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Added NIk Symbol
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alexander
2026-02-08 13:41:48 +01:00
parent 69129c32fd
commit 5f0bd74756
1 changed files with 7 additions and 3 deletions
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10
src/cheatsheets/Schaltungstheorie.typ
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@@ -1765,6 +1765,8 @@
[ [
- Verlustlos - Verlustlos
- Reziprok - Reziprok
- Passiv
- Symetrisch
], [$ A = mat(0, 0; 0, 0) $], ], [$ A = mat(0, 0; 0, 0) $],
[OpAmp \ $U_"sat+"$\ (4-polig)], opampSymbol, [], [], [], [OpAmp \ $U_"sat+"$\ (4-polig)], opampSymbol, [], [], [],
@@ -1960,7 +1962,9 @@
$], $],
[NIK], [NIK],
[], [#zap.circuit({
joham.zweitor("NIK", (0,0), label: "NIK")
})],
[], [],
[ [
- Aktiv - Aktiv
@@ -2038,7 +2042,7 @@
$jMat(G) = jMat(P) jMat(G) jMat(P), space jMat(R) = jMat(P) jMat(R) jMat(P), quad jMat(P) = mat(0, 1; 1, 0) \ $jMat(G) = jMat(P) jMat(G) jMat(P), space jMat(R) = jMat(P) jMat(R) jMat(P), quad jMat(P) = mat(0, 1; 1, 0) \
det(H) = 1,$ det(H) = 1,$
Streng Linear $=>$ Umkehrbar Für Eintore: Streng Linear $=>$ Umkehrbar
], ],
[], [],
@@ -2047,7 +2051,7 @@
[Immer Reziprok], [Immer Reziprok],
[ [
Symetrisch $=>$ Reziprok \ Symetrisch $=>$ Reziprok \
Streng Linear $=>$ Reziprok Für Eintore: Streng Linear $=>$ Reziprok
$jMat(U)^T jMat(I) - jMat(I)^T jMat(U) = 0 \ $jMat(U)^T jMat(I) - jMat(I)^T jMat(U) = 0 \
jMat(R)^T = jMat(R), quad jMat(G)^T = jMat(G) quad h_21 = -h_12 \ det(jMat(A)) = 1 quad det(jMat(A')) = 1 quad h'_21 = -h'_12$], jMat(R)^T = jMat(R), quad jMat(G)^T = jMat(G) quad h_21 = -h_12 \ det(jMat(A)) = 1 quad det(jMat(A')) = 1 quad h'_21 = -h'_12$],