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What advantage will a 1.4nm chip have over a 4nm one? What new capabilities will this tech unlock on an edge device like my iPhone ? Please don't mention lower power consumption.


> Please don't mention lower power consumption.

Silicon is way outside my wheelhouse, so genuine question: why not mention power consumption? In the data center, is this not one of the most important metrics?


It is even more important in portable battery powered devices.


> Please don't mention lower power consumption.

How about "longer battery life".

Also "lower cost".

Or sacrificing those on the alter of more compute running more complex things.


Cost per transistor stopped going down awhile ago


Can this be right?

For instance, GK104 on 28nm was 3.5 billion transistors. AD104 today is 35 billion. Is Nvidia really paying 10x as much for an AD104 die as a GK104 die?


If your "cost per transistor" calculation includes amortization of the fixed costs of taping out a chip, over the expected production volume, then you can sometimes genuinely end up with newer process nodes being more expensive. Design for more advanced nodes keeps getting more expensive, and mask sets keep getting more expensive. Even more so if you're pricing out a mature process node compared to early in the production ramp up of a leading edge node.

There's significant demand for older process nodes and we constantly see new chips designed for older nodes, and those companies are usually saving money by doing so (it's rare for a new chip to require such high production volumes that it couldn't be made with the production capacity of leading-edge fabs).

Intel and AMD have both been selling for years chiplet-based processors that mix old and newer fab processes, using older cheaper nodes to make the parts of the processor that see little benefit from the latest and greatest nodes (eg. IO controllers) while using the newer nodes only for the performance-critical CPU cores. (Numerous small chiplets vs one large chip also helps with yields, but we don't see as many designs doing lots of chiplets on the same node.)


28nm was over a decade ago. Cost scaling stopped around 2021


Do you have a citation for this?

What google turns up when I google this is this statement by google [1], which attributes the low point to 28nm (as of 2023)... and I tend to agree with the person you are responding to that that doesn't pass the sniff test...

[1] https://www.semiconductor-digest.com/moores-law-indeed-stopp...


Lower power consumption makes almost no difference at the consumer tier.


My laptop definitely dies significantly faster when I'm making it work instead of just mindlessly scrolling on it... since the display is on in both cases I don't see what that could be but chip powre consumption making a singificant difference.

My phone dies much faster when I am using it, but admittedly screen usage means I can't prove that's chip power consumption.

VR headsets get noticeably hot in use, and I'm all but certain that that is largely chip power usage.

Macbook airs are the same speed as macbook pros until they thermally throttle, because the chips use too much power.

This claim just doesn't pass the smell test.


It might be niche, but I just got a new computer for this very reason.

Why wouldn’t you want lower power usage?


Lower power consumption is always relevant for portable devices. 1.4nm will have many more transistors per mm^2 which should improve performance.


I've not checked it, but AFAIK power consumption isn't really improved much if at all with dye shrinks. The main benefits are entirely around transistor density increases which allows for things like bigger caches.

It'll be beneficial to DRAM chips, allowing for higher density memory. And it'll be beneficial to GPGPUs, allowing for more GPU processors in a package.


> The main benefits are entirely around transistor density increases which allows for things like bigger caches

SRAM is probably the the worst example as it scales poorly with process shrinks. There are tricks still left in the bag to deal with this, like GAA, but caches and SRAM cells are not the headline here. It's power and general transistor density.


Lower heat production.


If the marketing naming is to be believed, in 1.4nm vs 4nm you'd be able to fit ~twice the transistors in your chip. That's twice the cores, twice the cache... That usually makes it faster.


If the marketing name is to believed... and we assume both dimensions scale the same... (4/1.4)^2 = 8.16x the transistors.


More chips per wafer.


Facebook 2


For iPhone, not much. It already has a ridiculously powerful CPU. SWEs can continue writing ridiculously inefficient code.

For data centers, it will help a lot. More compute for same power.


A 1.4nm chip offers significant performance and capability improvements over a 4nm chip, primarily due to increased transistor density. This allows for more powerful and efficient on-device AI processing, enabling new features and capabilities on devices like an iPhone without relying on cloud-based services


Is this chatGPT? Just want to check on a hunch.


I find it amusing how we’ve come from treating AI as a novelty to developing a sense of how it writes in the space of a few months. That parent comment doesn’t even have the famed em dashes, for instance. Still, we are able to recognize it as AI-generated just by looking at its syntax.


For me it is the lack of content, the blandness of the statement. You can tell it is just saying vague statements that could be true if you substituted 14nm and 8nm for 4nm and 1.4nm.


Looks like it's also his first post in a year. Feels full AI generated.


But at the same time, the cost of manufacturing may increase. But I have no data on this, it's just a guess.


It will increase, but amortization tends to make that fall off over time. Also the newer processes tend to result in smaller die sizes.


Production of anything on a new line is expensive, doesn't matter if it is chips or cheeze-its


But you also get more transistors per wafer


Depends on your yield, actually :( You get more transistors per square mm.




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