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= Practical 7 = = Practical 2 =
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   {{{ >>> res = KnockOutImpacts.KnockOutImpacts(m)}}}   .
{{{ >>> res = KnockOutImpacts.KnockOutImpacts(m)}}}
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 1. Use this to
     a) Identify the lethal knockouts.
     b) Identify the non lethal knockouts that have the greatest impact.
     c) From b investigate the impact of dual knockouts, e.g.:
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             {{{ >>> lp.SetFixedFlux({Reac1:0,Reac2:0}) }}}
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             {{{ >>> lp.Solve() }}}  1. Use this to
  . a) Identify the lethal knockouts. b) Identify the non lethal knockouts that have the greatest impact. c) From b investigate the impact of dual knockouts, e.g.:
   .
   {{{ >>> lp.SetFixedFlux({Reac1:0,Reac2:0}) }}}
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             etc. Remember to clear the constraint before proceeding:    {{{ >>> lp.Solve() }}} etc. Remember to clear the constraint before proceeding:
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           {{{ >>> lp.ClearFluxConstraint([Reac1,Reac2]) }}}
      (Generate lp by: {{{>>> lp = KnockOutImpacts.BuildLP.BuildLP(m) }}} )
   {{{ >>> lp.ClearFluxConstraint([Reac1,Reac2]) }}}


.
(Generate lp by: {{{>>> lp = KnockOutImpacts.BuildLP.BuildLP(m) }}} )

Practical 2

Analysing a genome scale model of Salmonella

In this practical we (you !) will be replicating some the analysis that was described in the previous lecture . In order to do this you will need to download the files associated with the model:

  1. Download the file P7.tgz into the area in which you have been using for your other practicals.

  2. This is a compressed archive file and you will need to extract the files before they can be used:

     $ tar -zxf P2.tgz 

  3. This will generate a directory, S.Typhim, containing two sub-directories: Model and Analysis. Model contains the model definition files and an additional python module (in Model/Tools). Analysis contains the python modules you will need for this practical.
  4. For the sake of the practical we have made a few simplifications and the model and results will not be identical to those in the lecture. the aim of the practical is to illustrate the techniques used.

Part A: Analysing the response to varying ATP demand.

  1. Change directory to the relevant area:
    • $ cd S.Typhim/Analysis/ATPScan

  2. Start ScrumPy and load the model:

    •  >>> m = ScrumPy.Model("../../Model/MetaSal.spy") 

    • (If you wish to avoid a bit of typing, leave the model name blank and use the file selector to find the model file instead.)
  3. Examine the files that are now presented - how much can you recognise from previous work in this course?
  4. Now import the module called ATPScan
    •  >>> import ATPScan 

  5. The module contains a function, also called ATPScan that will generate a data set (as shown in previous lectures) containing the lp solutions over a range of imposed ATP demand values, e.g.:

  6.  >>> results = ATPScan.ATPScan(m, 0, 10, 50) 

  7. This will generate a dataset containing 50 solutions for the model with the imposed ATPase flux varying between 0 and 10 flux units.
  8. The ATPScan module also contains three functions to aid in the analysis of results:
    •  GetChangers(results, tol=1e-6)  A list of reactions whose flux value changes by more than tol (default = 1e-6).

       GetSwitchers(results)           A list of reactions that carry no flux at some point.

       GetRanges(results, tol=1e-6)    A dictionary mapping reactions to the amount of change in flux over the range of ATP demand.

    • For example, to plot the reactions that at some point carry no flux:
      •  results.AddToPlot(ATPScan.GetSwitchers(results)) 

    • Use these functions to identify which fluxes show the greatest response to changes in ATP demand

Part B: Impact of single and double reaction knockouts

  1. cd into Analysis/Knockouts
  2. Start ScrumPy and the load the model as before.

  3. Import the KnockOutImpacts module.

  4. This defines a single function also called KnockOutImpacts that returns a dictionary recording the impact of remove each reaction from the model (relative change in objective value) eg:

    •  >>> res = KnockOutImpacts.KnockOutImpacts(m)

  5. Use this to
    • a) Identify the lethal knockouts. b) Identify the non lethal knockouts that have the greatest impact. c) From b investigate the impact of dual knockouts, e.g.:
      •  >>> lp.SetFixedFlux({Reac1:0,Reac2:0}) 

         >>> lp.Solve()  etc. Remember to clear the constraint before proceeding:

         >>> lp.ClearFluxConstraint([Reac1,Reac2]) 

      • (Generate lp by: >>> lp = KnockOutImpacts.BuildLP.BuildLP(m)  )

None: Meetings/Pune2016/P2 (last edited 2016-03-16 10:10:03 by hassan)