Why Micron Is Suddenly Ditching 4F² DRAM as Rivals Double Down

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Summary

Micron is reportedly dropping its 4F² DRAM cell architecture while competitors push ahead with the technology, marking a notable shift in memory chip strategy.

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Cached at: 10/28/26, 01:49 AM

# Why Micron Is Suddenly Ditching 4F² DRAM As Rivals Double Down Source: [https://hothardware.com/news/why-micron-is-suddenly-ditching-4f-dram](https://hothardware.com/news/why-micron-is-suddenly-ditching-4f-dram) [![hero micron boise fab 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)](https://hothardware.com/photo-gallery/NewsItem/71935?image=big_hero-micron-boise-fab-photo.jpg&tag=popup)Micron's Boise campus, recently the site of a $50B expansion, will produce 1δ memory\. \- Image: Micron DRAM is fundamentally different from logic\. Logic cells are like those in your processor, and in that form, they're all the same sort of thing: switching transistors\. DRAM is different because each cell is made up of a transistor and a capacitor, and[that complicates scaling](https://hothardware.com/news/backyard-scientist-is-making-ram-at-home-in-a-memory-shed-fab)\. For a long time now, we've been making those cells with a geometry known as "6F²", and the 'holy grail' was the ultimate move to 4F², offering a theoretical 33% density improvement\. Now, Micron says that despite putting "over two decades" of research into the idea, it's throwing in the towel and sticking to 6F² for the foreseeable future\. This might seem absurd, but you have to understand that these are cell geometries, not process nodes\. In essence, these terms describe the shape and layout of the DRAM cell, not its physical size directly; that is determined by the combination of layout and process node\. DRAM doesn't use the same node nomenclature as logic; because of the mixed cell type \(transistors and capacitors\), it doesn't scale the same way; to mark node changes, DRAM vendors[currently use terminology](https://hothardware.com/news/micron-1-gamma-dram)like "1γ" and "1δ"—those being the Greek letters gamma and delta, used in this case to signify serial improvements over time\. [![micron roadmap 2026](https://images.hothardware.com/contentimages/newsitem/71935/content/small_micron-roadmap-2026.png)](https://hothardware.com/photo-gallery/NewsItem/71935?image=big_micron-roadmap-2026.png&tag=popup)Micron roadmap, revealed this Wednesday\. Image: Micron via[Tom's Hardware](https://www.tomshardware.com/pc-components/dram/micron-pulls-the-plug-on-future-4f2-dram-after-two-decades-of-research-in-dramatic-shift-company-says-architecture-offers-no-meaningful-density-advantages-increases-manufacturing-complexity-and-costs-and-has-fundamental-scaling-limitations) Micron's ultimate decision not to bring 4F² memory products to market is fascinating in the context that all three of its competitors, those being Samsung, SK hynix, and CXMT, are moving ahead with 4F² designs, with CXMT in particular claiming it will have 4F² RAM in server DDR5 RDIMMs[by the end of the year](https://hothardware.com/news/chinas-cxmt-eyes-second-beijing-fab-to-fight-memory-shortage)\. The US firm held a webinar on Wednesday that announced its future roadmap, above, and talked about a variety of upcoming products, not just this decision to skip 4F²\. That's arguably the most surprising news, though\. Scott DeBoer, Micron's President and CTO, says DRAM density is ultimately set by the spacing required by the capacitors, not by the nominal cell footprint\. While shrinking the geometry from 6F² to 4F² seems like an easy win on paper, according to DeBoer, it doesn't actually gain you much in terms of density, and it drastically[increases cost and complexity](https://hothardware.com/news/samsung-sk-hynix-chip-plant-expansion)\. He noted that Micron "invented" 4F² and that the firm has been trying to figure out how to commercialize the technology for "over two decades" before finally discarding it\. [![micron ddr5 mrdimm](https://images.hothardware.com/contentimages/newsitem/71935/content/small_micron-ddr5-mrdimm.jpg)](https://hothardware.com/photo-gallery/NewsItem/71935?image=big_micron-ddr5-mrdimm.jpg&tag=popup)DDR5 MRDIMMs represent the current pinnacle of DRAM tech\. \- Image: Micron What is Micron doing instead, then? Well, it's aggressively scaling 6F² DRAM, for one thing\. The firm's roadmap notes that high\-density 1δ \(1\-delta\) memory is ramping yields, 1\-ε \(1\-epsilon\) featuring advanced wafer bonding is in development, and looking ahead to the future, it sees "ζÅ" \(zeta\-Angstrom\) and "ηÅ" \(eta\-Angstrom\) as its future for planar DRAM\. But the real future, according to Micron,[will be in 3D DRAM](https://hothardware.com/news/micron-pours-10-billion-us-hub-invent-post-dram-ai-tech)\. Rather than simply stacking DRAM on top of logic—this is the "wafer bonding" Micron mentioned—3D DRAM describes memory devices where multiple physical layers of DRAM storage cells are stacked vertically on top of each other\. Flash memory has been doing the 3D thing[for more than a decade](https://hothardware.com/news/samsung-starts-volume-production-of-worlds-first-3d-vertical-nand-flash-memory-), of course, but flash memory relies on simple charge\-trap transistors that can be stacked like floors in a skyscraper\. DRAM cells, by contrast, are dynamic; each bit requires a delicate, high\-aspect\-ratio capacitor paired with a transistor that inevitably leaks charge\. Flipping those tall capacitors sideways and scaling them vertically without thermal crosstalk or signal destruction requires a total overhaul of the basic DRAM architecture\. That transition won't happen overnight, but as 2D scaling hits its absolute physical limit, 3D DRAM is where the industry is inevitably headed\. [In the short term](https://www.vlsi.kr/en/micron-technology-webinar-roadmap-deep-dive-en/), Micron could face challenges if its competitors are able to economically manufacture 4F² memory at scale, but it is placing a massive strategic wager that 4F² will prove to be a costly, short\-lived detour\. If Samsung, SK hynix, or CXMT end up burning billions in capital expenditure to adopt vertical\-channel transistors only to hit an early brick wall with capacitor scaling, Micron will look brilliant for skipping the headache\. By wringing every last drop of efficiency out of established 6F² lithography with High\-NA EUV, advanced materials, and wafer\-on\-wafer bonding through the zeta and eta eras, Micron hopes to preserve its cash and engineering bandwidth for the real prize: being first to cross the finish line when true monolithic 3D DRAM finally becomes economically viable\. ![Zak Killian](https://hothardware.com/contentimages/author/144/thumbnail/default/arpt.jpg) A 30\-year PC building veteran, Zak is a modern\-day Renaissance man who may not be an expert on anything, but knows just a little about nearly everything\.

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Micron locks in historically high memory prices for five years

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Micron has signed 16 strategic customer agreements with floor prices ensuring historically high gross margins through 2030, citing structural supply constraints in memory and storage. The company reported record Q3 revenues and expects continued strong performance, though IT professionals may face tighter memory allocations.