A Nonlinear <i>k</i>-<svg style="vertical-align:-0.18pt;width:11.225px;" id="M1" height="10.7" version="1.1" viewBox="0 0 11.225 10.7" width="11.225" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns="http://www.w3.org/2000/svg"><g transform="matrix(.022,-0,0,-.022,.062,10.412)"><path id="x1D73A" d="M451 389l-18 -7q-3 4 -19 20q-24 20 -84 20q-52 0 -90 -32q-37 -31 -37 -76q0 -24 16.5 -37.5t43.5 -13.5q8 0 31 4q28 5 43 5q47 0 47 -22q0 -37 -65 -37q-5 0 -28 3t-31 3q-39 0 -77 -31q-39 -30 -39 -78q0 -36 27.5 -55.5t73.5 -19.5q43 0 76.5 17.5t74.5 61.5l18 -8
q-92 -116 -224 -116q-71 0 -116.5 31t-45.5 77q0 48 29.5 86.5t78.5 55.5v3q-21 7 -35 26.5t-14 40.5q0 62 61 107q62 45 166 45q47 0 87 -21.5t50 -51.5z" /></g></svg> Turbulence Model Applicable to High Pressure Gradient and Large Curvature Flow

<table>Mesh of the rectangular duct.</table>

Mathematical Problems in Engineering

fig2

Figure 2

Figure 2: A Nonlinear <i>k</i>-<svg style="vertical-align:-0.18pt;width:11.225px;" id="M1" height="10.7" version="1.1" viewBox="0 0 11.225 10.7" width="11.225" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns="http://www.w3.org/2000/svg"><g transform="matrix(.022,-0,0,-.022,.062,10.412)"><path id="x1D73A" d="M451 389l-18 -7q-3 4 -19 20q-24 20 -84 20q-52 0 -90 -32q-37 -31 -37 -76q0 -24 16.5 -37.5t43.5 -13.5q8 0 31 4q28 5 43 5q47 0 47 -22q0 -37 -65 -37q-5 0 -28 3t-31 3q-39 0 -77 -31q-39 -30 -39 -78q0 -36 27.5 -55.5t73.5 -19.5q43 0 76.5 17.5t74.5 61.5l18 -8
q-92 -116 -224 -116q-71 0 -116.5 31t-45.5 77q0 48 29.5 86.5t78.5 55.5v3q-21 7 -35 26.5t-14 40.5q0 62 61 107q62 45 166 45q47 0 87 -21.5t50 -51.5z" /></g></svg> Turbulence Model Applicable to High Pressure Gradient and Large Curvature Flow 

Mathematical Problems in Engineering

A Nonlinear k- Turbulence Model Applicable to High Pressure Gradient and Large Curvature Flow

Figure 2