5. PRINCIPLE:
VISCOSITY IS ONE OF THE PROPERTIES OF LIQUID AND
DEPEND ON TEMPERATURE. IT IS THE RESISTANCE OF
THE LIQUID TO FLOW. HIGHER THE VISCOSITY, GREATER
WILL BE THE RESISTANCE TO ITS FLOW. IT OPPOSES THE
RELATIVE MOTION OF ADJACENT PORTION OF TWO
LIQUIDS AND IS REGARDED AS A KING OF INTERNAL
FRICTION WHEN A LIQUID IS FLOWING THROUGH A
NARROW TUBE.IT IS POSSIBLE THAT THIN LAYER OF
LIQUID IS IN CONTACT WITH WALLS IS STATIONARY AS A
RESULT OF VISCOSITY, THEREFORE, THE NEXT LAYER
WILL SLOW DOWN TO SOME EXTENT. THIS EFFECT WILL
CONTINUE TO DIMINISHING EXTENT UPTO THE CENTER
OF THE TUBE, WHICH IS MEASURED IN MILLIPOISE .
6. Formula is
ππ
ππ
=
ππ Γ π‘π
ππ€ Γ π‘π€
Where
ππ= viscosity of test liquid
ππ= viscosity of water=8.9 millipoise
ππ= density of test liquid
π‘π= time taken for test liquid
ππ€= density of water
π‘π€= time taken for water
7. Procedure:
1. Clean the viscometer and set vertically in the thermostat.
2. Take measured volume of water into bulb 'B' at left hand side.
3. Then suck the liquid into the bulb on the right hand side through a rubber bulb till the level of liquid rises
above the mark 'Xβ.
4. Allow the liquid to flow through the capillary tube from 'X' to 'Y' and note the time 'T' in seconds.
5. Take atleast 3 readingfor each liquid.
TABULOUR FORM:
S.No Time taken for water Average(tw) Time taken for liquid Average(ta)
1.
2.
3.
8. STEP II:
Determining Density for WATER ππ€& GIVEN LIQUID ππ.
Mass of empty specific gravity bottle π1= gms
Mass of specific gravity bottle containing 10ml water π2= gms
Mass of water M=π2-π1
gms
ππ€=M/V=
Similarly for GIVEN LIQUID da
Mass of empty specific gravity bottle π1= gms
Mass of specific gravity bottle containing 10ml test liquid π2= gms
Mass of test liquid M=π2-π1
gms
ππ=M/V =
9. Calculation:
ππ
ππ
=
ππ Γ π‘π
ππ€ Γ π‘π€
ππ= viscosity of water=8.9 millipoise
ππ€= density of water= gm/ml
π‘π€= time taken for water= sec
ππ= viscosity of test liquid= millipoise
ππ= density of test liquid= gm/ml
π‘π= time taken for test liquid= sec
ππ =
ππΓπ‘π
ππ€Γπ‘π€
Γ ππ
=