MIT Molecular Machines (Jacobson) Group 3.9.13 Fabricational Complexity.

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MIT Molecular Machines (Jacobson) Group Fabricational Complexity

Itanium Quad Tukwila Transistor Count: 2B Cost: ~$50 Si Wafer with Area sufficient for 2 Billion Transistors Cost: ~$0.50 Flash Memory Transistor Count: 2B Cost: ~$3 SmartPhone Cost: ~$200 Sand (Chips and Screen) Cost: ~$0 Plastic Resin / Metal Ore Cost: ~$4 What Drives The Cost of Placing Atoms Where We Want Them? What are The Fundamental Limits?

Fabricational Complexity Fabricational Complexity Per Unit Cost N BLOCKS Fabricational Complexity for N Blocks or M Types = Fabricational Cost for N Blocks = Where is the Yield Per Fabricational Step Complexity Per Unit Cost Complexity Per Unit Time*Energy AGCT TCTG CACG A G C T

Complexity Per Unit Cost

Printed Electronics ~Minutes ~ 3Weeks of 7x24 Processing LithographyPrinted Electronics + Liquid Inorganic Semiconductors [1] [1] Ridley et al., Science, 286, 746 (1999) Science 297,416 (2000) Printing Towards $10 Tablets & E Books

Fabricational Complexity Fabricational Complexity Per Unit Cost N BLOCKS Fabricational Complexity for N Blocks or M Types = Fabricational Cost for N Blocks w/ Error Correction = Where is the Yield Per Fabricational Step Complexity Per Unit Cost Complexity Per Unit Time*Energy AGCT TCTG CACG A G C T

N Devices Yielding N Devices with Error Correction (Why A Small Amount of Error Correction Has A Very Large Effect) Fraction of Chips with M or More Perfect Devices (i.e. N-M or Fewer Errors) Table 1. Yields as a function of the number of repaired errors. J. Jacobson 02/12/09

Error Correcting Fabrication - TFT

Moore’s Law Without Moore’s 2 nd Law Moore’s Law Error Correcting Manufacturing Super Geometric Scaling Error Corrected TFT Error Corrected CMOS Error Corrected DNA Synthesis Exponential Resource -> Exponential Gain Linear Resource-> Exponential Gain

DNA Synthesis Chemical Synthesis (Open Loop Protection Group) Biological Synthesis (Error Correcting Polymerase) Error Rate: 1:10 2 Throughput: 300 S per Base Addition Throughput Error Rate Product Differential: ~10 8 template dependant 5'-3' primer extension 5'-3' error-correcting exonuclease 3'-5' proofreading exonuclease Example: [A] Synthesize 1500 Nucleotide Base Gene. Error Rate = 0.99 (0.99) 1500 ~ [B] 3000 Nucleotide Base Gene. (0.99) 3000 ~ Error Rate: 1:10 6 Throughput: 10 mS per Base Addition Beese et al. (1993), Science, 260, sm/xtal/teach/repl/klenow.html

Error Correcting Gene Synthesis Nucleic Acids Research (20):e162 Lamers et al. Nature 407:711 (2000) X X X Nucleic Acids Research (20):e162 Error Rate 1:10 4

Nature Biotechnology 18, (January 2000) Deinococcus radiodurans (3.2 Mb, 4-10 Copies of Genome ) D. radiodurans: 1.7 Million Rads (17kGy) – 200 DS breaks E. coli:25 Thousand Rads – 2 or 3 DS breaks photos provided by David Schwartz (University of Wisconsin, Madison)] D. radiodurans 1.75 million rads, 0 h D. radiodurans 1.75 million rads, 24 h

Atoms: ~ 20 [C,N,O] Complexion: W~ 3 20  = 32 Product: C = 4 states  = 2  [Product / Parts] =~.0625 Complexity (uProcessor/program):  ~ 1K byte = 8000 Product: C = 4 states  = 2  [Product / Parts] =~ DNA Polymerase Nucleotides: ~ 1000 Complexion: W~  = 2000 = 2Kb Product: 10 7 Nucleotides  = 2x10 7  [Product / Parts] =10 4  >1 Product has sufficient complexity to encode for parts / assembler Synthetic Complexities of Various Systems

Threshold for Life What is the Threshold for Self Replicating Systems? Measurement Theory Error Correcting Exonuclease (Ruler) DNA Number of Nucleotides Probability of Self Replication Watson Crick.18 nm How Well Can N Molecules Measure Distance? /sandwalk.blogspot.com/2007/12/dna- denaturation-and-renaturation-and.html Threshold length: 1541 bp for 50% yield. 379 bp for yield.

Threshold for Life What is the Threshold for Self Replicating Systems? Measurement Theory Number of Nucleotides m Per Building Block Minimum Machine Size N To be Self-Replicating Threshold for assembling blocks of m –mers (monomer, dimer, trimer etc.) The longer the block the greater the binding energy. mN for 50% Yield Number of Build Steps 1 (A,G,T,C) (AA,AG,AT …) (AAA,AAG…) Yield ___ 50% ___ 10% ___ 1% ___ 1E-6 Threshold Machine Complexity N for Self-Replication

NOTES