Articles Related to Rotation
2D Analysis of Piezoelectric Layer Over a Rotating Micro-elongated Thermoelastic Medium with DPL Model
The Lord-Shulman theory with one relaxation time and the dual-phase-lag model with two relaxation times of thermoelasticity are used in this article to study the influence rotation micro-elongated thermoelastic layer, when a piezo electric layer is above it. To convert a partial differential equation to an ordinary differential equation, the normal mode method is utilized. Numerical computations are implemented for aluminum epoxy, and the results are charted. A comparison is made among the two theories in the complete absence and the presence of a rotation. The presence of a rotation has a major effect on all physical quantities.
Rotational Effect on Waves Propagation Modeling in a Poroelastic Bone
In this work, the dynamic behavior of a wet long bone that has been modeled as transversely isotropic hollow cylinder of crystal class 6 subjected to rotation is investigated. The solution wave for the wave propagation problem is expressed in term of a potential function which satisfies an eight-order partial differential equation, whose solutions lead to the
derivation of the explicit solution of the wave equation.
Management of Gluteal Adjuvant Disease by Resection and Rotation of PreExpanded Lumbar Flaps
The adjuvant human disease is defined as any clinical manifestation associated with the parenteral administration of
adjuvant substances purposes and that occurs at least 3 months after administration.
Isolated In-Situ Axial Hepatic Mal-Rotations: Implication on Laparoscopic; Surgical Anatomy and Practice
Three dimensional anatomy and congenital anomalies are crucial determining the trocar positions and the optimal site view
for any laparoscopic procedure. Such critical issue mandates preoperative diagnosis of topographic anatomical variations. Clinical reporting
on congenital foregut anomalies does not include yet variation in liver rotation. This research is documenting such unrevealed anomaly and
stressing on its implication in the field of contemporary laparoscopic surgery.
Effect of Rotation and Gravity on Generalized Thermoelastic Medium with Double Porosity under L-S Theory
In this paper, the discussion will be on the physical quantities of generalized thermoelastic medium with double porosity under Lord and Shulman theory. The effect of rotation and gravity has been established. The half-space is considered of an isotropic homogeneous thermoelastic material.
Editorial Board Members Related to Rotation
K. RAMANATHAN
Associate Professor
Industrial Biotechnology Division
School of Bio Sciences and Technology
VIT University
INDIA
Industrial Biotechnology Division
School of Bio Sciences and Technology
VIT University
INDIA