3-NIRVANA-user-guide/3.2-User-interfaces.md

@@ -948,7 +948,7 @@ components by exact integration of given analytical expressions. For a
 grid cell (ix,iy,iz) on superblock `g` the discretized components would then
 read 
 
-![ic_b](uploads/411b3e817fec94afa0a2861772697e71/ic_b.png){width=600px} 
+![ic_b](uploads/411b3e817fec94afa0a2861772697e71/ic_b.png){width=100%} 
 
 where the numerical expressions for the cell faces are:
 
@@ -983,7 +983,7 @@ and *Δ*<sub>iz</sub> are given by
 and (*Â*<sub>*x*</sub>, *Â*<sub>*y*</sub>, *Â*<sub>*z*</sub>) 
 are the cell-edge integrals
 
-![ic_A](uploads/d7670a3203d0f3a1e2a9a759e69e2e77/ic_A.png){width=600px}  
+![ic_A](uploads/d7670a3203d0f3a1e2a9a759e69e2e77/ic_A.png){width=100%}  
 
 The  *Â*'s are usually easier to compute than the face-averaged
 magnetic field components directly. Even if the  *Â*'s are