Research Article

A Numerical Study of MHD Carreau Nanofluid Flow with Gyrotactic Microorganisms over a Plate, Wedge, and Stagnation Point

Table 3

Calculation of , , , and for different values of .

Stagnation

0.7796570.7796561.0987751.0987751.5442261.544226
0.7422010.7422011.0366361.0366361.4482621.448262
0.7121950.7121980.9910330.99103341.3814831.381483
0.689058.6890590.957061.9570611.3326881.332688

Shear thickening
0.8638390.8638371.2601301.2601301.8225691.822569
0.9463470.9463471.3992391.3992392.0424392.042439
1.0182011.0182011.5150761.5150762.2205572.220557
1.0800801.0800801.6129231.6129252.3692742.369275

Shear thinning
0.3596870.3596880.4019760.40197610.4737560.4737565
0.3703260.3703270.4171530.41715270.4952770.4952776
0.3791180.3791200.4289210.42892130.5113410.511341
0.3860600.3860610.4379960.43799660.5235560.5235560

Shear thickening
0.3374080.3374080.3665250.3665250.4193090.419309
0.3177750.3177750.3382100.3382100.3784660.378466
0.3020650.3020660.3160930.3160950.3469950.346995
0.2893850.2893860.2983450.2983460.3218170.321818

Shear thinning
0.5924940.5924930.7445200.74452050.9701890.9701885
0.5967150.5967150.747650.74764950.9714330.9714334
0.5992050.5992050.7486160.74861630.9704190.970419
0.6007080.6007090.7487880.7487880.9689570.9689572

Shear thickeing
0.5812450.5812450.7318750.7318750.9574200.957420
0.5739510.5739520.7265290.7265290.955310.955311
0.5693760.5693760.7242280.7242270.9562620.956262
0.5663160.5663160.7232490.7232490.9581580.958157

Shear thinning
0.7034130.7034130.8562380.85623791.0879591.087959
0.7143180.7143190.8695330.86953301.1041991.104199
0.7223190.7223170.8784000.87840011.1144211.114421
0.7281840.7281860.8846880.88468881.1215401.121540
Shear thickening
0.6784550.678455.820446.8204461.0383091.038309
0.659986.6599870.7978300.7978301.0101701.010170
0.646851.646851.782502.7825030.9916590.991659
0.6370430.6370430.771270.771270.978246.978246