Silicon Memories. Why store things in silicon? It s fast!!! Compatible with logic devices (mostly) The main goal is to be cheap

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1 Silicon Memories Why store things in silicon? It s fast!!! Compatible with logic devices (mostly) The main goal is to be cheap Dense -- The smaller the bits, the less area you need, and the more bits you can fit on a chip/wafer/through your fab. Bit sizes are measured in F 2 -- the smallest feature you can create.. F 2 is a function of the memory technology, not the manufacturing technology. i.e. an SRAM in todays technology will take the same number of F 2 in tomorrow s technology 48

2 Questions What physical quantity should represent the bit? Voltage/charge -- SRAMs, DRAMs, Flash memories Magnetic orientation -- MRAMs Crystal structure -- phase change memories The orientation of organic molecules -- various exotic technologies All that s required is that we can sense it and turn it into a logic one or zero. How do we achieve maximum density? How do we make them fast? 49

3 Anatomy of a Memory Dense: Build a big array bigger the better less other stuff Bigger -> slower Row decoder Select the row by raising a word line Column decoder Select a slice of the row Decoders are pretty big. High order bits Row decoder Low order bits Address Storage array Sense Amps Column decoder Data 50

4 The Storage Array Density is king. Highly engineered, carefully tuned, automatically generated. The smaller the devices, the better. Making them big makes them slow. Bit/word lines are long (millimeters) They have large capacitance, so their RC delay is long For the row decoder, use large transistors to drive them hard. For the bit cells... There are lots of these, so they need to be as small as possible (but not smaller) 51

5 Sense Amps Sense amplifiers take a difference between two signals and amplify it Two scenarios Inputs are initially equal ( precharged ) -- they each move in opposite directions One input is a reference -- so only one signal moves Frequently used in memories Sense amps can detect small analog signals from the storage cell, and convert it into a logic one or logic zero. 52

6 Static Random Access Memory (SRAM) Storage Voltage on a pair of crosscoupled inverters Durable in presence of power To read Pre-charge two bit lines to Vcc/2 Turn on the word line Read the output of the sense-amp Bitline 1 0 NOT NOT 1 0 NOT NOT Bitline Wordline - + Sense amp 1 53

7 SRAM Writes To write Turn off the senseamp Turn on the wordline Drive the bitlines to the correct state Turn off the wordline Bitline NOT NOT NOT 1 0 NOT Bitline Wordline - + Sense amp 0 54

8 Building SRAM This is 6T SRAM 6 basic devices is pretty big SRAMs are not dense 55

9 SRAM Density At 65nm: 0.52um F2 1 F2 is one square feature [ITRS 2008] 65nm TSMC 6T SRAM 56

10 SRAM Ports Add word and bit lines Read/write multiple things at once Density decreases quadratically Bandwidth increase linearly NOT NOT 57

11 SRAM Performance Read and write times 10s-100s of ps Bandwidth Registers GB/s L1 cache GB/s 58

12 SRAM s future SRAM is a mature technology. No new, big breakthroughs or advances are expected beyond CMOS scaling. 59

13 Dynamic Random Access Memory (DRAM) Storage Charge on a capacitor Decays over time (usscale) This is the dyanamic part. About 6F 2 : 20x better than SRAM Reading Precharge Assert word line Sense output Refresh data Wordline 0 Wordline 1 Bitline Bitline 1 Bit destroyed! Restored Only one bit line is read at a time. The other bit line serves as a reference. The bit cells attached to Wordline 1 are not shown.

14 DRAM: Write and Refresh Bitline 0 Bitline 1 Writing Turn on the wordline Override the sense amp. Refresh Every few micro-seconds, read and re-write every bit. Consumes power Takes time Wordline 0 Wordline 1 - +

15 DRAM Lithography

16 Accessing DRAM One DD3 DRAM bank 8K bits Apply the row address opens a page Slow (~12ns read + 24 ns precharge) High order bits Row decoder DRAM array 16k Rows Contents in a row buffer Apply one or more column addrs fast (~3ns) Reads and/or writes Low order bits Row Address Column Address Column Address Sense Amps Row Buffer Column decoder

17 DRAM Devices There are many banks per die (16 at left) Multiple pages can be open at once. Can keep pages open longer Parallelism Example open bank 1, row 4 open bank 2, row 7 open bank 3, row 10 read bank 1, column 8 read bank 2, column Micron 78nm 1Gb DDR3

18 DRAM: Micron MT47H512M4

19 DRAM: Micron MT47H512M4

20 DRAM Variants The basic DRAM technology has been wrapped in several different interfaces. SDRAM (synchronous) DDR SDRAM (double data-rate) Data clocked on rising and falling edge of the clock. DDR2 DDR3 GDDR For graphics cards.

21 DDR3 SDRAM DIMM data path is 64bits (72 with ECC) Data rate: up to 1066Mhz DDR (2133Mhz effective) Bandwidth per DIMM GTNE: 16GB/s guaranteed not to exceed Multiple DIMMs can attach to a bus Reduces bandwidth/gb (a good idea?) Each chip provides one 8- bit slice. The chips are all synchronized and received the same commands

22 Power DRAM is a major power sink. Idle power: 2-4W/ DIMM Active power: 5-8W/ DIMM Economou, et. al 2006

23 DRAM Scaling Long term need for performance has driven DRAM hard complex interface. High performance High power. DRAM used to be the main driver for process scaling, now it s flash. Power is now a major concern. Scaling is expected to match CMOS tech scaling F 2 cell size will probably not decrease Historical foot note: Intel got its start as a DRAM company, but got out of it when it became a commodity.

24 Technology Scaling 71

25 Moore s Law: 2X transistors / year Cramming More Components onto Integrated Circuits Gordon Moore, Electronics, 1965 # on transistors / cost-effective integrated circuit double every N months (12 N 24) Adapted from Patterson, CSE 252 Sp06 Lecture UC Berkeley.

26 Moore s Law: 2X transistors / year N seems to be rising - now 30? Cramming More Components onto Integrated Circuits Gordon Moore, Electronics, 1965 # on transistors / cost-effective integrated circuit double every N months (12 N 24) Adapted from Patterson, CSE 252 Sp06 Lecture UC Berkeley.

27 The essence of Moore s Law: scale each dimension by ~1/ 2 = ~0.71 each scaling halves the area of a fixed design 18.2 mm.72 = 13.1 mm.69 = 9.04 mm Process or Lithography or Litho Generation smallest wire pitch = ~ 2-3x litho 180 nm 130 nm 90 nm

28 180 nm order of release Shrink Shrink New Design The same design is often shrunk through multiple process generations before coming up with a new micro-architecture, which is adjusted for technology changes. New Design Shrink Shrink

29 180 nm order of release Debug new process; handoff Shrink Shrink New Design Too big Just Right Because chip costs scale with around the square of die size, there is a target die size New Design Shrink Shrink

30 More on Scaling Seminal paper on scaling is Dennard et. al. Design of ion-implanted MOSFET's with very small physical dimensions, 1974 Lays out how to build truly scalable transistors.

31 Tech Trends Since technology change is such a big influence in architecture, and because it takes 3-6 years to create a totally new design, we try to predict & exploit it (with varying degrees of success.) Computation Language Compiler ISA Micro Architecture RTL Circuits Devices Materials Science Changes in fabrication capabilities

32 Computer Performance specint95 specint2000 specint % per year 39% per year 25% per year Relative Performance Year 79

33 Transistor Frequency Scaling Transistor (not processor) frequency scales approximately linearly with feature size.(e.g., 1.4x / generation), est. 17%/year So where did the remainder of the 39% per year and 58% per year come from? CISC-on-RISC speculation to reduce critical paths more pipelining faster arithmetic structures aggressive logic families (e.g., dual rail domino) 17% Language Compiler ISA Micro Architecture RTL Circuits Devices Materials Science

34 Transistor Frequency Scaling Transistor (not processor) frequency scales approximately linearly with feature size. (e.g., 1.4x / generation), est. 17%/ year So where did the remainder of the 39% per year and 58% per year come from? CISC-on-RISC speculation to reduce critical paths more pipelining faster arithmetic structures aggressive logic families (e.g., dual rail domino) 17% the power wall - has reduced ability of these things to further improve frequency Language Compiler ISA Micro Architecture RTL Circuits Devices Materials Science

35 Final Thoughts on Moore s Law Moore s Law is a conspiracy Webster conspiracy: - 2 : to act in harmony toward a common end The chip (semiconductor) industry consists of many players equipment manufacturers (e.g. lithography, mask making equipment), chip makers, computer aided design (CAD) companies, and end-sellers. It more or less runs in lock step. No one company can go too far ahead in process generations without the others. In fact they all plan together what to shoot for according to a schedule over the next 15 years!

36 International Technology Roadmap for Semiconductors (ITRS) Yellow: some research will get us there Red: we have no idea Future Target Current

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