Table 4 Variation in \(Cf_x\sqrt{Re_x}\), \(\frac{Nu_x}{\sqrt{Re_x}}\), and \(\frac{Sh_x}{\sqrt{Re_x}}\) with \(d_p\) when \(\eta _\infty = 100\), \(S_r = 10\) and \(D_f = 0.1\).

From: Significance of nanoparticle’s radius, heat flux due to concentration gradient, and mass flux due to temperature gradient: The case of Water conveying copper nanoparticles

\(d_p\)

\(Cf_x\sqrt{Re_x}\)

\(\frac{Nu_x}{\sqrt{Re_x}}\)

\(\frac{Sh_x}{\sqrt{Re_x}}\)

0.5

\(-0.653806450627237\)

3.052651035544433

\(-3.874684483749367\)

2.5

\(-0.469235982235743\)

3.120598790031860

\(-3.954088416453056\)

4.5

\(-0.361939515178206\)

3.157453355416220

\(-3.988894824862508\)

6.5

\(-0.301600963981252\)

3.174211445520884

\(-3.998815684760363\)

8.5

\(-0.262740377859659\)

3.181969713124626

\(-3.998798514798066\)

\(S_{lp}\)

0.047488358

0.015612501

\(-0.014647767\)