opalt.asciidoc

@@ -130,8 +130,8 @@ the accelerator is uniquely defined by the sequence of physical elements
 in latexmath:[K]. The beam elements are numbered
 latexmath:[e_0, \ldots , e_i, \ldots e_n].
 
-image:figures/opalt/coords.png[Illustration of local and global
-coordinates.]
+.Illustration of local and global coordinates.
+image:figures/opalt/coords.png[]
 
 [[local-cartesian-coordinate-system]]
 Local Cartesian Coordinate System
@@ -236,8 +236,8 @@ the reference orbit. The two other axes are perpendicular to the
 reference orbit and are labelled latexmath:[x] (in the bend plane)
 and latexmath:[y] (perpendicular to the bend plane).
 
-image:figures/opalt/curvcoords.png[Illustration of
-latexmath:[K_\text{sc}] and latexmath:[K_s]]
+.Illustration of latexmath:[K_\text{sc}] and latexmath:[K_s]
+image:figures/opalt/curvcoords.png[]
 
 Both coordinate systems are described in Figure [KS2].
 
@@ -295,8 +295,8 @@ empty set latexmath:[\emptyset].
 Flow Diagram of _OPAL-t_
 ^^^^^^^^^^^^^^^^^^^^^^^^
 
-image:figures/opalt/flowdiagram.png[Schematic workflow of ’s execute
-method.]
+.Schematic workflow of _OPAL-t_’s execute method.
+image:figures/opalt/flowdiagram.png[]
 
 A regular time step in _OPAL-t_ is sketched in
 Figure [OPALTSchemeSimple]. In order to compute the coordinate system