilage dissections were performed on 36 fresh Persian cadavers. All soft tissue...

While uncommon, trochanteric-pelvic impingement may lead to significant lateral hip pain. We defined "impingement distance" as the radiographic distance from the medial aspect of the greater trochanter and the corresponding lateral edge of the acetabular bone or component and compared this to the contralateral normal hip. We present two painful total hip replacement (THR) cases, each featuring ...

The Galerkin method is applied to analyze the elastic large deflection behavior of metal plates subject to a combination of in-plane loads such as biaxial loads, edge shear and biaxial inplane bending moments, and uniformly or nonuniformly distributed lateral pressure loads. The motive of the present study was initiated by the fact that metal plates of ships and ship-shaped offshore structures ...

Fractures of the lateral end of the clavicle are common in pediatric patients; most of these fractures occur at the physeal level representing Salter Harris injuries. The vast majority of fractures of the lateral end of the clavicle are managed nonoperatively. In this report, we describe a unique type of fracture of the distal end of the clavicle in the pediatric patients in which the fracture ...

In this paper, we obtain some upper and lower bounds for the general extended energy of a graph. As an application, we obtain few bounds for the (edge) Zagreb energy of a graph. Also, we deduce a relation between Zagreb energy and edge-Zagreb energy of a graph $G$ with minimum degree $delta ge2$. A lower and upper bound for the spectral radius of the edge-Zagreb matrix is obtained. Finally, we ...