Nickel forms single-phase solid solutions with some metals such as copper, iron, and chromium. Nicke — Organic Chemistry Chemistry Question
Determination of nickel in nickel and copper-nickel alloys by complexometric titration
Nickel forms single-phase solid solutions with some metals such as copper, iron, and chromium. Nickel and copper feature unrestricted mutual solubility. Copper-nickel alloys, also referred to as cupronickels, possess different properties depending on their composition. The most used cupronickels contain 10 to 45 % of nickel.
The main properties of copper-rich alloys (70 – 90 % of copper) include high resistance to corrosion, electrical conductivity, ductileness, strength at elevated temperatures. These features make the alloys highly sought in various industrial applications: construction of sea water corrosion-resistant facilities including oil rig platforms (which is of particular importance for Azerbaijan!), condenser systems in desalination plants, cooling circuits, and ammunition. Small amounts of other elements are usually added for specific purposes; the two most popular alloys for marine applications contain up to 2 % iron and manganese. The alloy composed of copper with 45 % nickel content provide for almost exactly constant resistance regardless of temperature, and is thus used in the production of thermocouples and resistance wires in high precision resistors. The copper-nickel alloy containing 25 % nickel with an additive of 0.05 - 0.4 % manganese is commonly used in manufacturing coins and medals.
Precipitation of nickel as dimethylglyoximate followed by its weighing is widely used for accurate determination of this metal in steels and alloys. Nickel can also be assayed by treatment of a Ni2+ containing solution with KI and KCN followed by titration with silver nitrate.
Only metal ions (Zn(II), Cu(II), Ca(II) or Mg(II)) rapidly forming EDTA complexes can be determined by direct titration with EDTA. Since the EDTA complex of nickel(II) is formed slower, the back titration is used in the latter case: EDTA is added in an excess and the unreacted EDTA is back titrated with Ca(II) or Mg(II), the metals that also form colored complexes with a suitable indicator (such as Eriochrome black T), still less stable than the nickel one.
In this task you will precipitate nickel from its ammonia solution with dimethylglyoxime in the presence of citric or tartaric acid as a masking agent* and then determine the metal content by complexometric titration with Eriochrome black T as the indicator.
Notes.
*At this stage, gravimetric determination of nickel as dimethylglyoximate may be carried out. However, it requires drying to constant weight, which may be time consuming.
The method gives best results with the alloys containing less than 0.5 mass % of Cu.
Chemicals and reagents
* Alloy sample, ~0.5 g, or a test solution (a solution containing about 1 g dm–3 of Ni2+, 0.5 – 0.7 g dm–3, Fe3+, 5 – 6 g dm–3 Cu2+),
* Diluted nitric acid (1 : 1, v/v),
* Diluted hydrochloric acid (1: 1, v/v),
* Diluted sulfuric acid (1 : 1, v/v),
* Citric acid or tartaric acid,
* Ammonia solution, concentrated,
* Dimethylglyoxime (10 g dm–3 in ethanol),
* Ammonium chloride, 10%,
* Sodium hydroxide (200 g dm–3),
* Hydrogen peroxide solution, 3%,
* Eriochrome black T (as a mixture with NaCl, 1 : 100 w/w),
* Standard 0.05 mol dm–3 EDTA solution: Dissolve 18.61 g of solid ethylenediamine tetraacetate disodium dihydrate in 500 cm3 of distilled water, place the mixture into a measuring flask and dilute to 1 dm3.
* Ammonia – ammonium chloride buffer solution, pH 10: Dissolve 70 g of solid NH4Cl in 600 cm3 of concentrated (~15 mol dm–3) ammonia and dilute to 1 dm3 with distilled water.
* Magnesium sulfate solution (0.05 mol dm–3): Dissolve 12.33 g of solid magnesium sulfate heptahydrate in 500 cm3 of distilled water and dilute to 1 dm3.
Equipment and glassware
* Analytical balance (± 0.0001 g),
* Glass beaker, 250 and 400 cm3,
* Watch glass,
* Hotplate stirrer,
* Volumetric flask, 500 and 100 cm3,
* Paper filters (3 ea.),
* Funnel,
* pH Indicator paper,
* Burette, 25 or 50 cm3 (2 ea.),
* Funnels (to fill the burettes).
* Volumetric pipette, 10 cm3,
* Erlenmeyer flask, 100 cm3 (3 ea.),
* Graduated cylinders, 10 and 25 cm3,
* Wash bottle with distilled water.
Procedure
A. Standardization of MgSO4 solution
1. Fill a burette with the standard Na2H2EDTA solution. Transfer 5.00 cm3 of the solution into the 100 cm3 Erlenmeyer flask. Adjust pH to 10 with the ammonium buffer solution (3 – 4 cm3). Add 20 – 30 mg of the Eriochrome black T indicator.
2. Fill the other burette with MgSO4 solution. Titrate the prepared EDTA solution with MgSO4 under continuous stirring until the blue color sharply turns into purple (the change must be irreversible). Record the volume of MgSO4 solution consumed in titration. Repeat the titration until your get consistent results.
The concentration of MgSO4 solution (M) is found from the following equation:
c1 = V0 · c0 / V1,
where
V0 is the volume of Na2H2EDTA taken for titration, cm3,
V1 is the volume of magnesium sulfate consumed in titration, cm3,
c0 – the concentration of Na2H2EDTA solution.
B. Dissolution of the alloy sample (the experiment should be carried out under a fume hood)
(Skip this stage and proceed to part C if you are analyzing a test solution rather than an actual alloy sample.)
1. Accurately weigh out the alloy sample, place it into a 250 cm3 beaker and carefully dissolve in 15 cm3 of nitric acid (diluted with water, 1 : 1 v/v). Cover the beaker with the watch glass.
2. Gently heat the solution and boil it on a hot plate until dissolution is complete (the residual volume should be of about 5 cm3). Transfer the solution into the 500 cm3 volumetric flask, rinse the watch glass and the beaker with distilled water, add the wash water to the volumetric flask, and dilute to the mark using the wash bottle.
3. If the alloy sample cannot be totally dissolved (as it may contain W and/or Si), heat the mixture to dryness, add 10 cm3 of HCl (1 : 1 v/v) and heat to dryness again. Dissolve the dry residue in 10 cm3 of concentrated HCl and dilute it with 100 cm3 of distilled water. Filter off the precipitated tungstic acid using two filters and a long-stem funnel. Wash the precipitate with hot diluted HCl solution (1 : 10 v/v) until no Ni2+ ions are detected in wash waters (test with dimethylglyoxime).
4. If the sample contains more than 0.1 mass % of Si, add 10 cm3 of H2SO4 (1 : 1 v/v) and evaporate till abundant evolving of sulfuric acid fumes. Cool the slurry and carefully add about 10 cm3 of cold water. Then add 100 cm3 of hot water and dissolve the residue under heating. Filter off the precipitated silicic acid with filter paper and wash the precipitate with hot water. Transfer the filtrate obtained after W and/or Si separation to a 500 cm3 volumetric flask and dilute to the mark.
C. Precipitation of nickel dimethylglyoximate
1. Transfer 50.00 cm3 of the test solution into the 400 cm3 beaker, adjust the volume with water to 200 cm3 and add 6 – 8 g of solid tartaric or citric acid. Heat the solution on the hot plate until dissolution of the acid is complete. Neutralize the mixture to pH 4 – 5 with 5 – 10 cm3 of ammonia solution (check against the pH indicator paper).
2. Add 25 cm3 of the dimethylglyoxime solution in ethanol dropwise under intensive stirring, add 2 – 3 cm3 of the concentrated ammonia solution to obtain pH 10 and then the other 2 – 3 cm3 portion of the same solution to provide for NH3 excess. You will observe the precipitation of nickel dimethylglyoximate.
3. If iron hydroxide precipitates as the solution turns alkaline, add more tartaric or citric acid.
4. Heat the solution with the precipitate on the hot plate until boiling (do not allow boiling!) and store it in a warm place for 40 – 50 min.
5. Filter the precipitate using the filter paper and wash it with 4 – 5 portions of hot distilled water. Then wash the precipitate off to the 400 cm3 beaker, first with 30 – 50 cm3 of HCl (1 : 1 v/v) and then hot water. If you failed dissolving the precipitate, heat the solution and slightly boil it with stirring.
6. Cool the solution down to room temperature, transfer to a 100 cm3 volumetric flask and dilute to the mark with distilled water.
D. Determination of Ni 2+
1. Transfer 10.00 cm3 of the prepared Ni2+ solution into the 100 cm3 Erlenmeyer flask. Adjust pH to 10 with the ammonium buffer solution (4 – 6 cm3) and add 10.00 cm3 of the standard Na2H2EDTA solution from the burette. Add 20 – 30 mg of the Eriochrome black T indicator to obtain a blue colored solution.
2. Fill the burette with the standard MgSO4 solution and take the initial reading of the burette. Titrate the blue nickel(II) solution with the standard MgSO4 solution until the color becomes permanently purple. Take the final reading of the burette. Repeat the titration until your get consistent results.
3. Calculate the amount of Na2H2EDTA spent for Ni2+ titration based on the volumes of the Na2H2EDTA solution added and the MgSO4 solution consumed in the titration.
Write down the balanced chemical equations for the reactions occurring:
* when the sample of the alloy is dissolved in nitric acid;
* when the test solution is titrated with the magnesium sulfate solution.
Model Answer
The balanced chemical equations are:
* Dissolution of the alloy in nitric acid:
3 Ni + 8 HNO3(diluted) → 3 Ni(NO3)2 + 2 NO↑ + 4 H2O
* Titration of test solution with magnesium sulfate solution:
EDTA4– + Mg2+ → MgEDTA2–
Explain the role of citrate or tartrate when in the process leading to nickel dimethylglyoximate? Write down the corresponding chemical equations.
Model Answer
The alloy can contain iron; Fe3+ cation forms complexes with citrate and tartrate anions that can be used as masking agents. These complexes are water soluble, and their formation allows avoiding the precipitation of interfering iron(III) hydroxide that takes place in the basic medium required for the precipitation of nickel dimethylglyoximate:
Fe3+ + 3 OH– → Fe(OH)3↓ (at pH > 5)
Explain the necessity of the nickel dimethylglyoximate precipitation. How do Сu and Mg present in the test mixture interfere with the determination of nickel? Write down appropriate chemical equations.
Model Answer
Similar to nickel(II), Cu2+ and Mg2+ cations form stable complexes with EDTA. When the excess of EDTA is added directly to the dissolved alloy sample, the amount of EDTA spent for the titration is equal to the total amount of all the cations:
EDTA4– + Mg2+ → MgEDTA2–
EDTA4– + Cu2+ → CuEDTA2–
For this reason, isolation of Ni2+ by precipitation is necessary.
Explain why the pH value of the titrated solution should be kept below 10. In calculations, use the following constants of complex formation: K[Ni(EDTA)]2– = 4.2 · 1018, K([Mg(EDTA)]2– = 4.9 · 108.
Model Answer
The complex of EDTA with nickel(II) is more stable and is formed first during titration, the complex of Mg2+ being formed afterwards. Hence the EDTA volume depends on the complexation of Mg2+ with the excess of EDTA. Since the formation constant of Mg complex with EDTA is rather low, a higher pH value should be attained to provide for the complete complexation.
Quantitatively, the complex formation is governed by the conditional, or effective, formation constant:
K'f = Kf · α_Y4– · μ_M
It depends on:
* α_Y4–, the molar fraction of fully deprotonated form of EDTA (Y4–, increases at higher pH values), and
* μ_M, the molar fraction of uncomplexed metal ion, which is influenced by competing reactions (like hydrolysis) taking place at the reaction pH.
At pH > 10, the formation of insoluble magnesium hydroxide decreases the molar fraction of free Mg2+. Thus, the value of pH 10 is considered optimal.
What is the most stable form of EDTA at pH 10? Compare the molar fractions of HEDTA3– and EDTA4–. Note that H4EDTA is a weak acid with the following acidity constants: K1 = 1.0 · 10–2, K2 = 2.1 · 10–3, K3 = 6.9 · 10–7, K4 = 5.5 · 10–11.
Model Answer
The molar fractions of the EDTA forms (Y4–, HY3–) are determined by the equations:
α_Y4– = [Y4–] / [EDTA]
α_HY3– = [HY3–] / [EDTA]
where [EDTA] = [H4Y] + [H3Y–] + [H2Y2–] + [HY3–] + [Y4–].
At pH 10, concentrations of the first three forms of EDTA can be neglected, so:
α_Y4– = [Y4–] / ([Y4–] + [HY3–]) = K4 / ([H+] + K4) = 0.355
α_HY3– = [H+] / ([H+] + K4) = 0.645
Therefore, at pH 10, the most stable form is HY3– (HEDTA3–), and [HY3–] > [Y4–] (α_HY3– > α_Y4–).
Derive the formulae for calculation of the Ni2+ concentration in the test solution. Calculate the mass fraction of Ni in the alloy.
Model Answer
Concentration of Ni in the sample solution taken for the precipitation (50 cm3):
c_Ni = (V_EDTA · c_EDTA - V_MgSO4 · c_MgSO4) / V_s
where:
* c_Ni is the concentration of nickel in the aliquot, mol dm–3
* V_EDTA is the volume of Na2H2EDTA solution taken for titration, cm3
* c_EDTA is the concentration of the standard Na2H2EDTA solution, mol dm–3
* V_MgSO4 is the volume of magnesium sulfate solution consumed in the back titration, cm3
* c_MgSO4 is the determined concentration of magnesium sulfate solution, mol dm–3
Mass of Ni in the test solution (or dissolved alloy solution):
m_Ni = (c_Ni · V_0 · M_Ni · V_d) / V_s
Taking into account the dilution (according to the protocol, V_d / V_s = 2):
m_Ni = 2 · c_Ni · V_0 · M_Ni
where:
* V_0 is the volume of the graduated flask with Ni2+ (test solution or dissolved alloy), dm3
* V_s is the volume of the test solution or dissolved alloy solution taken for precipitation (50 cm3)
* V_d is the volume of the graduated flask with the dissolved nickel dimethylglyoximate precipitate (100 cm3)
* M_Ni is the molar mass of nickel, g mol–1
The mass fraction of Ni in the alloy:
w = (m_Ni / m_alloy) · 100 %