Added Opamp Table and Sine Kreis to Schaltungstheorie

src/cheatsheets/Schaltungstheorie.typ

@@ -1,14 +1,18 @@
 #import "@preview/mannot:0.3.1"
 #import "@preview/zap:0.5.0"
-#import "@preview/cetz:0.4.2" :*
+#import "@preview/cetz:0.4.2" : *
 #import "@preview/cetz-plot:0.1.3"
-#import "../lib/circuit.typ" : *
 #import "@preview/unify:0.7.1": num,qty,unit
 #import "@preview/cetz-plot:0.1.3"
 
+#import "../lib/schaltungstheorie/opampTable.typ" : *
+#import "../lib/schaltungstheorie/tumCustomSymbols.typ" as tumSymbols
+
+#import "../lib/circuit.typ" : *
 #import "../lib/common_rewrite.typ" : *
 #import "../lib/circuit.typ" : *
 
+
 #set math.mat(delim: "[") 
 #show math.equation.where(block: true): it => math.inline(it)
 #set math.mat(delim: "[") 
@@ -260,7 +264,7 @@
           wire("I0.in", "R1.in")
           wire("R1.in", (rel: (0.5, 0)), i: (content: $i$, invert: true))
 
-          cetz.draw.content((0.62, -0.75), [$R$])
+          cetz.draw.content((0.62, -0.75), [$G_i$])
           cetz.draw.set-style(mark: (end: ">", fill: black, scale: 0.6))
           cetz.draw.content((1.7, -0.75), [$u$])
           cetz.draw.line((1.5, -0.1), (1.5, -1.4), stroke: 0.5pt)
@@ -278,7 +282,7 @@
           )
           wire((0, -1.5), (1.75, -1.5))
       
-          cetz.draw.content((0.62, -0.75), [$R$])
+          cetz.draw.content((0.62, -0.75), [$R_i$])
           cetz.draw.set-style(mark: (end: ">", fill: black, scale: 0.6))
           cetz.draw.content((1.95, -0.75), [$u$])
           cetz.draw.line((1.75, -0.1), (1.75, -1.4), stroke: 0.5pt)
@@ -286,23 +290,22 @@
       ),
 
       [
-        $u = R_i i + u_0$ \
+        $u = R_i i + U_0$ \
 
       ],
       [
-        $i = 1/R_i u - I_0$
+        $i = G_i u - I_0$
       ],
 
-      table.cell(colspan: 2)[
-        #align($-->$)
-      ],
-      table.cell(colspan: 2)[
-        $<--$
-      ],
+      align(center, text(size: 7mm, $-->$)),
+      [$G_i = 1/R_i \ I_0 = U_0 G_i$],
+
+      [$R_i = 1/G_i \ U_0 = I_0 R_i$],
+      align(center, text(size: 7mm, $<--$)),
     )
   ]
 
-  // Quell Wandlung
+  /*// Quell Wandlung
   #bgBlock(fill: colorEineTore)[
     #subHeading(fill: colorEineTore)[Quelle Wandlung]
 
@@ -369,6 +372,8 @@
       ]
     );
   ]
+  */
+
   // Bauelemente
   #bgBlock(fill: colorEineTore)[
     #subHeading(fill: colorEineTore)[Bauelemente]
@@ -1293,6 +1298,7 @@
     #subHeading(fill: colorComplexAC)[Komplexe Komponent]
     #table(
       columns: (1fr, 2fr, 2fr, 2fr),
+      inset: (bottom: 2mm, top: 2mm),
       fill: (x, y) => if calc.rem(y, 2) == 1 { tableFillLow } else { tableFillHigh },
       [], [*$Y = U/I$*], [*$Z = I/U$*], [*$phi$*],
       [], [*$Omega$*], [*$S$*], [*rad*],
@@ -1347,11 +1353,20 @@
   #bgBlock(fill: colorAllgemein, [
     #subHeading(fill: colorAllgemein, [Sin-Table])
     #sinTable
+
+    #SineCircle()
   ])
 ]
 
 #pagebreak()
 
+#bgBlock(fill: colorZweiTore, width: 100%)[
+  #subHeading(fill: colorZweiTore)[OpAmp Schaltungen]
+
+  #scale(opampTable, 100%)
+]
+
+
 #bgBlock(fill: colorZweiTore, width: 100%)[
   #subHeading(fill: colorZweiTore)[Zwei-Tor-Übersichts]
 
@@ -1579,12 +1594,12 @@
           content((0.75, 0.75), "In")
         })
       ]), 
-      $bold(R)$, 
-      $bold(G)$, 
-      $bold(H)$, 
-      $bold(H')$, 
-      $bold(A)$, 
-      $bold(A')$,
+      $bold(R) quad mat(Omega, Omega; Omega, Omega)$, 
+      $bold(G) quad mat(S, S; S, S)$, 
+      $bold(H) quad mat(Omega, 1; 1, S)$, 
+      $bold(H') quad mat(S, 1; 1, Omega)$, 
+      $bold(A) quad mat(S, 1; 1, Omega)$, 
+      $bold(A') quad mat(S, 1; 1, Omega)$,
       
       $bold(R)$,
       $mat(r_11, r_12; r_21, r_22)$,