Molecular simulations of DNA loop extrusion explain and predict human genome architecture Adrian Sanborn Stanford University; The Center for Genome Architecture at Baylor College of Medicine, Rice University
FUNDAMENTAL PUZZLE: SAME GENOME à DIFFERENT FUNCTIONS
THE GENOME IS FULL OF “SPOOKY ACTION AT A DISTANCE”
THE GENOME IS FULL OF “SPOOKY ACTION AT A DISTANCE”
THE HUMAN GENOME IS LONG 3 BILLION LETTERS 2 METERS …CGTTTACGAAAATCGCAAAACTTTCGATACCCATAGGCTACTGATCATACGACCGTTTACGAAAATCGAAACCTTTCCGATCTAGGCTAC… Nucleus Cell 6 μm
100 Mb 10 Mb 1 Mb 100 Kb 10 Kb 1 Kb 100 bp 10 bp
100 Mb 10 Mb 1 Mb 100 Kb 10 Kb 1 Kb 100 bp 10 bp
HOW DOES THE GENOME FOLD? 1. Experimental Technology 2. Biology 3. Physics
PART I: EXPERIMENTAL TECHNOLOGY
MICROSCOPY & FLUORESCENT IN SITU HYBRIDIZATION FISH
MICROSCOPY & FLUORESCENT IN SITU HYBRIDIZATION FISH
HI-C MEASURES SPATIAL PROXIMITY OF THE FOLDED GENOME Lieberman-Aiden, van Berkum et al. Science 2009
CONTACT MAPPING Exploring structure via proximity
SIMPSONS CONTACT MAP # of Pictures Together
HI-C MEASURES SPATIAL PROXIMITY OF THE FOLDED GENOME Lieberman-Aiden, van Berkum et al. Science 2009
HI-C MEASURES SPATIAL PROXIMITY OF THE FOLDED GENOME Lieberman-Aiden, van Berkum et al. Science 2009
Hi-C GENERATES GENOME- WIDE CONTACT MAPS
Hi-C GENERATES GENOME- Chromosome WIDE CONTACT MAPS
Genome Hi-C GENERATES GENOME- WIDE CONTACT MAPS
Genome Hi-C GENERATES GENOME- WIDE CONTACT MAPS
Genome Hi-C GENERATES GENOME- WIDE CONTACT MAPS
Genome Hi-C GENERATES GENOME- WIDE CONTACT MAPS
Hi-C GENERATES GENOME- WIDE CONTACT MAPS
Chromosome 8 Hi-C GENERATES GENOME- WIDE CONTACT MAPS 0 700 Reads/250 kb 2
Hi-C GENERATES GENOME- WIDE CONTACT MAPS 0 700 Reads/250 kb 2
A Hi-C GENERATES GENOME- A WIDE CONTACT MAPS 0 700 Reads/250 kb 2
A Hi-C GENERATES GENOME- A WIDE CONTACT MAPS 0 700 Reads/250 kb 2
A B Hi-C GENERATES GENOME- A WIDE CONTACT MAPS B 0 700 Reads/250 kb 2
NEW CONTACT MAPS ARE AT KILOBASE RESOLUTION 30 million contacts
NEW CONTACT MAPS ARE AT KILOBASE RESOLUTION 30 million contacts 5 billion contacts Rao & Huntley, et al., Cell 2014
PART II: BIOLOGY Mary Ellen Scherl
LOOPS IN CHROMATIN = PEAKS IN A CONTACT MAP A+2 ε B-2 ε A+ ε B- ε A B B+2 ε A-2 ε A- ε B+ ε
LOOPS IN CHROMATIN = PEAKS IN A CONTACT MAP A+2 ε B-2 ε A+ ε B- ε A B B+2 ε A-2 ε A- ε B+ ε
LOOPS IN CHROMATIN = PEAKS IN A CONTACT MAP A+2 ε B-2 ε A+ ε B- ε A B B+2 ε A-2 ε A- ε B+ ε
THE GENOME HAS ~10,000 LOOPS. Rao & Huntley, et al., Cell 2014
THE GENOME HAS ~10,000 LOOPS. Rao & Huntley, et al., Cell 2014
THE GENOME HAS ~10,000 LOOPS. Rao & Huntley, et al., Cell 2014
LOOPS ARE OFTEN CONSERVED ACROSS CELL TYPE…
LOOPS ARE OFTEN CONSERVED ACROSS CELL TYPE…
LOOPS ARE OFTEN CONSERVED ACROSS CELL TYPE… Rao & Huntley, et al., Cell 2014
…AND SPECIES.
…AND SPECIES. Rao & Huntley, et al., Cell 2014
LOOPS TURN GENES ON AND OFF .
LOOPS TURN GENES ON AND OFF . Rao & Huntley, et al., Cell 2014
LOOPS TURN GENES ON AND OFF .
LOOPS TURN GENES ON AND OFF . Rao & Huntley, et al., Cell 2014
LOOPS DEMARCATE CONTACT DOMAINS… Rao & Huntley, et al., Cell 2014
LOOPS DEMARCATE CONTACT DOMAINS… Rao & Huntley, et al., Cell 2014
…WHICH PARTITION THE GENOME
…WHICH PARTITION THE GENOME Rao & Huntley, et al., Cell 2014
HOW DO LOOPS AND DOMAINS FORM?
PART III: PHYSICS
CONTACT PROBABILITY AS A FUNCTION OF GENOMIC DISTANCE
CONTACT PROBABILITY AS A FUNCTION OF GENOMIC DISTANCE
FOLDED DNA IS NOT AT EQUILIBRIUM Erez Lieberman-Aiden, Nynke van Berkum et al. Science 2009
FOLDED DNA IS NOT AT EQUILIBRIUM Erez Lieberman-Aiden, Nynke van Berkum et al. Science 2009
Sanborn & Rao, et al., PNAS, 2015
CONTACT PROBABILITY EXPONENT WITHIN DOMAINS IS -0.75 Sanborn & Rao, et al., PNAS, 2015
CONTACT PROBABILITY EXPONENT WITHIN DOMAINS IS -0.75 Sanborn & Rao, et al., PNAS, 2015
CONTACT PROBABILITY EXPONENT WITHIN DOMAINS IS -0.75 Sanborn & Rao, et al., PNAS, 2015
INTERNAL VERSUS EXTERNAL FORCES Sanborn & Rao, et al., PNAS, 2015
INTERNAL FORCES à LINEAR COLLAPSE Sanborn & Rao, et al., PNAS, 2015
TENSION GLOBULE RECAPITULATES OBSERVED CONTACT PROBABILITY Hi-C Tension globule Sanborn & Rao, et al., PNAS, 2015
INTERNAL FORCES ARE COMPUTATIONALLY INTENSIVE
INTERNAL FORCES ARE COMPUTATIONALLY INTENSIVE Polymer backbone Lennard-Jones forces Simulate Langevin dynamics using LAMMPS package
INTERNAL FORCES ARE COMPUTATIONALLY INTENSIVE • Simulations up to 50,000 beads (50 megabases) • Forces must be calculated between all pairs of beads • Hundreds of replicate structures must be simulated • GPU parallelization à ~10x speed-up
LOOPS AND DOMAINS FORM WITHIN TENSION GLOBULES
LOOPS ARE ANCHORED AT CONVERGENT CTCF SITES
LOOPS ARE ANCHORED AT CONVERGENT CTCF SITES Rao & Huntley, et al., Cell 2014
LOOP FORMATION BY DIFFUSION Sanborn & Rao, et al., PNAS, 2015
LOOP FORMATION BY DIFFUSION Sanborn & Rao, et al., PNAS, 2015
LOOP FORMATION BY DIFFUSION Sanborn & Rao, et al., PNAS, 2015
LOOP FORMATION BY DIFFUSION Sanborn & Rao, et al., PNAS, 2015
LOOP FORMATION BY DIFFUSION Sanborn & Rao, et al., PNAS, 2015
LOOP FORMATION BY DIFFUSION Sanborn & Rao, et al., PNAS, 2015
DIFFUSION DOES NOT EXPLAIN CONVERGENT RULE Sanborn & Rao, et al., PNAS, 2015
DIFFUSION DOES NOT EXPLAIN CONVERGENT RULE Sanborn & Rao, et al., PNAS, 2015
DIFFUSION DOES NOT EXPLAIN WHY LOOPS TEND NOT TO OVERLAP Sanborn & Rao, et al., PNAS, 2015
DIFFUSION DOES NOT EXPLAIN LACK OF FOCAL CONTACTS BETWEEN CHROMOSOMES Sanborn & Rao, et al., PNAS, 2015
DIFFUSION LEADS TO ENTANGLEMENT Sanborn & Rao, et al., PNAS, 2015
LOOPS AND DOMAINS FORM VIA EXTRUSION Najeeb Tarazi, Adrian Sanborn
LOOPS AND DOMAINS FORM VIA EXTRUSION Najeeb Tarazi, Adrian Sanborn
LOOPS AND DOMAINS FORM VIA EXTRUSION Najeeb Tarazi, Adrian Sanborn
LOOPS AND DOMAINS FORM VIA EXTRUSION Sanborn, Rao et al., PNAS 2015
LOOPS AND DOMAINS FORM VIA EXTRUSION Sanborn, Rao et al., PNAS 2015
EXTRUSION EXPLAINS MANY KEY OBSERVATIONS Sanborn, Rao et al., PNAS 2015
EXTRUSION EXPLAINS MANY KEY OBSERVATIONS Loops at convergent CTCF sites Sanborn, Rao et al., PNAS 2015
EXTRUSION EXPLAINS MANY KEY OBSERVATIONS Loops at convergent CTCF sites Loops don’t overlap Sanborn, Rao et al., PNAS 2015
EXTRUSION EXPLAINS MANY KEY OBSERVATIONS Loops at convergent CTCF sites Loops don’t overlap Loops are intrachromosomal Sanborn, Rao et al., PNAS 2015
EQUATIONS FOR SIMULATING EXTRUSION Polymer backbone Lennard-Jones forces Loop bonds
A DAY IN THE LIFE OF AN EXTRUSION COMPLEX Najeeb Tarazi, Adrian Sanborn
A DAY IN THE LIFE OF AN EXTRUSION COMPLEX Najeeb Tarazi, Adrian Sanborn
A DAY IN THE LIFE OF AN EXTRUSION COMPLEX Najeeb Tarazi, Adrian Sanborn
LOOP EXTRUSION FORMS SPATIALLY SEGREGATED DOMAINS Najeeb Tarazi, Adrian Sanborn
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