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Determining protein structures
Andrew Torda, wintersemester 2006 / 2007 X-ray numerically most important NMR more detail What is our goal ? a set of x, y, z coordinates short detour to coordinate files … Lecture plan X-ray first, then NMR
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Coordinate files and the PDB
PDB = protein data bank only good repository of protein structures usually required for publications format from old fortran based programs (columns / punch cards)
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Coordinate information
general headers and information HEADER PROTEINASE INHIBITOR (TRYPSIN) FEB BPI BPI 2 COMPND BOVINE PANCREATIC TRYPSIN INHIBITOR (BPTI) (CRYSTAL FORM II) 1BPI 3 EXPDTA X-RAY DIFFRACTION BPI 5 ….. ATOM N ARG BPI 137 ATOM CA ARG BPI 138 ATOM C ARG BPI 139 ATOM O ARG BPI 140 ATOM CB ARG BPI 141 ATOM CG ARG BPI 142 ATOM CD ARG BPI 143 ATOM NE ARG BPI 144 ATOM CZ ARG BPI 145 ATOM NH1 ARG BPI 146 ATOM NH2 ARG BPI 147 ATOM N PRO BPI 148 ATOM CA PRO BPI 149 ATOM C PRO BPI 150 ATOM O PRO BPI 151 ATOM CB PRO BPI 152 ATOM CG PRO BPI 153 ATOM CD PRO BPI 154 ATOM N ASP BPI 155 … in case you drop them on the floor temperature factor x, y, z coordinates
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X-ray sociology / geography
History 1896 X-rays from Wilhelm von Röntgen 1913 Bragg first small molecule 1950's or early 60's first proteins (Mb) X-ray sociology / geography biggest, meanest X-ray source ? DESY (down the street)
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Proteins and crystals Proteins can form crystals
like table salt or sugar just much more difficult a, b, c define the unit cell may not be perpendicular may have more than 1 molecule a b
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Proteins and X-rays light wavelength 4 – 700 x 10-9 m (about 4000 bonds !) x-rays have wavelengths near 1 Å (10-10 m) no such thing as X-ray lens they will diffract cute explanation x-ray frequency about 2 x 1018s-1 electrons move at about 2 x 106 ms-1 effectively standing still
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proteins as a diffraction grid
remember high school diffraction depends on wavelength x-rays bounce off electron clouds will eventually give information about electron density (ρ(x, y, z)) like light in a diffraction grid intuitively shine light on grid and try to work out separation
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Diffraction extra path length ABC if it is a full wavelength
2θ A B C Diffraction extra path length ABC if it is a full wavelength x-rays come out in phase we see a spot formalise this in Bragg’s law we have lots of d’s the bigger the d’s, the closer spaced the diffraction spots we know λ, but have the information from all the d’s at once can this be separated ?
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Collecting data rotate sample
detector x-ray source rotate sample fuzzy looking spots, indexed by position and angle diagram from www-structmed.cimr.cam.ac.uk/Course/Overview/Overview.html
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electron density expression
spots are intensity lots of electrons scatter more intensity is square of structure factors F(hkl) example in one dimension where ρx is the density at our one dimensional coordinate x α is a phase, h frequency |F| is a structure factor, absolute value a comes from unit cell everything except α defined can be done in three dimensions
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where does this come from ?
the structure factors will be periodic property of spacing within the crystal and between atoms should be the same on different days, copies of crystal FT real real FT real FT colours represent phase every dot has its own phase from Kevin Cowtan's
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Phasing direct methods not practical for many points other methods
replace atoms (MIR) guesses based on model (MR)
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Multiple isomorphous replacement (MIR)
if we only have a few points, phases are easy proteins have many points make them act like a few points bind some heavy atoms (lots of electrons) they will then dominate scattering modern method.. engineer in sites for selenomethionine phase directly heavy atoms
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Molecular replacement (MR)
make a model and use it to get rough phases I have unknown protein "A" similar to protein "B" whose structure I do know phases from "B" should be similar to those from "A" idea from "B" calculate density back transform get phases apply to data from "A" in pictures…
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Molecular replacement (MR)
Background - if I have a protein I can calculate the spots protein coordinates Put protein on a grid calculate ρx at each grid point, use but apply backwards to get Fh (back transform) with phases if I know the structure, I can calculate the expected α 's density on a grid
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Molecular replacement (MR)
requires a starting model for structure much luck – often works if model is 30 to 40 % identical to correct answer very important procedure many proteins of interest are similar to known ones requires no chemistry (unlike MIR)
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Overall procedure Making crystals
make crystals collect data phase fit to initial map refine Making crystals do you normally see protein crystals ? concentrated protein + salts + robotic trials lots of trial and error
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Data collection can be done in the lab
more powerful X-rays from a synchrotron may damage crystal often done in the cold takes 10 minutes (synchrotron) to few days
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Fitting to a map the Fourier transform gives you electron density
not nuclei not protons (H atoms) may look like a protein atoms have to be placed within skeleton
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Fitting atoms errors can be made backwards wrong sequence
cannot tell O from N
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Refinement removing noise fixing phases adjusting coordinates
from a model, calculate structure factors move atoms to as to match predicted vs measured
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Quality Quality of data some proteins diffract better than others
2θ A B C Quality of data some proteins diffract better than others some crystals are better than others completeness Resolution physical meaning most scattered x-rays from smallest "d" best resolution, smallest θ
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Disorder / mobility what if proteins do not pack perfectly ?
data will be smeared / blurry what if there are differences between molecules ? proteins are not perfectly static what is real resolution typical 1.5 to 3.0 Å best < 0.8 Å (small friendly proteins) worst > 5 Å (large membrane bound)
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Local disorder protein may crystallise even when parts are not well ordered typical of loops and termini can we quantify this ? with a model and approximations
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Atoms - how well determined ?
model of Gaussian density believable ? does reflect refinement contribution from overall disorder atoms not really Gaussians certainly reflects relative mobility can we see this in coordinates ? individual B-factors where U is mean square displacement (Å) σ is width μ is centre
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Coordinate information
HEADER PROTEINASE INHIBITOR (TRYPSIN) FEB BPI BPI 2 COMPND BOVINE PANCREATIC TRYPSIN INHIBITOR (BPTI) (CRYSTAL FORM II) 1BPI 3 EXPDTA X-RAY DIFFRACTION BPI 5 ….. ATOM N ARG BPI 137 ATOM CA ARG BPI 138 ATOM C ARG BPI 139 ATOM O ARG BPI 140 ATOM CB ARG BPI 141 ATOM CG ARG BPI 142 ATOM CD ARG BPI 143 ATOM NE ARG BPI 144 ATOM CZ ARG BPI 145 ATOM NH1 ARG BPI 146 ATOM NH2 ARG BPI 147 ATOM N PRO BPI 148 ATOM CA PRO BPI 149 ATOM C PRO BPI 150 ATOM O PRO BPI 151 ATOM CB PRO BPI 152 ATOM CG PRO BPI 153 ATOM CD PRO BPI 154 ATOM N ASP BPI 155 … temperature factor x, y, z coordinates
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Lastly, what can we do Time to solve a structure days to years
crystallisation, phasing biggest structures macromolecular complexes, ribosome, photosynthetic centre, … most difficult and important membrane bound proteins account for many drug targets more applications solve structures with ligands / complexes inhibitors DNA
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