An algorithm for solving the Navier-Stokes equations with shear-periodic boundary conditions and its application to homogeneously sheared turbulence

Mathematics

• Turbulence 100%
• Periodic Boundary Conditions 94%
• Navier-Stokes Equations 73%
• Reynolds number 37%
• Dissipation 35%
• Simulation 33%
• Transverse velocity 30%
• Experiment 26%
• Direct numerical Simulation 25%
• Shear Flow 22%
• Crank-Nicolson 22%
• Kelvin 21%
• Kinetic energy 21%
• Anisotropy 20%
• Time Integration 20%
• Skewness 19%
• Rotating 17%
• Convection 17%
• Governing equation 16%
• Decrease 15%
• Robustness 14%
• Grid 14%
• Strategy 12%
• Derivative 10%

Engineering & Materials Science

• Navier Stokes equations 87%
• Turbulence 80%
• Reynolds number 74%
• Boundary conditions 67%
• Shear flow 57%
• Direct numerical simulation 56%
• Kinetic energy 47%
• Anisotropy 46%
• Shear deformation 44%
• Convection 44%
• Derivatives 36%
• Experiments 31%

Physics & Astronomy

• Navier-Stokes equation 86%
• turbulence 67%
• boundary conditions 63%
• shear 60%
• Reynolds number 29%
• dissipation 28%
• skewness 22%
• integrators 21%
• simulation 20%
• eccentrics 20%
• direct numerical simulation 17%
• shear flow 17%
• convection 15%
• grids 14%
• kinetic energy 14%
• anisotropy 11%