Git commit 05d35802c2535d4051720c309d4e318da058c0f6 by Yuri Chornoivan. Committed on 24/07/2022 at 18:28. Pushed by yurchor into branch 'master'.
Fix minor glitches M +3 -3 doc/ekos-focus.docbook https://invent.kde.org/education/kstars/commit/05d35802c2535d4051720c309d4e318da058c0f6 diff --git a/doc/ekos-focus.docbook b/doc/ekos-focus.docbook index b2ab39a1d..6e0ba2c2b 100644 --- a/doc/ekos-focus.docbook +++ b/doc/ekos-focus.docbook @@ -495,7 +495,7 @@ of Hyperbola and Parabola. As part of the Linear 1 Pass algorithm, the degree to which the curve fits the datapoints, or <link linkend="Coefficient_of_Determination">Coefficient of Determination, - R2</link>, is calculated. This option allow a minimum acceptable value + R2</link>, is calculated. This option allows a minimum acceptable value of R2 to be defined that is compared to the value obtained from the curve fitting process. If the minimum value has not been achieved then Autofocus will rerun. Only one rerun will be performed and even if the @@ -609,7 +609,7 @@ <listitem> <para> <emphasis role="bold">Linear</emphasis>: This algorithm - build a V-Curve with approximately <emphasis role="bold">Out step + builds a V-Curve with approximately <emphasis role="bold">Out step Multiple</emphasis> steps on each side of the minimum. Having built the V-Curve it then fits a quadratic equation to the curve (parabolic shape) and uses this to calculate the focuser position @@ -625,7 +625,7 @@ algorithm starts in the same way as <emphasis role="bold">Linear</emphasis> building a V-Curve. Having built the V-Curve it then fits the <emphasis role="bold">Curve - Fit</emphasis>type to the datapoints and then calculates the + Fit</emphasis> type to the datapoints and then calculates the focuser position giving the minimum HFR. Having identified the minimum it then moves directly to that point in a way designed to neutralise backlash.</para>
