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Revisiting boundary layer flows of viscoelastic fluids
Paul Griffiths
, Liam Escott
*
*
Corresponding author for this work
College of Engineering and Physical Sciences
Applied Mathematics & Data Science
School of Computer Science and Digital Technologies
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peer-review
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Dive into the research topics of 'Revisiting boundary layer flows of viscoelastic fluids'. Together they form a unique fingerprint.
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Mathematics
Asymptotic Analysis
25%
Boundary conditions
17%
Boundary Layer
48%
Boundary Layer Flow
98%
Chebyshev
26%
Collocation
26%
Decay
21%
Dimensionless
29%
Far Field
31%
Fluid
40%
Form
10%
Governing equation
24%
Predict
24%
Reynolds number
27%
Thinning
34%
Viscoelastic Flow
71%
Viscoelastic Fluid
98%
Viscoelasticity
31%
Physics & Astronomy
boundary conditions
18%
boundary layer flow
92%
boundary layers
45%
collocation
31%
decay
14%
far fields
23%
fluids
46%
high Reynolds number
29%
viscoelasticity
87%
Engineering & Materials Science
Asymptotic analysis
52%
Boundary conditions
30%
Boundary layer flow
100%
Boundary layers
73%
Fluids
25%
Reynolds number
33%
Viscoelasticity
48%
Chemistry
Flow
51%
Reynolds Number
54%
Velocity
33%
Viscoelasticity
48%