15.7
当溶解与水分子发生化学反应时,一些化合物会产生氢氧化物离子。 在所有情况下,这些化合物只会部分反应,因此被归类为弱碱。 这些类型的化合物的性质也很丰富,各种技术中的重要商品也很丰富。 例如,弱碱氨的全球生产量通常每年超过 100 公吨,被广泛用作农用化肥,用于其他化合物化学合成的原材料以及家用清洁剂…
弱碱,如氨,是一种 Brønsted 碱,它接受来自 水的质子以产生氢氧化物离子。弱碱根据其碱离解常数 Kb 与水发生部分反应,氨的碱离解常数 Kb 为 1.76 10⁻⁵。氨的 Kb 可以表示为铵离子浓度 乘以氢氧化物离子 浓度除以平衡时 氨的浓度。Kb 可用于测定弱碱溶液中的 氢氧化物离子浓度,从而测定 溶液的 pOH 和 pH 值。0.23 M 氨溶液的氢氧化物 离子浓度和 pH 值 可使用其碱离解常数 并通过准备包含氨、铵离子和 氢氧化物离子的初始值和平衡值 的 ICE 表来确定。将平衡浓度代入 Kb 表达式,Kb 等于 x 乘以 x 除以 0.23 减去 x。由于弱碱显示部分解离,0.23 减去 x 可以认为约为 0.23。当方程求解时,x 等于 2 10⁻³ M。0.23 减去 x 等于 0.23 的近似 在这里是有效的,因为氢氧化物离子浓度仅为 0.23M 的 0.86%为了计算该溶液的 pH 值,首先通过取氢氧化物离子浓度的负对数 来确定 pOH,结果等于 2.70。可使用以下公式测定 pH 值:pH 值加 pOH 值等于 14,并计算为 11.30。如果已知弱碱溶液的 pH 值,则可以计算弱碱溶液的 Kb。甲胺是一种弱碱,在水中部分 分解成甲基铵离子 和氢氧化物离子。甲胺的 Kb 可以表示为甲铵离子 浓度乘以氢氧化物离子 浓度除以平衡时甲胺的 浓度。要计算 pH 值为 11.6 的 0.040M 甲胺溶液的 Kb,首先需要计算 pOH,然后计算 其氢氧化物离子浓度。由于 pH 为 11.60 则 pOH 为 2.40,其氢氧化离子浓度为 4.0×10⁻³。ICE 表可以由甲胺、甲铵离子 和氢氧化物离子的初始浓度 和平衡浓度构成。将平衡浓度代入 Kb 的表达式中,得到 Kb 的值,即为 4.4×10⁻⁴。
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Q1: What is a weak base and how does it differ from a strong base?
A weak base is a Brønsted base that accepts a proton from water to produce hydroxide ions, but reacts only partially with water. Unlike strong bases that completely dissociate, weak bases establish an equilibrium between the molecular form and ionized products. Ammonia is a common example, with only about 1% of dissolved ammonia present as ammonium ions under typical conditions.
Q2: How is the base dissociation constant used to calculate hydroxide ion concentration?
The base dissociation constant (Kb) expresses the ratio of product concentrations to reactant concentration at equilibrium. For ammonia, Kb = 1.76 × 10⁻⁵. By constructing an ICE table with initial and equilibrium concentrations, you substitute values into the Kb expression to solve for hydroxide ion concentration, which then determines pOH and pH of the solution.
Q3: What is the ICE table method and why is it useful for weak base problems?
The ICE table tracks Initial, Change, and Equilibrium concentrations of all species in a weak base equilibrium. It organizes data systematically, showing how concentrations shift from initial values to equilibrium. This method simplifies substitution into the Kb expression and helps identify which concentrations to use when calculating hydroxide ion concentration and subsequent pH values.
Q4: How do you calculate pH from pOH in a weak base solution?
First, calculate pOH by taking the negative logarithm of hydroxide ion concentration. Then use the relationship pH + pOH = 14 to find pH. For example, a 0.23 M ammonia solution with hydroxide ion concentration of 2 × 10⁻³ M yields pOH of 2.70 and pH of 11.30, confirming the basic nature of the solution.
Q5: Can you determine Kb if you know the pH of a weak base solution?
Yes. Convert pH to pOH using pH + pOH = 14, then calculate hydroxide ion concentration from pOH. Construct an ICE table using the known initial concentration and calculated hydroxide ion concentration at equilibrium. Substitute these values into the Kb expression to solve for the base dissociation constant of the weak base.
Q6: Why is the approximation that x is negligible valid in weak base calculations?
Weak bases show partial dissociation, so the change in concentration (x) is typically very small compared to the initial concentration. The approximation is valid when x is less than 5% of the initial concentration. For ammonia, x = 2 × 10⁻³ M is only 0.86% of 0.23 M, justifying the simplification and making calculations manageable.
Q7: What are common applications of weak bases like ammonia?
Ammonia is produced globally in quantities exceeding 100 metric tons annually. It serves as an agricultural fertilizer, a raw material for chemical synthesis of other compounds, and an active ingredient in household cleaners. Its partial dissociation in water and resulting hydroxide ion production make it valuable across industrial, agricultural, and consumer applications.