Search Results - "Surana, Karan S."

Ordered Rate Constitutive Theories for Non-Classical Thermofluids Based on Convected Time Derivatives of the Strain and Higher Order Rotation Rate Tensors Using Entropy Inequality by Surana, Karan S., Long, Stephen W.

“…This paper considers non-classical continuum theory for thermoviscous fluids without memory incorporating internal rotation rates resulting from the…”
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Nonclassical continuum theories for fluent media incorporating rotation rates and their thermodynamic consistency by Surana, Karan S., Carranza, Celso H.

“…In this paper, we present three micropolar nonclassical continuum theories (NCCT) for fluent medium in which a material point always has velocities…”
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k-Version of Finite Element Method for BVPs and IVPs by Surana, Karan S., Carranza, Celso H., Mathi, Sri Sai Charan

“…The paper presents k-version of the finite element method for boundary value problems (BVPs) and initial value problems (IVPs) in which global…”
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The Rate Constitutive Equations and Their Validity for Progressively Increasing Deformation by Surana, Karan S., Ma, Yongting, Romkes, Albert, Reddy, J. N.

“…The rate constitutive equations based on upper convected, lower convected, Jaumann, Truesdell and Green-Naghdi stress rates, etc. [ 1 , 2 , 3 , 4 , 5 , 6 , 7 ,…”
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Development of Mathematical Models and Computational Framework for Multi-physics Interaction Processes by Surana, Karan S., Ma, Yongting, Romkes, Albert, Reddy, J. N.

“…This paper presents development of mathematical models for multi-physics interaction processes in which the physics of solids, liquids and gases are described…”
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p-version least-squares finite element formulation of extended k-ϵ model of turbulence for fully developed flow by Bagheri, Masoud, Surana, Karan S.

“…This paper presents a p‐version least‐squares finite element formulation for an extended k–ϵ turbulence model. The dimensionless form of the describing partial…”
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Computations of Numerical Solutions in Polymer Flows Using Giesekus Constitutive Model in the hpk Framework with Variationally Consistent Integral Forms by Surana, Karan S., Deshpande, Kedar M., Romkes, Albert, Reddy, J. N.

“…This paper presents numerical solutions of boundary value problems (BVPs) for 1-D and 2-D polymer flows using the Giesekus constitutive model in the hpk…”
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Numerical Simulations of BVPs and IVPs in Fiber Spinning Using Giesekus Constitutive Model in hpk Framework by Surana, Karan S., Deshpande, Kedar M., Romkes, Albert, Reddy, J. N.

“…This paper presents numerical simulations of 1-D boundary value problems (BVPs) and initial value problems (IVPs) in fiber spinning using Giesekus constitutive…”
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A SPACE-TIME COUPLED p-VERSION LEAST SQUARES FINITE ELEMENT FORMULATION FOR UNSTEADY TWO-DIMENSIONAL NAVIER-STOKES EQUATIONS by BELL, B. C., SURANA, K. S.

“…This paper presents a p‐version least squares finite element formulation for two‐dimensional unsteady fluid flow described by Navier–Stokes equations where the…”
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p-Version least squares finite element formulation for three-dimensional, isothermal, incompressible, non-Newtonian fluid flow by Feng, Zhirong, Surana, Karan S.

“…A p-version least squares finite element formulation has been presented for the dimensionless form of the Navier-Stokes equations for incompressible,…”
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p-version least-squares finite element formulation of extendedk-? model of turbulence for fully developed flow by Bagheri, Masoud, Surana, Karan S.

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p-version least-squares finite element formulation for steady-state two-dimensional turbulent flows using the k-ϵ model of turbulence by Bagheri, Masoud, Surana, K. S.

“…This paper presents a p‐version least‐squares finite element formulation for the k–ϵ turbulence model. The dimensionless forms of the describing partial…”
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