Author: tlinnet Date: Wed Aug 20 22:06:40 2014 New Revision: 25130 URL: http://svn.gna.org/viewcvs/relax?rev=25130&view=rev Log: Reverted r25027, related to Linear Constraints change. The command used was: svn merge -r25027:r25026 . ........ r25027 | tlinnet | 2014-08-15 15:11:09 +0200 (Fri, 15 Aug 2014) | 1 line Modification to the relax manual, regarding the Linear Constraints for the exchange rate. ........ Modified: trunk/docs/latex/dispersion.tex Modified: trunk/docs/latex/dispersion.tex URL: http://svn.gna.org/viewcvs/relax/trunk/docs/latex/dispersion.tex?rev=25130&r1=25129&r2=25130&view=diff ============================================================================== --- trunk/docs/latex/dispersion.tex (original) +++ trunk/docs/latex/dispersion.tex Wed Aug 20 22:06:40 2014 @@ -2050,10 +2050,7 @@ \end{pmatrix}, \end{equation} -Reasonable limits for the exchange rate can be found in \citet{Palmer01}, p. 224. -``In most cases of practical interest, CPMG experiments in proteins will be applicable to chemical exchange processes with values of $\kex < 1e^4$''. -``$\Ronerho$ experiments will be limited to values of $\kex < 1e5$, or approximately an order of magnitude faster than CPMG experiments.'' -The linear constraints for exchange rate is therefore set dependent on experiment type, and is set to +and for the exchange rate and time parameters as \begin{equation} \begin{pmatrix} 1 & 0 & 0 & 0 & 0 & 0 & 0 \\ @@ -2083,17 +2080,17 @@ \geqslant \begin{pmatrix} 0 \\ - -1e^4 / -1e^5 \\ + -2e^6 \\ 0 \\ - -1e^4 / -1e^5 \\ + -2e^6 \\ 0 \\ - -1e^4 / -1e^5 \\ + -2e^6 \\ 0 \\ - -1e^4 \\ + -2e^6 \\ 0 \\ - -1e^4 \\ + -2e^6 \\ 0 \\ - -1e^4 \\ + -2e^6 \\ 0 \\ \end{pmatrix}. \end{equation} @@ -2118,12 +2115,12 @@ 0 \leqslant \pB \leqslant \pA, \\ 0 \leqslant \pC \leqslant \pA, \\ \pA \geqslant 0.85 \quad (\textrm{the skewed condition, } \pA \gg \pB), \\ - 0 \leqslant \kex \leqslant 1e^4 / 1e^5, \\ - 0 \leqslant \kexAB \leqslant 1e^4 / 1e^5, \\ - 0 \leqslant \kexBC \leqslant 1e^4 / 1e^5, \\ - 0 \leqslant \kA \leqslant 1e^4, \\ - 0 \leqslant \kB \leqslant 1e^4, \\ - 0 \leqslant \kAB \leqslant 1e^4, \\ + 0 \leqslant \kex \leqslant 2e^6, \\ + 0 \leqslant \kexAB \leqslant 2e^6, \\ + 0 \leqslant \kexBC \leqslant 2e^6, \\ + 0 \leqslant \kA \leqslant 2e^6, \\ + 0 \leqslant \kB \leqslant 2e^6, \\ + 0 \leqslant \kAB \leqslant 2e^6, \\ \tex \geqslant 0. \end{gather} \end{subequations}