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A. Indrasena ¹

Affiliations
1 Department of Mathematics, College of Engineering, Osmania University, Hyderabad-7, Andhra Pradesh, IN

Abstract

Intrinsic equations of gasdynamics, magnetogasdynamics, and relativistic gas have been investigated by various authors [2, 3, 5-8, 10]. Truesdell [10], transforming the basic equations governing the motion of the gas flows into instrinsic form, has studied their physical and geometrical properties. Kanwal [2, 3] has discussed the variations of flow quantities of gasdynamics and magnetogasdynamics along streamlines, magneticlines, and their principal normals and binormals. Purushotham [7] has established the relations existing between the flow parameters of steady, viscous, incompressible flows.

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A. Indrasena ¹

Affiliations
1 Osmania University, Department of Mathematics, College of Engineering, Hyderabad-7, (A.P.), IN

Abstract

In this paper, we have investigated the variations of flow quantities and field variables of steady spatial flows of magnetogasdynamics along stream lines, principal normals and binormals using the geometric theory of triply orthogonal spatial curves, one of them is related to the stream lines. We have also established various dynamical and kinematical relations connecting the flow and field variables with geometrical parameters of the stream lines.

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G. Purushotham ¹, A. Indrasena ²

Affiliations
1 Nagarjunasagar Engineering College, Hyderabad-28 (A. P.), IN
2 College of Engineering, Osmania University, Hyderabad-7, (A. P.), IN

Abstract

In order to investigate the kinematical properties of fluid flows, the attention of the investigators [1-6, 10-16] in the field of fluid dynamics has been diverted towards the application of differential geometry.

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