Acids, Bases and Buffers

Author DrX Whiz Niraj 📅 July 06, 2026
Acids, Bases and Buffers
Smart Translation:
Pharm. Inorganic Chemistry | Unit 2

Acids, Bases & Buffers: Isotonic Solutions

Comprehensive exam notes on Buffer Equations (Henderson-Hasselbalch), Buffer Capacity, and Measurements & Methods for adjusting Isotonicity.

Buffers and Isotonic Solutions Pharmaceutical Inorganic Chemistry
1. Introduction to Buffers

Definition: A Buffer solution is a solution that resists any drastic change in its pH when a small amount of strong acid or strong base is added to it.

  • Acidic Buffer: Mixture of a Weak Acid and its salt with a strong base (e.g., Acetic acid + Sodium acetate). pH < 7.
  • Basic Buffer: Mixture of a Weak Base and its salt with a strong acid (e.g., Ammonium hydroxide + Ammonium chloride). pH > 7.
CH₃COOH ⇌ CH₃COO⁻ + H⁺ (Acidic Buffer System) + Added H⁺ (Acid) H⁺ reacts with CH₃COO⁻ → Forms Weak CH₃COOH + Added OH⁻ (Base) OH⁻ reacts with CH₃COOH → Forms H₂O + CH₃COO⁻ pH Remains Constant!
Fig 1: Mechanism of Buffer Action (Le Chatelier's Principle)
2. Buffer Equation & Capacity

The Henderson-Hasselbalch Equation

This equation is used to calculate the pH of a buffer solution and to prepare a buffer of a desired pH.

pH = pKₐ + log₁₀ [Salt] / [Acid]

(For an Acidic Buffer)

Buffer Capacity (Van Slyke's Concept)

Definition: Buffer capacity (β) is the magnitude of the resistance of a buffer to pH changes. It is defined as the ratio of the increment of strong base (or acid) added to the small change in pH produced.

β = ΔB / ΔpH

Where: ΔB = gram equivalents of strong base/acid added, ΔpH = change in pH.

When is Buffer Capacity Maximum?

A buffer has its maximum capacity to resist pH change when the concentration of the Salt is equal to the concentration of the Acid ([Salt] = [Acid]). At this point, according to the Henderson-Hasselbalch equation, pH = pKₐ.

3. Preparation & Stability in Pharmacy

Preparation Steps

  • Step 1: Select a weak acid whose pKₐ is close to the desired pH (within ± 1 unit).
  • Step 2: Calculate the ratio of [Salt] to [Acid] required using the Henderson-Hasselbalch equation.
  • Step 3: Weigh and mix the exact quantities, then adjust final pH using a pH meter.

Stability & Factors

  • Temperature: pH of acetate buffers changes slightly with temperature, but basic buffers (like ammonia) are highly temperature-sensitive.
  • Dilution: Moderate dilution does NOT change the pH of a buffer, but it decreases its buffer capacity.
4. Buffered Isotonic Solutions

Definition: A solution that has the same osmotic pressure as specific body fluids (like blood plasma or tears) is called an Isotonic solution.

Clinical Importance of Isotonicity

If an IV injection or eye drop is Hypertonic (high conc.), it draws water out of the RBCs/tissue cells, causing them to shrink (Crenation). If it is Hypotonic (low conc.), water enters the cells, causing them to swell and burst (Hemolysis). Therefore, ophthalmic and parenteral solutions MUST be made isotonic with blood.

0.00 °C (Pure Distilled Water) - 0.52 °C (Blood Plasma / Tears) Hypotonic Zone Hypertonic Zone
Fig 2: The Freezing Point Depression Scale for Isotonicity
5. Calculations & Methods of Adjusting

Two major methods are utilized in pharmacy to calculate the amount of adjusting substance (like NaCl) needed to make a hypotonic drug solution completely isotonic.

1. Freezing Point Method

Based on the fact that an isotonic solution (like 0.9% NaCl) lowers the freezing point of water to exactly -0.52°C.

W = (0.52 - a) / b

W = Weight (g) of NaCl added per 100ml.
a = Freezing point depression of 1% drug.
b = F.P. depression of 1% NaCl (0.576°C).

2. NaCl Equivalent Method

The Sodium Chloride Equivalent (E-value) is the amount of NaCl that produces the same osmotic effect as 1 gram of the drug.

Amount of NaCl = 0.9 - (E × Wt of Drug)

This formula tells exactly how many grams of NaCl are required to make 100ml of the drug solution isotonic.

Exam Corner (Test Yourself)
1. According to the Henderson-Hasselbalch equation, when the concentration of the Salt equals the concentration of the Acid, what is true?
A. The pH of the buffer is exactly 7.0 B. The pH equals the pKa of the weak acid C. The buffer capacity becomes zero D. The pH is twice the pKa
2. What is the standard freezing point of human blood plasma and tear fluid?
A. 0.00 °C B. - 1.86 °C C. - 0.52 °C D. - 0.90 °C
3. If an intravenous solution is hypertonic to red blood cells, what will happen to the cells?
A. Water will enter the cells, causing them to swell and burst (Hemolysis) B. Water will leave the cells, causing them to shrink (Crenation) C. The cells will remain unchanged D. They undergo active transport of sodium
DrX Whiz Niraj

DrX Whiz Niraj

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