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As the industry moves to smaller [[process nodes]], costs for yielding large dies continues to increase. Compared to 250 mm² [[die]] on the [[45 nm process]], the [[16 nm process]] more than doubles the cost/mm² and the [[7 nm process]] nearly double that to 4x the cost per yielded mm². Moving to the [[5 nm]] and even [[3 nm]] nodes, the cost is expected to continue to increase. Fabricating large monolithic dies will becomes increasingly less economical. One solution to easing the economics of manufacturing chips with a large amount of [[transistors]], the industry has started shifting to chiplet-based design whereby a single chip is broken down into multiple smaller chiplets.
 
As the industry moves to smaller [[process nodes]], costs for yielding large dies continues to increase. Compared to 250 mm² [[die]] on the [[45 nm process]], the [[16 nm process]] more than doubles the cost/mm² and the [[7 nm process]] nearly double that to 4x the cost per yielded mm². Moving to the [[5 nm]] and even [[3 nm]] nodes, the cost is expected to continue to increase. Fabricating large monolithic dies will becomes increasingly less economical. One solution to easing the economics of manufacturing chips with a large amount of [[transistors]], the industry has started shifting to chiplet-based design whereby a single chip is broken down into multiple smaller chiplets.
  
==== Example ====
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Consider a [[D0]] of 0.1 defects per cm². Below is a plot of percent of [[yield]] per wafer for a die of various sizes versus the same die consisting of two, three, and four chiplets. Note that an additional 10% overhead for the cross-die communication has been added to the chiplet-based design.
Consider a [[D0]] of 0.1 defects per cm². Now, consider a medium-sized die 18 mm x 20 mm (360 mm²). On a standard 300-millimiter [[wafer size]], up to 150 [[dies]] can be fabricated.
 
 
 
:<math>N_\text{total} = \frac{\pi \times (R - \sqrt{A})^2}{A} = \frac{\pi \times (150 \text{mm} - \sqrt{360 \text{mm²}})^2}{360 \text{mm²}} = 150</math>
 
 
 
Splitting up the same die into four chiplets - 9.5 mm x 10.5 mm (~99 mm²) results in 622 dies instead.
 
 
 
:<math>N_\text{total} = \frac{\pi \times (150 \text{mm} - \sqrt{99 \text{mm²}})^2}{99 \text{mm²}} = 622</math>
 
 
 
 
 
:[[File:360mm2 wafer example.svg|600px]]
 
 
 
 
 
Below is a plot of percent of [[yield]] per wafer for a die of various sizes versus the same die consisting of two, three, and four chiplets. Note that an additional 10% overhead for the cross-die communication has been added to the chiplet-based design.
 
  
 
:[[File:monolithic design vs chiplet yield.png|800px]]
 
:[[File:monolithic design vs chiplet yield.png|800px]]

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