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Gravimetric Method for Pipette Calibration Control

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Gravimetric Method for Pipette Calibration Control. Set pipette to ... weight of each aliquot. Record all data. A- Mean weight of aliquots(g)/Density of water ... – PowerPoint PPT presentation

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Title: Gravimetric Method for Pipette Calibration Control


1
Gravimetric Method for Pipette Calibration Control
  • Set pipette to the desired dispensing volume
  • Weigh an empty beaker that will accommodate
  • 10 dispensed sampler volumes. Do not touch
  • the beaker once it has been weighed.
  • Dispense set volume 10 times into the beaker,
  • noting weight after each addition.
  • Use Deionized, Distilled Water !
  • Record temperature of the water and note water
    density as listed in the table.
  • Calculate the weight of each aliquot. Record all
    data.
  • A- Mean weight of aliquots(g)/Density of
    waterMean Volume(ml)
  • B- Mean Volume Expected VolumeVolume Error
  • C- Volume Error/Expected Volume x 100 Volume
    Error in
  • D- Acceptable Volume Error should be lt3

2
  • A) How many grams of solid NaOH are required to
    prepare 500 ml of a 0.04 M solution
  • B) Express the concentration of this solution in
    terms of N, g/liter, w/v, mg and osmolarity.
  • Solution A
  • Liters x M number of moles NaOH required
  • 0.5 x 0.04 0.02 mole NaOH required
  • number of moles Wtg/MW 0.02 Wtg/40 Wtg0.8 g
  • Solution B
  • M N and the solution is 0.04 N
  • 0.8g/500ml solution contains 1.6g/L
  • (w/v)g per 100ml 1.6g/L 0.16 g/100ml 0.16
  • mg mg per 100 ml 0.16 g/100 160 mg/100ml
    160mg
  • NaOH yields two particles (Na and OH-)
    Osmolarity 2 x M 0.08 Osmolar

3
  • How many milliliters of 5 M H2SO4 are required to
    make 1500 ml of a 0.002 M H2SO4 solution?
  • Solution
  • liters x M (dilute solution) liters x M
    (concentrated solution)
  • 1.5 x 0.002liters x 5
  • 1.5 x 0.002 / 5 0.0006 liters of concentrated
    solution required 0.6 ml

4
  • Describe the preparation of 2 liters of 0.4 M HCl
    starting with a concentrated HCl solution (28
    w/w, SG 1.15).
  • Solution
  • Liters x M number of moles 2 x 0.4 0.8 moles
    HCl needed
  • Wtg number of moles x MW Wtg0.8 x 36.5 29.2 g
    pure HCl needed
  • The stock solution is not pure but 28 HCl by
    weight so
  • 29.2 / 0.28 104.3 g stock solution needed
  • instead of weighing out 104.3 g of stock
    solution we can calculate the volume required
  • Volume (ml) Wt(g)/? (g/ml) 104.3/1.15 90.7 ml
    stock solution needed

Volume Wt / (? x )
5
  • To prepare 1 liter of 0.2 M solution of Acetic
    acid (CH3COOH), how many milliliters of the stock
    solution with the purity of 98 and SG of 1.05
    g/ml are needed?
  • Solution
  • Volume Wt / (? x )
  • Wt(g) needed 0.2 x 60 (MW) 12 g
  • Vol. 12/(0.98 x 1.05) 11.66 ml

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