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Guccione, McCulloch, Waldman, 1991
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Passive Material Properties of Intact Ventricular Myocardium Determined From a Cylindrical Model
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Model Mathematics
Component based math viewer is available
Component: interface
Component: equations
elim11
=
tol
aff
elim22
=
tol
ass
elim33
=
tol
ann
elim12
=
tol
afs
elim13
=
tol
afn
elim23
=
tol
ans
etol11
=
aff
-
elim11
etol22
=
ass
-
elim22
etol33
=
ann
-
elim33
etol12
=
afs
-
elim12
etol13
=
afn
-
elim13
etol23
=
ans
-
elim23
signE11
=
1.0
if
E11
≥
0.0
-1.0
otherwise
signE22
=
1.0
if
E22
≥
0.0
-1.0
otherwise
signE33
=
1.0
if
E33
≥
0.0
-1.0
otherwise
signE12
=
1.0
if
E12
≥
0.0
-1.0
otherwise
signE13
=
1.0
if
E13
≥
0.0
-1.0
otherwise
signE23
=
1.0
if
E23
≥
0.0
-1.0
otherwise
mbffM1
=
-1
-
bff
mbfnM1
=
-1
-
bfn
mbfsM1
=
-1
-
bfs
mbnnM1
=
-1
-
bnn
mbnsM1
=
-1
-
bns
mbssM1
=
-1
-
bss
eabs11
=
signE11
E11
eabs22
=
signE22
E22
eabs33
=
signE33
E33
eabs12
=
signE12
E12
eabs13
=
signE13
E13
eabs23
=
signE23
E23
aMeabs11
=
aff
-
eabs11
aMeabs12
=
afs
-
eabs12
aMeabs13
=
afn
-
eabs13
aMeabs22
=
ass
-
eabs22
aMeabs23
=
ans
-
eabs23
aMeabs33
=
ann
-
eabs33
p11
=
etol11
-1.0
bff
kff
2
+
4
bff
elim11
signE11
etol11
-1.0
+
-1.0
bff
elim11
2.0
mbffM1
etol11
-2.0
q11
=
etol11
-1.0
bff
kff
elim11
2.0
+
elim11
bff
signE11
etol11
-1.0
-
p11
elim11
p12
=
etol12
-1.0
bfs
kfs
2
+
4
bfs
elim12
signE12
etol12
-1.0
+
-1.0
bfs
elim12
2.0
mbfsM1
etol12
-2.0
q12
=
etol12
-1.0
bfs
kfs
elim12
2.0
+
elim12
bfs
signE12
etol12
-1.0
-
p12
elim12
p13
=
etol13
-1.0
bfn
kfn
2
+
4
bfn
elim13
signE13
etol13
-1.0
+
-1.0
bfn
elim13
2.0
mbfnM1
etol13
-2.0
q13
=
etol13
-1.0
bfn
kfn
elim13
2.0
+
elim13
bfn
signE13
etol13
-1.0
-
p13
elim13
p22
=
etol22
-1.0
bss
kss
2
+
4
bss
elim22
signE22
etol22
-1.0
+
-1.0
bss
elim22
2.0
mbssM1
etol22
-2.0
q22
=
etol22
-1.0
bss
kss
elim22
2.0
+
elim22
bss
signE22
etol22
-1.0
-
p22
elim22
p23
=
etol23
-1.0
bns
kns
2
+
4
bns
elim23
signE23
etol23
-1.0
+
-1.0
bns
elim23
2.0
mbnsM1
etol23
-2.0
q23
=
etol23
-1.0
bns
kns
elim23
2.0
+
elim23
bns
signE23
etol23
-1.0
-
p23
elim23
p33
=
etol33
-1.0
bnn
knn
2
+
4
bnn
elim33
signE33
etol33
-1.0
+
-1.0
bnn
elim33
2.0
mbnnM1
etol33
-2.0
q33
=
etol33
-1.0
bnn
knn
elim33
2.0
+
elim33
bnn
signE33
etol33
-1.0
-
p33
elim33
Tdev11
=
aMeabs11
-1.0
bff
kff
E11
2.0
+
E11
bff
signE11
aMeabs11
-1.0
if
eabs11
≦
elim11
p11
E11
+
q11
otherwise
Tdev22
=
aMeabs22
-1.0
bss
kss
E22
2.0
+
E22
bss
signE22
aMeabs22
-1.0
if
eabs22
≦
elim22
p22
E22
+
q22
otherwise
Tdev33
=
aMeabs33
-1.0
bnn
knn
E33
2.0
+
E33
bnn
signE33
aMeabs33
-1.0
if
eabs33
≦
elim33
p33
E33
+
q33
otherwise
Tdev12
=
aMeabs12
-1.0
bfs
kfs
E12
2.0
+
E12
bfs
signE12
aMeabs12
-1.0
if
eabs12
≦
elim12
p12
E12
+
q12
otherwise
Tdev13
=
aMeabs13
-1.0
bfn
kfn
E13
2.0
+
E13
bfn
signE13
aMeabs13
-1.0
if
eabs13
≦
elim13
p13
E13
+
q13
otherwise
Tdev23
=
aMeabs23
-1.0
bns
kns
E23
2.0
+
E23
bns
signE23
aMeabs23
-1.0
if
eabs23
≦
elim23
p23
E23
+
q23
otherwise
Source
Derived from workspace
Guccione, Mcculloch, Waldman, 1991
at changeset
c6aa63b915f9
.
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Passive Material Properties of Intact Ventricular Myocardium Determined From a Cylindrical Model