Comprehensive Study Guide: Acid-Base Physiology, Henderson-Hasselbalch Kinetics, and Chemical Equation Balancing

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Acid-Base Physiology & Body Fluid pH
  • Hydrogen Ion Concentration: Acid-base balance is the physiological mechanism maintaining hydrogen ion (H+H^+) concentration in body fluids within a strict range supporting cellular catalytic enzymes and physiological functions.

    • Acids: Dissociate in liquid to release hydrogen ions (H+H^+).

    • Bases: Dissociate into hydroxide ions (OH−OH^-) or accept hydrogen ions.

    • Inverse Relationship: pHpH varies inversely with H+H^+ ion concentration. A lower pHpH indicates a higher concentration of H+H^+ ions.

  • Normal Physiological Ranges:

    • Blood pHpH: 7.35 to 7.457.35\text{ to }7.45 (Arterial baseline: 7.407.40; pH<6.8pH < 6.8 or severe deviations lead to mortality).

    • Bicarbonate (HCO3−HCO_3^-): 22 to 26 mEq/L22\text{ to }26\,\text{mEq/L} (Baseline: 24 mEq/L24\,\text{mEq/L}; metabolic component regulated by the kidneys).

    • Partial Pressure of Arterial Carbon Dioxide (PaCO2PaCO_2): 35 to 45 mmHg35\text{ to }45\,\text{mmHg} (Baseline: 40 mmHg40\,\text{mmHg}; respiratory component regulated by the lungs).

Henderson-Hasselbalch Kinetics
  • Mathematical Equation: pH=6.1+log⁡([HCO<em>3−]0.03×PaCO</em>2)pH = 6.1 + \log\left(\frac{[HCO<em>3^-]}{0.03 \times PaCO</em>2}\right)

    • 6.16.1: Dissociation constant (pK<em>apK<em>a) of carbonic acid (H</em>2CO3H</em>2CO_3).

    • 0.030.03: Carbon dioxide solubility coefficient in human arterial blood plasma.

  • Proportional Relationships:

    • Direct Variance: pHpH directly varies with HCO<em>3−HCO<em>3^- concentration. An increase in HCO</em>3−HCO</em>3^- increases pHpH.

    • Inverse Variance: pHpH inversely varies with PaCO<em>2PaCO<em>2. An increase in PaCO</em>2PaCO</em>2 decreases pH$.

    • Acid-Base Ratio: A normal plasma pHofof7.40correspondstoacorresponds to a20:1ratioofbase(ratio of base (HCO3^-)toacid() to acid (0.03 \times PaCO2).

  • Acid-Base Disturbances & Compensation:

    • Respiratory Acidosis: High PaCO2,low, lowpH.Causedbyhypoventilation.Kidneyscompensatebyretaining. Caused by hypoventilation. Kidneys compensate by retainingHCO3^-.</p></li><li><p><strong>RespiratoryAlkalosis</strong>:Low.</p></li><li><p><strong>Respiratory Alkalosis</strong>: LowPaCO_2,high, highpH.Causedbyhyperventilation.</p></li><li><p><strong>MetabolicAcidosis</strong>:Low. Caused by hyperventilation.</p></li><li><p><strong>Metabolic Acidosis</strong>: LowHCO3^-,low, lowpH(e.g.,DiabeticKetoacidosis/DKA).Respiratorysystemcompensatesbyhyperventilatingtoblowoffexcess(e.g., Diabetic Ketoacidosis / DKA). Respiratory system compensates by hyperventilating to blow off excessCO2.</p></li><li><p><strong>MetabolicAlkalosis</strong>:High.</p></li><li><p><strong>Metabolic Alkalosis</strong>: HighHCO_3^-,high, highpH$.

Chemical Reactions & Equation Balancing
  • Law of Conservation of Mass: Atoms are neither created nor destroyed in a chemical reaction; they are rearranged from reactants to products.

  • Essential Biological Chemical Reactions:

    • Cellular Respiration: C<em>6H</em>12O<em>6+6O</em>2→6CO<em>2+6H</em>2O+ATPC<em>6H</em>{12}O<em>6 + 6O</em>2 \rightarrow 6CO<em>2 + 6H</em>2O + \text{ATP}

    • Sodium Bicarbonate & Acetic Acid: NaHCO<em>3+CH</em>3COOH→NaCH<em>3COO+H</em>2O+CO2NaHCO<em>3 + CH</em>3COOH \rightarrow NaCH<em>3COO + H</em>2O + CO_2

  • Rules for Balancing Equations:

    1. Identify Atom Counts: Multiply coefficients by subscripts to determine total atoms per element on reactant and product sides.

    2. Adjust Coefficients: Change front coefficients to balance atom counts without modifying chemical subscripts.

    3. Examples:

    • Reaction of hydrogen and oxygen: 2H<em>2+O</em>2→2H2O2H<em>2 + O</em>2 \rightarrow 2H_2O

    • Reaction of sodium sulfide and silver iodide: Na<em>2S+2AgI→Ag</em>2S+2NaINa<em>2S + 2AgI \rightarrow Ag</em>2S + 2NaI