Slurry viscosity, two ways

The same calculation run twice, side by side. Change anything on either side and the difference is shown output by output. This page is a link: both sets of numbers are in the address bar.

Side A open alone

c Carrier fluid

The liquid the particulate is carried in. Handbook viscosity at 20 °C.

φ Particulate loading

The solid's share of the total volume.

Side B open alone

c Carrier fluid

The liquid the particulate is carried in. Handbook viscosity at 20 °C.

φ Particulate loading

The solid's share of the total volume.

Swap sides

What changed

The two sides are the same. Change something on either.

Output	A	B	B against A
η Mixture viscosity	1.143 mPa·s	1.143 mPa·s	same
k Relative viscosity	1.141	1.141	same

Side A, with its numbers

1.143 mPa·s = 1.002 mPa·s (1 + 2.5 5 % + 6.2 5^{% 2})

LaTeX

1.143\,\mathrm{mPa·s} = 1.002\,\mathrm{mPa·s} \left( 1 + 2.5 \cdot 5\,\mathrm{%} + 6.2 \cdot 5\,\mathrm{%}^2 \right)

Side B, with its numbers

1.143 mPa·s = 1.002 mPa·s (1 + 2.5 5 % + 6.2 5^{% 2})

LaTeX

1.143\,\mathrm{mPa·s} = 1.002\,\mathrm{mPa·s} \left( 1 + 2.5 \cdot 5\,\mathrm{%} + 6.2 \cdot 5\,\mathrm{%}^2 \right)