Chemistry Lab Manual: Session: Jan-May Subject Code: BTCH102-18 Semester: 2 SEM B.Tech
Chemistry Lab Manual: Session: Jan-May Subject Code: BTCH102-18 Semester: 2 SEM B.Tech
Manual
Session: JAN-MAY
7. To determine viscosity of lubricant by Red Wood Viscosity (No. 1 & No. 2).
The Chemistry laboratory must be a safe place in which to work and learn about
1. Use protective clothing all the time (e.g. lab coat and safety glasses).
2. Be familiar with your lab assignment before you come to lab. Follow all written
and verbal instructions carefully. Observe the safety alerts in the laboratory
3. Wash acid, base, or any chemical spill off of yourself immediately with large
4. Clean up spills immediately. If you spill a very reactive substance such as an acid
or base, notify the people in the area and then obtain assistance from your
teacher. Acid spills should be neutralized with baking soda, base spills with
5. If chemical substances get in your eye, wash the eye out for 15 minutes. Hold your
7. If you burn yourself on a hot object, immediately hold the burned area under cold
8. Observe good housekeeping practices. Work areas should be kept clean and tidy
at all times. Only lab notebooks or lab handouts should be out on the table while
performing an experiment. Books and book bags should not be on the lab table.
water to an acid.
11. Thoroughly clean your laboratory work space at the end of the laboratory session.
Make sure that all equipments are clean, and returned to its original place.
DON’T
1. Work in the laboratory without an instructor present. Work only with your lab
3. Eat or drink in the laboratory. Don't chew on the end of a pen which was lying on
5. Directly touch any chemical with your hands. Never taste materials in the
laboratory.
8. When weighing never place chemicals directly on the balance pan. Never weigh
a hot object.
9. Smell anything in the laboratory unless your teacher tells you it is safe. Do not
   smell a substance by putting your nose directly over the container and inhaling.
   Instead, waft the vapors toward your nose by gently fanning the vapors toward
yourself.
Aim: To determine the Ca++ and Mg++ hardness of given water sample using EDTA solution.
Apparatus/reagent required: Burette, beaker, conical flask, measuring cylinder, standard hard
water, EDTA solution, ammonium buffer solution of NH4Cl + NH4OH (pH-10), calcium
precipitating buffer solution of NH4Cl + NH4OH + (NH4)2C2O4.
Represented as H2In-
Theory
       For finding the total hardness of water, a known volume of water sample, buffered to a
pH around 10 with ammonical buffer solution of NH4Cl + NH4OH, is titrated with standard
EDTA solution using EBT as indicator.
        Erio-T indicator is an organic dye having two phenolic ionisable hydrogen atoms (Fig. 1).
It can have different forms of depending upon pH:
        Ethylenediaminetetraacetic acid (EDTA) (Fig 2) is taken in the form of its disodium salt
due to higher solubility.
                      HOOCH2C
                                                                 CH2COONa
                                           N.C H2CH2-N
                     NaOOCH2C                                     CH2COOH
        For the simplicity, it can be represented as H2Y2-. It ionises in aqueous solution to give a
strong chelating ion. It forms complexes with Ca++ and Mg++.
                                            in water
                           Na H2Y                            2Na+ +     H2Y2-
                                                                       (Chelating ion)
       EDTA when added to wine red solution, it combines with free metal ions of hard water to
form their respective soluble complexes. These are more stable than these are more stable than
metal-indicator complexes.
                                                   pH = 10
                          M2+         + H2Y2-                    MY2-        + 2H+
                          from water EDTA                        Metal-EDTA
                                                                 complex
         When all free metal ions of hard water have complexed with EDTA, a slight excess of
EDTA removes metal ions from weak metal indicator complexes to form stronger metal-
complexes. This releases the indicator in free form which is blue in colour. This is end point of
titration i.e. wine red to blue.
                                                   pH=10
                   MIn-                                               MY2- + HI 2-n + H+
                                + H2Y2-
                  Less stable       Excess EDTA
                                                                                                          EDTA
                                                                                                          (exce
After determination of total hardness in water sample, Ca2+ ions in hard water are precipitated as calcium ox
                                                                                     COO-
                                                            Ca2+
                                                            (from hard water)   +
                                                                                      COO-
                The solution is filtered to remove white ppt. Titration of filtrate against standard EDTA
                solution solution using EBT indicator gives Mg2+ hardness in water sample. Hardness due to Ca
Procedure
     Titrate 20 mL of given hard water sample against EDTA as in step 1. Let volume of
EDTA used be V2 mL.
         Pipette out 100 mL of sample in a 250 beaker. Add 25 mL calcium precipitating buffer
solution to this with constant stirring of solution by glass rod. Keep as such for about 30 minute
for settling of white ppt formed. Filter the solution.
     Titrate 20 mL of given hard water sample against EDTA as in step 1. Let volume of
EDTA used be V3 mL.
General Calculations:
Hardness of 125 mL prepared solution = Mg2+ hardness of 100 mL hard water sample
Ca2+ hardness in water sample = Total hardness - Mg2+ hardness in water sample
Results
Precautions
                                               O
                     O
                                  +
                                      NaO-     S
                                                                  N=N                     N(CH3)2
                                OH
                                                          Methyl orange
HO
Phenolphthalein
(ii) colour change from light yellow to reddish orange with methyl orange
Alkalinity
       It is the total amount of those substances present in water which tend to increase the
concentration of OH- ions either due to dissociation of water or due to hydrolysis. Water
becomes alkaline due to presence of HCO 3-, HCO3-, CO 32- ions of salts of weak organic acids
which consume H+ ions of water leading to increase in concentration of OH- ions.
Types
        These may be present alone or in combination e.g. OH - + CO32- and CO32- + HCO3-. The
possibility of OH- + HCO3- is ruled out due to following reaction
                                      OH- + HCO3- → CO32- + H2O
Theory
       The type and amount of alkalinity in water can be determined by titrating a known
volume of it against standard acid using two indicator namely phenolphthalein and methyl
orange in the same order.
        Volume of acid used up to phenolphthalein end point (A mL) neutralizes all OH - ions and
converts CO32- ions into HCO32- ions (i.e. half neutralization of CO 32-). The end point is
disappearance of pink colour at a pH around 8.3. The acid used in further titration using methyl
orange as an indicator neutralizes all HCO 3- ions whether present originally or obtained from
CO32- ions. The end point is colour change from light yellow to reddish orange and comes at a pH
range of 3-4.5. The total acid used in titration (A+B mL) gives total alkalinity of water. The
reactions involved are:
M = Total or methyl orange alkalinity = OH- + CO32- + HCO3- (due to all ions)
        From the calculated values of P and M, following alkalinity correlations can be made
using following table:
                              Alkalinity (ppm)
          Case                OH-                CO32-                HCO3-
          P=0                 0                  0                    M
          P=M                 P or M             0                    0
          P = ½M              0                  2P or M              0
          P >1/2M             2P-M               2(M-P)               0
          P < ½M              0                  2P                   M-2P
Procedure
   1. Rinse and fill the burette with standard acid and note down its initial reading.
   2. Pipette out 20 mL of water sample in a conical flask and ad 1-2 drops of phenolphthalein
      indicator and pink colour will appear.
   3. Titrate pink solution against acid till colour disappears and note down the final reading.
   4. Now add 1-2 drops of methyl orange indicator to this and colour of solution becomes
      light yellow.
   5. Titrate it further against acid till colour changes to light orange. Note the final burette
      reading again. Repeat for making concordant reading.
Observations
                                                       Final                            Vol. of
                   Initial       Final burette       burette         Vol. of acid      acid used
                   burette       reading with         readin      used (mL) up to     (mL) up to
     Sr. no.
                   readin       phenolphthalei        g with      phenolphthalei        methyl
                    g (x)            n (y)           methyl        n end point (y-      orange
                                                    orange (z)            x)             (z-x)
        1.
        2.
        3.
General calculations
N1V1 = N2V2
                                         (water)      (acid)
                                           N1× 20 =   ×A
N1 =
= ×50 gL-1
= 250 × A ppm
N3V3 = N4V4
(water) (acid)
N3× 20 = (1/10)×T
N3 = A/200
So, methyl orange alkalinity (P) = (T/200) ×50 × 1000 mgL-1 =(T/200) ×50 × 1000 ppm
= 250 × A ppm
Chemicals required: Phenol (2g), 40% aq formaldehyde solution or formalin (2.5 mL), glacial
acetic acid (5 mL) and conc. HCl (8mL).
Theory: Phenol formaldehyde resin or P-F resin or phenolic resins (also called phenoplasts) are
important class of polymers which are formed by condensation polymerization of phenol and
formaldehyde in acidic or alkaline medium. Following steps are involved:
Initially the monomers combine to form methylol phenol derivative depending upon phenol to
formaldehyde ratio.
                                                                                          OH
            OH                                          OH
CH2OH
                                       H+
                     +    CH2    O                                         +
CH2OH
                                                 2-Hydroxymethyl                4-Hydroxymethyl
                                                    phenol                         phenol
(P/F: 1:1)
CH2 O
OH OH
            HOH2C
                                      CH2OH                                           CH2OH
                                                     CH2     O
CH2OH CH2OH
                    2,4,6-Dihydroxymethyl
                                                                    2,4-Dihydroxymethyl
                       phenol
                                                                       phenol
                         (P/F: 1:3)
                                                                        (P/F: 1:2)
Step 2: The phenol formaldehyde derivatives react among themselves or with phenol to give a
linear polymer or a higher cross linked polymer.
(a) Linear polymer (Novolac)
           OH                           OH
                                                               OH                    OH
                    CH2OH     H
                                              -nH2O
    n                                                                         CH2              CH2
                          +
                                  n
Novolac
      A highly cross linked thermosetting polymer called Bakelite may be formed by further
condensation of novolac or methylol derivative.
OH OH
CH2OH H
                n                              +
                                                       m
                                              condensation
                                              polymerisatoin
OH OH OH
                                      CH2
                                                                      CH2
CH2 CH2
                                       H 2C
                                                                      H 2C
                    OH                                 OH                           OH
Procedure
Observation
Result
Chemical required: Urea (2g), 40% aq formaldehyde solution or formalin (5 mL), conc. H2SO4
(3-4 drops).
Theory
      Urea formaldehyde resins are formed by condensation of urea and formaldehyde in acidic
medium in following steps:
       Initially urea and formaldehyde react to form methylol urea derivatives depending upon
forsmaldehyde (U/F ratio).
H N CH2OH
U/F=1:1 C O
H        N         H
                                                                      H      N       H
                                              H+                           Monomethylol urea
         C     O         +       CH2=O
                                                                     H        N          CH2OH
 H       N     H
                                                       U/F=1:2
                                                                             C      O
H N CH2OH
N,N'-Dimethylol urea
       Several molecules of methylol urea derivatives condense with loss of water molecules to
form a highly cross linked urea formaldehyde resin.
                 H        N           CH2 OH           H     N           CH2OH
             n                                          n
                         C       O             +             C       O
H N CH2 OH H N CH2OH
-nH2o
* N CH2 N CH2 *
C O C O
                                  *        N           CH2
                                                                 N       CH2       *
                                                                                       n
Procedure
Observation
Result
Chemical required: Standard alc.       KOH solution, standard alc.     HCl solution, ethyl methyl
ketone as solvent.
Indictor: Phenolphthalein
                                              O
OH
HO
Phenolphthalein
Theory
Sponification is process of alkaline hydrolysis of oils (vegetable or animal) and fats giving soap.
   CH2        O      C                                    R1   + 3 KOH
                     O
   CH2       OH                                            R1COOK
                             CH2                                                     R3COOK
                             OH
              OH    +                                     R2COOK
    CH
H+ + OH- → H2O
         A blank experiment without oil is also performed. From the volume of HCl used in two
titrations, sponification of oil can be obtained.
Procedure
   1. Take two 250 mL conical flasks and lebel them as I and II. Weigh accurately about 1-2
      gm of given oil in a weighing bottle and transfer it to flask I. Weigh the empty bottle also.
   2. Add 25 mL of ethyl methyl ketone and 25 mL of alc. KOH solution to both flaskas.
   3. Put an air condenser in mouth of each bottle of each flask and keep them for refluxing on
      a water bath for 45 minutes.
   4. Remove the flask from water bath. Wash the inner walls of each condenser with some
      distilled water into the respective flasks. Remove bith condenser and cool both the flasks
      at room temperature.
   5. Add 7-8 drops of phenolphthalein indicator to each flask. Titrate the solution of each
      flask against N/2 HCl taken in a burette till pink colour just disappears. Note burette
      reading in both titrations.
Observations
Volume of N/2 HCl used by unreacted KOH in flask I = A mL Volume of N/2 HCl used by unreacted KOH in flask II = B mL
Vol. of N/2 HCl is equivalent to volume of N/2 KOH used for sponification of W1 – W2 g oil = (B-A) mL
= = =X
Theory
         End point of a volumetric analysis can also be found by conductometric titration which
involves measurement of conductance of solution during titration. The principle of these
titrations is that electrolytic conductance varies during the course of titration as it depends upon
ions in solution and their mobility. The end point is found to from a plot of conductance of
values against volume of titrant added which gives two lines intersecting each other. The point of
intersection gives the end point of titration.
         Titration of HCl vs NaOH (strong acid vs strong base) is studied by titrating it a known
volume of acid against standard alkali and measuring conductance of solution at different times.
Initially the conductance is high as HCl is strong electrolyte and is highly ionized. On adding
NaOH from burette, the conductance decreases, it is because fast moving H+ ions of HCl are
neutralized and replaced by slow moving Na+ ions.
                                           A                               C
                     conductance (mho)
End point
Procedure
Observation
                                                                 Observed         conductance
S. No.                          Vol. of NaOH added (mL)
                                                                 (mho)
1                               0
2                               1
3                               2
.                               .
.                               .
General calculations
N1V1 = N2V2
(HCl) (NaOH)
N1 × 50 =
(1/10)×V
N1 =
= = X g L-1
Apparatus required: Redwood viscometer (No. 1 & 2), stop watch, thermometer, given
lubricant oil and distilled water.
Theory
        Viscosity is defined as the internal friction offered by internal friction offered by the
layers of fluid of its flow. Viscosity is a measure of flow ability of a liquid at a definite
temperature. It determines the performance of oil under operating conditions. Higher the
viscosity of fluid lesser will be its flow.
       Coefficient of viscosity is called absolute viscosity is defined as tangential force per unit
area required to maintain a unit velocity gradient between two parallel layers a unit apart. It is
denoted by η (eta).
Mathematically, η =
Where F = force
A= Area
dv/dx=velocity gradient.
SI system Nm-2s.
       The absolute viscosity of lubricant is determined by measuring the time of flow of the oil
through a capillary of definite dimensions at uniform temperature. The viscosity is can be
measured by a Redwood viscometer.
Construction
        It consists of a standard brass oil cup fitted with an agate jet of specific dimension in the
middle of base and open at the upper end (Fig. 1). The jet can be opened or closed by a polished
ball valve which controls the flow of oil. A pointer is provided in the oil cup to indicate the level
up to which oil shall be filled in it. The lid of the cup is provided with a thermometer to note the
temperature of oil. Surrounding the oil cup is cylindrical vessel made of copper. This vessel is
filled with water and serves as a water bath to maintain the oil at a desired temperature of oil. It
is heated by means of heating coils.
        The water bath is provided with stirrer having four blades to maintain uniform
temperature of bath. A thermometer is fitted in a water bath to know the temperature of water at
its base. A 50 mL flask called Kohlrausch flask is provided below the jet to collect the liquid
flowing out of the jet. The apparatus is also provided with leveling screws for its leveling.
   1. Level the viscometer with the help of leveling screws. Fill the outer bath with water and
      connect to the electric mains. Clean the oil cup and discharge jet with a suitable jet with a
      suitable solvent like hexane, carbon tetrachloride etc. and properly dry it.
   2. Place the ball valve on agate jet to close it. Pour the test oil in the cup carefully up to the
      pointer. Insert a thermometer and stirrer and cover the lid.
   3. Adjust the temp. of water bath until the oil attains the desired temperature. In this period
      keep water in water bath and oil in oil cup.
   4. Place a clean and dry Kohlrausch flask immediately below and directly in the line with
      the discharge jet
   5. Remove the ball when oil attains desired temperature with one hand and start stop watch
      with the other hand. Allow the oil to flow till the flask is filled up to 50 mL mark. Stop
      the stop watch and note the time of flow in seconds.
   6. Repeat the experiment 3-4 times and record the reading.
   7. Report the mean value in Redwood seconds and also mentioning the viscometer used and
      the test temperature.
Observations
Chemicals required: 48% Manganous sulphate solution (MnSO4), alkaline potassium iodide
(KI+KOH), conc. H2SO4, standard sodium thiosulphate or hypo solution (N/20 Na2S2O3).
Indicator: freshly prepared starch solution added near the end point.
Theory:
Dissolved oxygen (D.O.): It is defined as the amount of dissolved oxygen in milligram present
in per litre of water. Its amount is about 8 ppm at room temperature.
From the vol. of hypo used in the titration, DO of water can be determined.
Procedure
   1. Rinse and fill the burette with hypo solution and note its IBR. Fill the DO bottle with
      water sample avoiding air bubbles.
   2. Add 1 mL of 48% MnSO4 solution and alkaline KI solution by keeping tip of pipette
      inside water.
   3. Put a stopper on the flask and shake well. Keep the bottle undisturbed for some time to
      allow the brown ppt of basic oxide to settle.
   4. Add 2 mL conc. H2SO4. Put a stopper on the flask again and shake well to dissolve the
      ppt.
   5. Transfer 100 mL of brown solution to a conical flask. Titrate slowly against hypo
      solution till colour becomes pale yellow. Add 2 mL starch solution so that colour
      becomes blue. Titrate further against hypo till blue colour disappears. Note FBR at end
      point. Repeat to get concordant reading.
Observation
General calculation
N1V1 = N2V2
(water) (Hypo)
N1 × 100 = (1/20) ×
N1 =
End point: A blue-green, through a greyish tinge to the first permanent violet
Theory
       An iron ore solution is prepared by treating the ore with acid. It contains both ferrous
(Fe ) and ferric (Fe+3) ions. The amount of iron in ore can be estimated by its titration with an
   +2
      For finding total iron, the ore solution is first reduced with slight excess of SnCl 2 in
medium acidified with conc. HCl.
Sn+2 left in excess is destroyed by adding saturated mercuric chloride solution in one lot.
 Total iron present as Fe+2 in reduced solution is titrated agianst dichromate solution in acidic
 medium using sodium diphenyl diammine sulphonate indicator.
   Cr 2 O
        7
            2-   + 14H+ + 6e-                    2Cr+3 + 7H2O
                  Fe+2                        Fe+3 + e- x 6
    Cr2O72- + 14H+ + 6Fe+2                       2Cr+3 + 6Fe+3 + 7H2O
   At the end point when all Fe+2 ions get oxidised by dichromate, an excess drop of dichromate
   oxidises the indicator.
  From the vol. of dichromate solutionsed in used in titration, total iron in ore solution can be
  calculated
Procedure
   1.   Rinse and fill the burette with dichromate solution. Note the initial burette reading (IBR).
   2.   Pipette out 10 mL of solution in a conical flask.
   3.   Add 3 mL conc. HCl into it and boil on flame to get yellowish colour solution.
   4.   Add 5% SnCl2 solution dropwise till yellow colour disappears. Add 2-3 mL drops in
        execss.
   5.   Cool the solution to room temperature under tap water,
   6.   Add 3 mL saturated HdCl2 solution in one lot and shake it till silky white ppt are
        abtained.
   7.   Add 10 mL dil. HCl, 7-8 drops of indicator and titrate against dichromate solution till end
        point.
   8.   Note final burette reading, repeat the titration to record concordant value.
Observations
                                                                             Vol.of       K2Cr2O7
   Sr. No.                  IBR (mL)                    FBR (mL)
                                                                             solution used (mL)
General calculation:
N1V1 = N2V2
(ore) (K2Cr2O7)
N1 × 10 = (1/10) ×
                                                 N1 =
   Strength of dissolved oxygen = normality × equivalent wt of iron
= g L-1 = mg L-1
= A ppm
Requirements: conductivity meter, conductivity cell, KCl, distilled water and water samples
Theory
Total Dissolved Solids (TDS) is total amount of soluble mineral and salts impurities present in
water. TDS is measured in parts per million (ppm). For example, drinking water should be less
than 500 ppm, water for agriculture should be less than 1200 ppm, and high tech manufactures
often require impurity free water.
        One way to measure impurities in water is to measure the electric conductivity of water.
A conductivity sensor measures how much electricity is being conducted through a centimeter of
water. Specific conductivity is expressed as mhos per centimeter (M/cm), sometimes called
siemens per centimeter (S/cm). Because a mho (or siemen) is a very large unit, the micromho
(microsiemen) or millimho (millisiemen) typically is used (mS/cm). To convert the electric
conductivity of a water sample (mS/cm) into the approximate concentration of total dissolved
solids (ppm), the mS/cm is multiplied by a conversion factor. The conversion factor depends on
the chemical composition of the TDS and can very between 0.54 – 0.96. A value of 0.67 is
commonly used as an approximation if the actual factor is not known.
Procedure
   1.   Calibrate the conductivity meter using N/100 KCl and find out its cell constant.
   2.   Pipette out 50 mL of given water sample in a 100 mL beaker.
   3.   Dip conductivity cell in water sample.
   4.   Note down the conductance value of sample.
   5.   Repeat steps 2-4 for other water samples.
Observation
Calculations