semiAIfoundry

Memory / HBM fabrication and assembly · Atlas v1.3.0

TSV formation, keep-out and backside reveal

Builds insulated vertical conductors and exposes their opposite ends for stacking.

Explore in AtlasDRAM cell to vertical stack; routes and logical mapping are separate

Learning objectiveDistinguish TSV fabrication, backside reveal and the area around a vertical connection.

The mechanism

A through-silicon via carries a connection through a die rather than storing a DRAM bit. Its process needs a hole, electrical isolation from surrounding silicon, compatible conductor integration and access at both ends. The insertion point within wafer fabrication varies by route. Later thinning and backside processing reveal a buried connection and prepare it for joining. TSV stress, routing and electrical coupling can require space around the structure, affecting usable silicon area. The lesson follows one vertical path while keeping a TSV inside a die distinct from the bump or bond that connects that die to the next one.

  1. Select and label where TSV insertion occurs relative to the memory-device process.
  2. Etch the via structure and form the required insulating and conductor interfaces.
  3. Fill and planarize the conductor while controlling voids and surrounding-material effects.
  4. Support and thin the wafer to expose the opposite connection end in the chosen reveal route.
  5. Prepare backside connections and test continuity/isolation before committing dies to a stack.

Science and assumptions

Via resistance and exclusion area

Rvia≈ρLπr2,Aexclusion≈π(r+k)2R_{\mathrm{via}}\approx\frac{\rho L}{\pi r^2},\qquad A_{\mathrm{exclusion}}\approx\pi(r+k)^2

Via resistance is approximately resistivity times length divided by circular conductor area. The toy exclusion area uses a radius enlarged by the keep-out distance.

Symbols and units
R_via
Uniform via DC resistance

Ω

ρ
Conductor resistivity

Ω·m

L
Conducting via length

m

r
Conducting via radius in the toy geometry

m

k
Radial keep-out distance beyond that radius

m

A_exclusion
Circular exclusion footprint

m²

ρ in Ω·m, via length L/radius r and keep-out distance k in m give resistance Ω and area m².

Assumptions Cylindrical uniform conductor and circular keep-out toy model. Contacts, liners, stress anisotropy and real layout change both results.

Engineering example

Synthetic geometry: a 2 μm conductor radius with a 3 μm surrounding keep-out has a 5 μm exclusion radius, so its circular excluded area is 6.25 times the conductor area. This is not an HBM design rule.

Distinctions and tradeoffs

A TSV and an inter-die bump are not the same physical connection, and TSV insertion order is not universal.

Smaller or denser TSVs can reduce footprint while tightening etch/fill, isolation, stress and alignment requirements.

Vertical connections let stacked DRAM participate in a wide memory interface, while consuming area and manufacturing effort per delivered bit.

Specifications and interfaces

Physical path
In-die TSV plus inter-die joint

Different structures with different process and failure mechanisms.

Area demand
Via, liner, keep-out and routing

The metal cross-section alone underestimates integration area.

Interfaces

Memory wafer and via route Input
Defined insertion stage, frontside structures and support
Backside-accessible vertical connection Output
Revealed conductor with compatible joining surface

Check your understanding

Why does a TSV consume more layout area than its metal diameter suggests?

  1. Isolation, keep-out and routing space may also be needed
  2. The entire silicon die becomes a via
  3. Each TSV stores an extra DRAM bank
Answer and reasoning

Isolation, keep-out and routing space may also be needed

The surrounding electrical and mechanical environment imposes area requirements beyond the conducting core.

Evidence and scope

Insertion stage, materials, dimensions and keep-out rules are route-specific. The drawing does not establish a vendor’s via-first/middle/last flow.

Use the manufacturing investigation to trace compatible inputs, assembly and operating constraints; no current standalone calculator models this lesson’s full mechanism.

Sources

Published lesson data · Atlas releases and licensing

Continue exploring

Foundations

Related lessons