get_raw_value(): return plain value, no implicit log calculation if log scale on axis. Zoom full scale X and X axis pan: use 1st sweep X variable, do not assume spice sweep variable (idx==0)

src/callback.c

@@ -708,10 +708,16 @@ static int waves_callback(int event, int mx, int my, KeySym key, int button, int
               }
             } /* graph_master */
           } else { /* not graph_left */
+            int idx = get_raw_index(find_nth(get_tok_value(r->prop_ptr, "sweep", 0), ", ", 1));
             int dset = dataset == -1 ? 0 : dataset;
+            if(idx < 0 ) idx = 0;
             if(r->sel || !(r->flags & 2) || i == xctx->graph_master) {
-              xx1 = get_raw_value(dset, 0, 0);
-              xx2 = get_raw_value(dset, 0, xctx->graph_npoints[dset] -1);
+              xx1 = get_raw_value(dset, idx, 0);
+              xx2 = get_raw_value(dset, idx, xctx->graph_npoints[dset] -1);
+              if(gr->logx) {
+                xx1 = mylog10(xx1);
+                xx2 = mylog10(xx2);
+              }
               my_strdup(1409, &r->prop_ptr, subst_token(r->prop_ptr, "x1", dtoa(xx1)));
               my_strdup(1412, &r->prop_ptr, subst_token(r->prop_ptr, "x2", dtoa(xx2)));
               need_redraw = 1;
@@ -724,10 +730,16 @@ static int waves_callback(int event, int mx, int my, KeySym key, int button, int
 
         if(xctx->graph_values) {
           if(r->sel || !(r->flags & 2) || i == xctx->graph_master) {
+            int idx = get_raw_index(find_nth(get_tok_value(r->prop_ptr, "sweep", 0), ", ", 1));
             int dset = dataset == -1 ? 0 : dataset;
+            if(idx < 0 ) idx = 0;
             delta = gr->gw;
-            wwx1 =  get_raw_value(dset, 0, 0);
-            wwx2 = get_raw_value(dset, 0, xctx->graph_npoints[dset] - 1);
+            wwx1 =  get_raw_value(dset, idx, 0);
+            wwx2 = get_raw_value(dset, idx, xctx->graph_npoints[dset] - 1);
+            if(gr->logx) {
+              wwx1 = mylog10(wwx1);
+              wwx2 = mylog10(wwx2);
+            }
             ccx = (gr->x2 - gr->x1) / (wwx2 - wwx1);
             ddx = gr->x1 - wwx1 * ccx;
             p = (xctx->mousex_snap - ddx) / ccx;

src/save.c

@@ -833,8 +833,7 @@ double get_raw_value(int dataset, int idx, int point)
         ofs += xctx->graph_npoints[i];
       }
       if(ofs + point < xctx->graph_allpoints) {
-        if(gr->logx && idx == 0) return mylog10(xctx->graph_values[idx][ofs + point]);
-        else         return xctx->graph_values[idx][ofs + point];
+        return xctx->graph_values[idx][ofs + point];
       }
     }
   }

xschem_library/examples/LCC_instances.sch

@@ -1,4 +1,4 @@
-v {xschem version=3.0.0 file_version=1.2 }
+v {xschem version=3.1.0 file_version=1.2 }
 G {}
 K {}
 V {}
@@ -24,8 +24,8 @@ B 2 750 -490 1410 -260 {flags=graph
 y1 = -0.0578106
 y2 = 3.04806
 divy = 6
-x1=-0.0234922
-x2=3.11495
+x1=0
+x2=3
 divx=6
 node="a
 zz
@@ -36,13 +36,13 @@ B 2 10 -930 570 -700 {flags=graph
 y1 = -0.0578112
 y2 = 3.04806
 divy = 6
-x1=-0.0339625
-x2=3.10448
+x1=0
+x2=3
 divx=6
-node="a
-z"
+node="z
+a"
 color="4 6"
-sweep="v(z) v(a)"}
+sweep="v(a) v(z)"}
 P 4 5 560 -700 560 -510 1350 -510 1350 -700 560 -700 {dash=3}
 P 4 5 820 -920 820 -730 1350 -730 1350 -920 820 -920 {dash=3}
 T {These 2 instances are equivalent} 260 -310 0 0 0.4 0.4 {}

xschem_library/examples/test_ac.sch

@@ -21,7 +21,8 @@ color=4
 
 unitx=M
 divx=10
-dataset=1}
+dataset=1
+logx=1}
 B 2 1030 -550 1570 -350 {flags=graph
 y1=-180
 y2=180
@@ -40,7 +41,8 @@ color=7
 unitx=M
 divx=10
 dataset=1
-divy=5}
+divy=5
+logx=1}
 B 2 1430 -620 1567 -560 {flags=image
 alpha=0.6
 filter="gm convert png:- -transparent black png:-"