Lecture 1 Video 9 Peptide Bond Summary

Protein structure

🧬 Proteins Are Built from Amino Acids

Proteins are polymers built from amino acids, and in biological proteins these are always L-amino acids. Each amino acid has:

  • an amino group (–NH₂)
  • a carboxyl group (–COOH)
  • a Cα (alpha carbon) with a side chain (R-group)

🔗 Formation of the Peptide Bond

  • The carboxyl group of one amino acid reacts with the amino group of another.
  • This is a condensation reaction, releasing one molecule of water (H₂O).
  • The resulting linkage is an amide bond, called a peptide bond.

📌 A chain of amino acids linked this way is called a peptide (or polypeptide for longer chains).


🔁 Directionality of Peptides: N → C

Peptides have directionality:

  • N-terminus: free amino group
  • C-terminus: free carboxyl group

➡️ Amino acid sequences are always written and read from N-terminus to C-terminus.


🧱 The Protein Backbone

The backbone is the repeating, invariant structure:

N - Cα - C

Side chains (R-groups) are attached to the , but do not define the backbone geometry.


🔄 Conformation Depends on Rotation

Protein shape is controlled by rotations around backbone bonds. These rotations are described by dihedral angles, measured in degrees (°).


📐 What Is a Dihedral Angle?

A dihedral angle:

  • Is defined by four atoms
  • Describes rotation around the bond between the two middle atoms
  • Requires viewing the molecule along that bond

🟦 Φ (Phi) Angle — Rotation Around N–Cα

  • Bond rotated: Nᵢ – Cαᵢ
  • Defined by atoms:
    • C(i−1) → N(i) → Cα(i) → C(i)

How to visualize Φ:

  1. Look down the N–Cα bond
  2. N is in front, Cα hidden behind
  3. Measure the angle between:
    • Cα → C(i)
    • N → C(i−1)

🟨 Ψ (Psi) Angle — Rotation Around Cα–C

  • Bond rotated: Cαᵢ – Cᵢ
  • Defined by atoms:
    • N(i) → Cα(i) → C(i) → N(i+1)

Same principle: look down the bond and measure relative atom positions.


📊 Common Dihedral Angle Values

In idealized staggered conformations, dihedral angles cluster around:

  • −60°gauche⁻ (G⁻)
  • +60°gauche⁺ (G⁺)
  • 180°trans (T)

📌 In real proteins, angles can vary—but are usually close to these values.


🔒 Ω (Omega) Angle — The Peptide Bond

Ω describes rotation around the peptide bond (C–N).

Why Omega Is Special

  • The peptide bond has partial double-bond character
  • This makes it planar
  • Rotation is highly restricted

✅ Only two values are allowed:

  • 180° → trans
  • 0° → cis

⚖️ Cis vs Trans Peptide Bonds

  • Trans (ω = 180°)
    • Vast majority of peptide bonds
    • Minimizes steric clashes (atoms bumping into each other)
  • Cis (ω = 0°)
    • Rare
    • Causes strong steric hindrance

📌 Exception: Proline

  • Proline sometimes appears in cis
  • Its cyclic side chain reduces the energetic penalty

🚫 Steric Hindrance (Why Cis Is Rare)

Steric hindrance means:

  • Atoms occupy physical space
  • Certain conformations cause atoms to overlap
  • This raises energy and destabilizes the structure

➡️ Trans peptide bonds avoid these clashes, making them strongly favored.


🧠 Big Picture Summary

  • Proteins are chains of L-amino acids linked by peptide bonds
  • The backbone is N–Cα–C
  • Conformation is controlled by three dihedral angles:
    • Φ (phi): N–Cα
    • Ψ (psi): Cα–C
    • Ω (omega): peptide bond
  • Φ and Ψ are flexible → determine secondary structure
  • Ω is planar → almost always trans
  • Proline is the notable cis exception

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