IC Packaging

Design of Complex Integrated Circuits

5 IC Packaging

5.1 From Wafer to Packaged IC

From Wafer to Packaged IC

  • Electrical connection of signals and power from the IC to the PCB.
  • Interconnects adding little delay or distortion (small parasitic \(R\), \(L\), \(C\), and \(k\)).
  • Mechanical connection of the IC to the PCB.
  • Removal of the heat produced in the IC.
  • Protection of the IC from mechanical damage and the environment.
  • Compatibility with the thermal expansion (CTE) of the PCB.
  • Inexpensive manufacturing and testing.

5.2 Chip-to-Package Connection

Chip-to-Package Connection

Figure 54: Cross section of a wire-bonded lead-frame package: the die is glued to the paddle, bond wires connect the die pads to the leads (a down-bond connects directly to the grounded paddle), and the epoxy mold compound protects the assembly.

Chip-to-Package Connection

  • A simple pad consisting only of a square of top metal may “lift off” during bonding due to insufficient adherence; a mechanically robust pad is formed from the two topmost metal layers, connected by many small vias, at the price of somewhat larger capacitance.
  • Pads carrying RF signals can be shaped as octagons to reduce their capacitance (about 20 % reduction).

Chip-to-Package Connection

  • In some processes, it is allowed to place circuitry (e.g., ESD protection) below the pads to save chip area—called pad-over-active-area (PoAA).

5.3 Package Types

Package Types

  • Pads can be placed across the whole surface of the die rather than only at the periphery.
  • The top-level metal pads are covered with solder balls.
  • The IC is mounted upside down and must be carefully aligned to the package (done blind!); then heat is applied to melt the solder balls.
  • This process is also called controlled collapse chip connection (C4).

Package Types

Figure 55: Cross sections of important package families: (a) wire-bonded lead-frame package (e.g., QFN), (b) flip-chip laminate package (BGA) with solder bumps and balls, (c) wafer-level chip-scale package (WLCSP), where the redistribution layer (RDL) and the balls are processed on the wafer, (d) fan-out wafer-level package (FO-WLP), where the fan-out area is created by a mold frame, (e) die stack with bond wires, and (f) system-in-package with a wire-bonded die, a flip-chip die, and a passive component on one laminate substrate, and (g) 2.5D integration, where chiplets (here two logic dice and a high-bandwidth memory stack) sit on Cu pillars on a silicon interposer with fine-pitch wiring and through-silicon vias, which is flip-chip mounted on a laminate substrate and covered by a lid.

5.3.1 Lead-Frame Package

5.3.2 Laminate Package

5.3.3 Chip-Scale and Wafer-Level Packages

5.3.4 Stacked Packages

5.3.5 2.5D Integration with Chiplets and Silicon Interposer

  • A single monolithic die is limited by the reticle size of the lithography tool, and the yield drops rapidly with die area; several smaller dice yield better and can exceed the reticle limit in total.
  • Each chiplet can be fabricated in the most suitable technology (heterogeneous integration), e.g., the compute logic in a leading-edge node, while I/O, analog, or RF functions stay in a mature, cheaper node.

2.5D Integration with Chiplets and Silicon Interposer

  • Memory can be placed very close to the processor; a typical example is high-bandwidth memory (HBM), a stack of DRAM dice connected by through-silicon vias.
  • Proven chiplets can be reused across products, reducing design effort.

5.4 Thermal Design

Thermal Design

  • Consumer ambient temperature range: −30 to +85 °C.
  • Industrial/automotive ambient temperature range: −40 to +85 °C.
  • Usual IC technology junction temperature limits: −40 to +125 °C.
  • Automotive IC junction temperature limits: −40 to +150 °C.

5.4.1 Thermal Calculations

\[ \Delta T = Q \cdot R_\mathrm{th} \tag{49}\]

\[ R_\mathrm{th,series} = \sum_{i} R_{\mathrm{th},i} \qquad \frac{1}{R_\mathrm{th,parallel}} = \sum_{i} \frac{1}{R_{\mathrm{th},i}} \tag{50}\]

Thermal Calculations

\[ \Delta T = R_\mathrm{th,ja} \cdot P_\mathrm{diss} \tag{51}\]

Thermal Calculations

Figure 56: Thermal equivalent network of a packaged IC: the dissipated power \(P_\mathrm{diss}\) acts as a current source injecting heat into the junction node.

5.5 Package Parasitics

Package Parasitics

Figure 57: Equivalent circuit of a single package connection from the PCB to the on-chip pad: the bond wire and package trace contribute a series inductance and resistance, while the package trace and the bond pad add shunt capacitances.

Package Parasitics

\[ L' \approx 0.2 \ln \left( \frac{2h}{r} \right) \; \mathrm{nH/mm} \tag{52}\]

\[ L' \approx \frac{1.6}{0.72 + W/d} \; \mathrm{nH/mm} \tag{53}\]

Package Parasitics

\[ L_\mathrm{m}' \approx 0.1 \ln \left[ 1 + \left( \frac{2h}{d} \right)^2 \right] \; \mathrm{nH/mm} \tag{54}\]

Package Parasitics

Note 4: Example Calculation of the Bond-Wire Inductance

Let us assume a bond wire with a diameter of 25 µm (i.e., \(r = 12.5\,\mu\text{m}\)) and a length of \(l = 2\,\text{mm}\), running at a height of \(h = 300\,\mu\text{m}\) above the ground plane. With Equation 52, the inductance per length is

\[ L' \approx 0.2 \ln \left( \frac{2 \cdot 300\,\mu\text{m}}{12.5\,\mu\text{m}} \right) \; \text{nH/mm} = 0.2 \ln (48) \; \text{nH/mm} = 0.77\,\text{nH/mm} \]

and the total inductance of the bond wire is

\[ L = L' \cdot l = 0.77\,\text{nH/mm} \cdot 2\,\text{mm} = 1.55\,\text{nH} \]

Note that the height enters only logarithmically: doubling \(h\) to \(600\,\mu\text{m}\) increases the inductance by just 18 % to \(1.83\,\text{nH}\). At a frequency of \(f = 1\,\text{GHz}\), this bond wire already shows a reactance of

\[ X_L = 2 \pi f L = 9.7\,\Omega \]

Package Parasitics

Example Calculation of the Bond-Wire Inductance

If this bond wire carries the supply current of a digital block, a current step of \(\Delta i = 10\,\text{mA}\) within \(\Delta t = 100\,\text{ps}\) causes a supply bounce of

\[ V = L \frac{\Delta i}{\Delta t} = 1.55\,\text{nH} \cdot \frac{10\,\text{mA}}{100\,\text{ps}} = 155\,\text{mV} \]

which is significant for a core supply voltage of about 1.2 V.

To reduce the supply bounce, a second bond wire of the same dimensions is placed in parallel at a distance of \(d = 300\,\mu\text{m}\). With Equation 54, the mutual inductance per length is

\[ L_\mathrm{m}' \approx 0.1 \ln \left[ 1 + \left( \frac{2 \cdot 300\,\mu\text{m}}{300\,\mu\text{m}} \right)^2 \right] \; \text{nH/mm} = 0.1 \ln (5) \; \text{nH/mm} = 0.16\,\text{nH/mm} \]

Package Parasitics

Example Calculation of the Bond-Wire Inductance

resulting in a mutual inductance of \(L_\mathrm{m} = L_\mathrm{m}' \cdot l = 0.32\,\text{nH}\) between the two bond wires. The magnetic coupling factor is

\[ k = \frac{L_\mathrm{m}}{\sqrt{L_1 L_2}} = \frac{L_\mathrm{m}}{L} = \frac{0.32\,\text{nH}}{1.55\,\text{nH}} = 0.21 \]

As both bond wires carry currents in the same direction, the mutual inductance adds to the self-inductance of each wire, and the effective inductance of the parallel connection is

\[ L_\mathrm{eff} = \frac{L + L_\mathrm{m}}{2} = \frac{L}{2} (1 + k) = 0.94\,\text{nH} \]

Package Parasitics

Example Calculation of the Bond-Wire Inductance

Instead of halving the inductance to \(0.77\,\text{nH}\), the second bond wire reduces it only by 40 %, and the supply bounce for the same current step drops from \(155\,\text{mV}\) to \(94\,\text{mV}\). A larger distance between the bond wires reduces \(k\) and brings \(L_\mathrm{eff}\) closer to \(L/2\). Conversely, if the two bond wires carry unrelated signals, the same coupling causes crosstalk: the current step of \(10\,\text{mA}\) in \(100\,\text{ps}\) in one bond wire induces a voltage of \(L_\mathrm{m} \, \Delta i / \Delta t = 32\,\text{mV}\) in the other.

5.5.1 Multiple Pads, Bond Wires, and Pins

5.5.2 Exposed Paddle and Down-Bonds

5.5.3 Mutual Inductance and Crosstalk

  1. Arrange critical wires perpendicular to each other (mutual inductance requires parallel current paths).
  2. Interpose \(V_\mathrm{SS}\) or \(V_\mathrm{DD}\) wires between critical bond wires; the return current in the interposed wire partially cancels the coupled flux.

Mutual Inductance and Crosstalk

Figure 58: Reducing mutual coupling between bond wires (top view of a chip corner): the noisy output wire couples into the parallel sensitive wire via the mutual inductance \(M\) (left); interposing a grounded \(V_\mathrm{SS}\) wire (middle) or arranging the wires perpendicular to each other at a corner (right) strongly reduces the coupling.

5.5.4 Bond Wires as Circuit Elements

5.6 Package Qualification

Package Qualification

Table 10: Typical package qualification tests
Test (examples) Standard Motivation & check
Pre-conditioning (PC) JESD22-A113 Moisture soak and reflow simulate storage and board assembly before the other stress tests.
Moisture sensitivity level (MSL) J-STD-020 Classification of how long a package may be exposed to ambient moisture before soldering.
Temperature cycling (TC) JESD22-A104 Repeated heating and cooling must not cause failures (thermal expansion mismatch, see CTE).
Temperature humidity bias (THB) / biased HAST JESD22-A101 / A110 Corrosion and leakage under humidity, temperature, and applied voltage.
Unbiased highly accelerated stress test (UHAST) JESD22-A118 Exposure of package and die to high temperature and humidity without bias.

Package Qualification

Test (examples) Standard Motivation & check
High-temperature storage life (HTSL) JESD22-A103 Storage at high temperature for thousands of hours (intermetallic growth).
Wire bond pull and shear MIL-STD-883 (2011) / JESD22-B116 Mechanical strength of the bond wires and their connections.
Solder ball shear JESD22-B117 Mechanical strength of the solder balls of BGA and WLCSP packages.
Drop test JESD22-B111 The assembled PCB is dropped repeatedly under standardized conditions.
Temperature cycling on board (TCoB) IPC-9701 The assembled PCB is temperature-cycled to check the solder-joint reliability.

References

Craninckx, Jan, and Michiel S. J. Steyaert. 1995. “A 1.8-GHz CMOS Low-Phase-Noise Voltage-Controlled Oscillator with Prescaler.” IEEE Journal of Solid-State Circuits 30 (12): 1474–82.
Pozar, David M. 2011. Microwave Engineering. 4th ed. Wiley.

References