ASIC - Myanmar Crypto Mining

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Aug 15, 2017

ASIC



ASIC
Contents
An application-specific integrated circuit (abbreviated as ASIC) is an integrated circuit (IC) customized for a particular use, rather than intended for general-purpose use. In Bitcoin mining hardware, ASICs were the next step of development after CPUs, GPUs and FPGAs. Capable of easily
outperforming the aforementioned platforms for Bitcoin mining in both speed and efficiency, all Bitcoin mining hardware that is practical in use will make use of one or more Bitcoin (SHA256d) ASICs.
Note that Bitcoin ASIC chips generally can only be used for Bitcoin mining. While there are rare exceptions - for example chips that mine both Bitcoin and Litecoin - this is often because the chip package effectively has two ASICs: one for Bitcoin and one for Litecoin.
The ASIC chip of choice determines, in large part, the cost and efficiency of a given miner, as ASIC development and manufacture are very expensive processes, and the ASIC chips themselves are often the components that require the most power on a Bitcoin miner.
While there are many Bitcoin mining hardware manufacturers, some of these should be seen as systems integrators - using the ASIC chips manufactured by other parties, and combining them with other electronic components on a board to form the Bitcoin mining hardware.
Bitcoin ASIC development pace
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CoinTerra Goldstrike timeline
The pace at which Bitcoin ASICs have been developed, for a previously non-existent market, has seen some academic interest. One paper titled "Bitcoin and The Age of Bespoke Silicon" notes:
We examined the Bitcoin hardware movement, which led to the development of customized silicon ASICs without the support of any major company. The users self-organized and self-financed the hardware and software development, bore the risks and fiduciary issues, evaluated business plans, and braved the task of developing expensive chips on extremely low budgets. This is unheard of in modern times, where last-generation chip efforts are said to cost $100 million or more
—Michael Bedford Taylor, University of California, http://cseweb.ucsd.edu/~mbtaylor/papers/bitcoin_taylor_cases_2013.pdf
The Bitcoin and Cryptocurrency Technologies online course by Princeton University notes:
The amazing thing about Bitcoin ASICs is that, as hard as they were to design, analysts who have looked at this have said this may be the fastest turnaround time - essentially in the history of integrated circuits - for specifying a problem, which is mining Bitcoins, and turning it around to have a working chip in people's hands.
—Joseph Bonneau, Postdoctoral research associate, Princeton University, https://www.youtube.com/watch?v=jXerV3f5jN8#t=26m40s
A timeline overview for CoinTerra's Goldstrike 1 chip also shows this as 8 months between founding the company and shipping a product.
Bitcoin ASIC specifications
data:image/png;base64,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Bitcoin ASIC efficiency vs hash rate
A Bitcoin ASIC's specification could be seen as having a certain hash rate (e.g. Gh/s) at a certain efficiency (e.g. J/Gh). While cost is another factor, this is often a relatively fixed factor as the minimum cost of a chip will be determined by the fabrication process, while the maximum cost will be determined by market forces, which are outside of post-fabrication technological control.
When reading the specifications for ASICs on this page is that they should be interpreted as being indicative, rather than authoritative. Many of the figures will have come from the manufacturers, who will present their technology in the best light - be that high hash rates that in practice may not be very efficient and require additional cooling, or very high efficiency at a cost of hash rate and risking being slow in the race against difficulty adjustments.
Complicating the matter further is that Bitcoin ASICs can often be made to cater to both ends of the spectrum by varying the clock frequency and/or the power provided to the chip (often via a regulated voltage supply). As such, chips can not be directly compared.
Comparing Bitcoin ASICs
Two proposals have been made in the past for attempts at comparing ASICs - Gh/mm² and η-factor.
Gh/mm² is a simple measure of the number of Gigahashes per second of the chip, divided by its die area (area of the the actual silicon). This measure however does not take into account the node size which affects how many logical cells can fit in a given area.
As a result, η-factor was suggested at the BitcoinTalk Forums which attempts to take the node size into account, by multiplying the Gh/mm² value by the half the node size, three times.
Although the merit of these approaches can be debated, ultimately these figures are not as important as the ones that detail what is required to make an ASIC work. If an ASIC requires highly stable power supply, then the power supply circuitry on a board may be more expensive than for another ASIC. If the ASIC has a complex communications protocol, additional relatively expensive components may be required. If an ASIC's die is large, fewer (rectangular slices) can be obtained from a (circular) wafer, defects affect its design dispropotionately, and cooling solutions are generally more complex compared to smaller die chips which in turn have other overhead. Chips with a BGA design are less simple to integrate than a QFN, requiring more expensive (inspection and testing) equipment.
Nevertheless, for historic purposes they are included in listings here where sufficient information is available.
Number of cores
One other oft-mentioned number statistic for an ASIC chip is the number of cores or hashing engines that are on the chip. While this number is directly related to performance, it is not necessarily a comparitive relation.
Bitmain Technologies' BM1382 calculates 63 hashes per clock cycle (Hz), while their more efficient BM1384 calculates 55 hashes per clock cycle. Similarly, while these hashes per clock cycle are spot-on for the claims regarding the number of cores, BitFury's BF756C55 is claimed to have 756 cores, but yields around 11.6 hashes per clock cycle. This is because the reference to cores sometimes mean different things, and certain designs result in less straightforward calculation[1]
Nevertheless, when a designer makes claims regarding hash rates at certain clock frequencies, one can determine if A. there is a straightforward calculation and B. if the designer is being imprecise (rounding values) or even intentionally dishonest, as the ratio between clock cycles and hash rate should remain the same.

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