Add to ORKGThe quadric surfaces of revolution (QUASORs) consisting of right circular cone, sphere, ellipsoid of revolution and general paraboloid and hyperboloid of revolution, which are coordinate surfaces of the Eisenhart coordinate systems, form a versatile class of surfaces from the surface modeling point of view. (The right circular cylinder has been treated elsewhere by the authors as a quadric cylinder). The Eisenhart coordinate system permits a simple separation of the scalar and vector potentials in the field equations
A novel geodesic constant method has been developed for the hitherto unsolved problem of surface-ra...
We begin our thesis with the study of quadric surfaces in R^n. We provide a detailed proof of the w...
Geometrical optics describes, with good accuracy, the propagation of high-frequency plane waves thro...
The quadric surfaces of revolution (QUASORs) consisting of right circular cone, sphere, ellipsoid of...
A major obstacle in the application of the powerful ray-theoretic techniques like the UTD[I] to ante...
A generalized approach to analytical surface-ray tracing in three dimensions, and a review of its ap...
This book describes the ray tracing effects inside different quadric surfaces. Analytical surface mo...
An angle invariance property based on Hertz's principle of particle dynamics is employed to facilita...
A systematic approach has been developed to model the surfaces encountered in aerospace engineering ...
An analytical surface-ray tracing has been carried out for the prolate ellipsoid of revolution using...
An analytical surface-ray tracing has been carried out for the prolate ellipsoid of revolution using...
A new method based on the geodesic constant has been developed by the authors for the surface ray t...
A Geodesic Constant Method (GCM) is outlined which provides a common approach to ray tracing on quad...
The paper describes the relationship between the solutions of Maxwell’s equations which can be consi...
By use of approximations based on physical reasoning radar cross-section results for bodies of revol...
A novel geodesic constant method has been developed for the hitherto unsolved problem of surface-ra...
We begin our thesis with the study of quadric surfaces in R^n. We provide a detailed proof of the w...
Geometrical optics describes, with good accuracy, the propagation of high-frequency plane waves thro...
The quadric surfaces of revolution (QUASORs) consisting of right circular cone, sphere, ellipsoid of...
A major obstacle in the application of the powerful ray-theoretic techniques like the UTD[I] to ante...
A generalized approach to analytical surface-ray tracing in three dimensions, and a review of its ap...
This book describes the ray tracing effects inside different quadric surfaces. Analytical surface mo...
An angle invariance property based on Hertz's principle of particle dynamics is employed to facilita...
A systematic approach has been developed to model the surfaces encountered in aerospace engineering ...
An analytical surface-ray tracing has been carried out for the prolate ellipsoid of revolution using...
An analytical surface-ray tracing has been carried out for the prolate ellipsoid of revolution using...
A new method based on the geodesic constant has been developed by the authors for the surface ray t...
A Geodesic Constant Method (GCM) is outlined which provides a common approach to ray tracing on quad...
The paper describes the relationship between the solutions of Maxwell’s equations which can be consi...
By use of approximations based on physical reasoning radar cross-section results for bodies of revol...
A novel geodesic constant method has been developed for the hitherto unsolved problem of surface-ra...
We begin our thesis with the study of quadric surfaces in R^n. We provide a detailed proof of the w...
Geometrical optics describes, with good accuracy, the propagation of high-frequency plane waves thro...