Forensic Science International: Genetics
Volume 6, Issue 1 , Pages 17-25 , January 2012

A stochastic model of the processes in PCR based amplification of STR DNA in forensic applications

  • Jos Weusten

      Affiliations

    • DSM Resolve, The Maastricht Forensic Institute, P.O. Box 18, 6160 MD Geleen, Urmonderbaan 22, 6167 RD Geleen, The Netherlands
    • Corresponding Author InformationCorresponding author. Tel.: +31 4647 63819; fax: +31 1026 44780.
  • ,
  • Jos Herbergs

      Affiliations

    • DNalysis Maastricht, The Maastricht Forensic Institute, P.O. Box 1036, 6201 BA Maastricht, Oxfordlaan 70, 6229 EV Maastricht, The Netherlands
    • Tel.: +31 4338 85810; fax: +31 4338 85889.

Received 21 July 2010 ,Revised 3 January 2011 ,Accepted 7 January 2011.

  • Image Result

    Schematic presentation of the stochastic model. During a complete cycle, there are three different possibilities with an individual strand, each with a certain probability.

    Schematic presentation of the stochastic model. During a complete cycle, there are three different possibilities with an individual strand, each with a certain probability.

  • Image Result

    Mean number of chains as function of the cycle number. The numbers near the lines reflect the number of stutters. The solid lines reflect the calculated exact results, the dashed lines the approximate

    Mean number of chains as function of the cycle number. The numbers near the lines reflect the number of stutters. The solid lines reflect the calculated exact results, the dashed lines the approximated results, and the symbols the simulated results. On the current scale, the approximation is not visible for chains with 2 stutters.

  • Image Result
    The ratios of the expected numbers of chains with no, 1 or 2 stutters. The numbers near the lines indicate the ratio plotted.

    The ratios of the expected numbers of chains with no, 1 or 2 stutters. The numbers near the lines indicate the ratio plotted.

  • Image Result
    Coefficients of variation (expressed as percentage) for the chains with no, 1 or 2 stutters (symbols 0, 1 and 2, respectively). No approximation is available for 2 stutters.

    Coefficients of variation (expressed as percentage) for the chains with no, 1 or 2 stutters (symbols 0, 1 and 2, respectively). No approximation is available for 2 stutters.

  • Image Result
    The correlation between the numbers of chains with no and 1 stutter (symbol 0,1, including approximation), with no and 2 stutters (symbol 0,2), and with 1 and 2 stutters (symbol 1,2).

    The correlation between the numbers of chains with no and 1 stutter (symbol 0,1, including approximation), with no and 2 stutters (symbol 0,2), and with 1 and 2 stutters (symbol 1,2).

  • Image Result
    The bivariate empirical probability distributions as obtained in the computer simulations after 28, 31 and 34 cycles. The lines correspond to the situations that the stutter peak intensity is 6%, 7.5%

    The bivariate empirical probability distributions as obtained in the computer simulations after 28, 31 and 34 cycles. The lines correspond to the situations that the stutter peak intensity is 6%, 7.5% and 15% of the allelic peak intensity.

PII: S1872-4973(11)00016-0

doi: 10.1016/j.fsigen.2011.01.003

Forensic Science International: Genetics
Volume 6, Issue 1 , Pages 17-25 , January 2012