Chemistry Labs

Problem 1

Nitrogen trifluoride is a surprisingly stable compound that was first prepared by the melt electrolysis of a mixture of ammonium fluoride and hydrogen fluoride. (a) At which electrode does NFX3\ce{NF3} form? Write the balanced half-reaction for its formation. (b) The related compounds NHX2F\ce{NH2F} and NHFX2\ce{NHF2} are very unstable and form as side products. Which of NFX3\ce{NF3}, NHFX2\ce{NHF2}, NHX2F\ce{NH2F} is expected to condense at the lowest temperature? (c) The N–F bond lengths in these molecules are 136, 140 and 142 pm; assign them using a simple electrostatic (partial-charge) model. (d) When NHFX2\ce{NHF2} is bubbled through a solution of KF in HF, a binary nitrogen–fluorine compound is obtained as a mixture of two geometric isomers; write a balanced equation for its formation. (e) NFX4X+\ce{NF4+} salts form from NFX3\ce{NF3} and FX2\ce{F2} in the presence of a suitable reagent — propose one and write the equation. (f) NFX4X+\ce{NF4+} hydrolyzes to NFX3\ce{NF3} and OX2\ce{O2}, but less OX2\ce{O2} than expected is often obtained; write the hydrolysis equation and a possible side reaction lowering the OX2\ce{O2}:NFX3\ce{NF3} ratio. (g) A tetrafluoroammonium salt (a candidate solid rocket fuel) contains 65.6% fluorine by mass, all released as NFX3\ce{NF3} and FX2\ce{F2} on heating, with n(FX2)=2.5 n(NFX3)n(\ce{F2}) = 2.5\,n(\ce{NF3}). Determine the formula of the salt.
Step 6 of 6: Deduce the salt formula
x:y=1:4 in (NFX4)xAFy;65.6% F⇒A=Xe⇒(NFX4)2XeFX8x{:}y = 1{:}4 \text{ in } (\ce{NF4})_x\ce{AF}_y;\quad 65.6\%\,\text{F} \Rightarrow A = \ce{Xe} \Rightarrow (\ce{NF4})_2\ce{XeF8}
Analysis

Each NFX4X+\ce{NF4+} releases one NFX3\ce{NF3}; the observed n(FX2):n(NFX3)=2.5:1n(\ce{F2}):n(\ce{NF3}) = 2.5:1 means the anion supplies 1.5 FX2\ce{F2} per NFX4X+\ce{NF4+}... Counting released F atoms: per NFX4X+\ce{NF4+}, NFX3\ce{NF3} carries 3 F and 2.5 FX2\ce{F2} carries 5 F, total 8, so the anion AFyx−\ce{AF}_y^{x-} must satisfy the charge and F balance, giving x:y=1:4x:y = 1:4, i.e. (NFX4)AFX4\ce{(NF4)AF4} or (NFX4)X2AFX8\ce{(NF4)2AF8}. The F mass fraction 65.6% fixes MA≈131M_A \approx 131 — xenon — so the salt is (NFX4)X2XeFX8\ce{(NF4)2XeF8} (65.9% F).

Common pitfall. Do not forget that the anion itself contains releasable fluorine — the 2.5:1 ratio is what reveals it; skipping it leads to trying to fit a fluoride-free anion.