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Multiple, two-dimensional solutions in a rotating straight pipe
Ravi K. Sharma
*
, K. Nandakumar
*
Corresponding author for this work
Research output
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Contribution to journal
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Article
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peer-review
8
Scopus citations
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Dive into the research topics of 'Multiple, two-dimensional solutions in a rotating straight pipe'. Together they form a unique fingerprint.
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Mathematics
Branch
9%
Breakdown
12%
Cell
50%
Control Volume
15%
Equations of Motion
11%
Governing equation
10%
Kinematics
11%
Laminar Flow
13%
Multiplicity
9%
Newtonian Fluid
13%
Perpendicular
13%
Perturbation
31%
Range of data
14%
Rotating
91%
Secondary Flow
36%
Simulation
7%
Straight
97%
Unique Solution
10%
Unknown
7%
Unstable
9%
Viscosity
10%
Engineering & Materials Science
Equations of motion
12%
Flow structure
100%
Fluids
8%
Laminar flow
13%
Pipe
69%
Secondary flow
30%
Viscosity
10%
Physics & Astronomy
breakdown
11%
cells
49%
equations of motion
13%
kinematics
13%
laminar flow
15%
Newtonian fluids
17%
perturbation
41%
secondary flow
37%
simulation
5%
viscosity
11%
Chemical Compounds
Flow
59%
Kinematic Viscosity
15%
Simulation
7%
Solution Structure
11%
Velocity
9%
Volume
6%