Printing Knowledge
Printing Knowledge

Common Types of Hardcover Books and Cover Size Calculation

Hardcover binding is one of the most refined binding methods in book publishing. Compared with paperback books, hardcovers feature superior materials, durable binding, elegant appearance, and better long-term preservation.

1. Common Types of Hardcover Binding

1.1 Classification by Spine Shape

Square Spine

A square spine usually appears slightly thicker than the book block. Due to folding and sewing, the spine height is slightly higher than the book block, and this difference increases with the number of signatures.
Therefore, square spines are generally recommended for books with a spine thickness of 20 mm or less.

Rounded Spine

In rounded spines, the folds of the signatures form a semicircular distribution along an arc, balancing the thickness of the book block. The fore-edge is concave to match the convex spine.

Rounded spines are suitable for thicker books. After rounding, the spine arc typically corresponds to 130° of a circle.

Rounded spines are divided into:
  • Rounded spine without backing (rounded only)
  • Rounded and backed spine (rounded and backed), where the backing width usually equals the thickness of the cover boardHardcover Books and Cover Size Calculation

1.2 Classification by Cover Material

Case Made of One Material (Same Material for Spine and Boards)

The spine, front cover, and back cover are made from a single material, such as paper, cloth, coated paper, or imitation leather.
This structure can be square-backed or rounded-backed and often includes a dust jacket.
Some full-paper cases (laminated and mounted onto boards) are square-spined and do not use dust jackets.

Case Made of Different Materials

Typically, cloth is used for the spine and paper for the boards.
This structure is commonly applied to rounded-spine hardcovers and usually does not include a dust jacket.

2. Standard Technical Allowances

  • C (Squares / Overhang): 2–3 mm
  • F (Turn-in): 13–15 mm
  • E (Groove width): 6–7 mm
  • H (Joint overlap): 6–7 mm
  • K (Cloth overlap): 3–5 mm
  • G (Hinge width): Spine thickness + 2E

3. Case Size Calculation

3.1 Same-Material Case

  • Case height: Book height + 2C + 2F
  • Case width: 2 × Book width + Spine thickness + 2E + 2C + 2F
  • Board height: Book height + 2C
  • Board width: Book width − E + C

3.2 Mixed-Material Case

  • Paper board height: Book height + 2C + 2F
  • Paper board width: Book width − K − E + C + F
  • Cloth spine height: Book height + 2C + 2F
  • Cloth spine width: Spine arc length + 2E + 2K + 2H

4. Spine Arc Length Calculation

Rounded Spine without Backing
D = π × (T ÷ 2) × (130 ÷ 180)
Rounded Spine with Backing

D = π × ((T + 2 × Board thickness) ÷ 2) × (130 ÷ 180)

Where:
  • D = spine arc length
  • T = spine thickness

5. Internal Spine Materials

  • Mull length: Book height − 20 mm
  • Mull width: Spine arc length + 40 mm
  • Headband length: Spine arc length
  • Ribbon marker length: Diagonal length of the book block

6. Dust Jacket Size

  • Dust jacket height: Book height + 2C
  • Dust jacket width: Case width − 2F + 2R
Where R (flap width) is usually ≥ 30 mm, adjusted according to book size and printing efficiency.

7. Design Allowance

All dimensions listed above are trimmed sizes.
When designing covers or dust jackets, add 3 mm bleed on all sides.

8. Design Practice Summary

Through these examples, book designers should master:
  • Paper types, specifications, performance, and cost
  • Book cost calculation methods
  • Printing and binding processes
Only by combining design with technical and economic considerations can hardcover books achieve a balance of functionality, aesthetics, and cost efficiency, while avoiding unnecessary production losses.
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