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Diagrama de Heyland
X 1
R 1 R 21 X 21
B 0 G 0 U 1
3
R21 s
I 21
X 1
R 1 R 21 X 21
B 0 G 0 U 1
3
R21 s
I 21
X
R
U 1
3
X
R
U 1
3
UR
UX
X
R
U 1
3
UR
UX
I
90º URUX
Ul3
I
X
R
U 1
3
UR
UX
I
90º URUX
Ul3
I
X
R
U 1
3
UR
UX
I
90ºUR
UX
Ul3
I
X
R
U 1
3
UR
UX
I
90ºUR
UX
Ul3
I
X
R
U 1
3
UR
UX
I
90º URUX
Ul3
I
X 1
R 1 R 21 X 21
B 0 G 0 U 1
3
I 21CC
21cc
I
( X
1+X 21
)
U O
l
3
21ccI
21cc
I
U O
l
3
21ccI
( X1+X21)
(X1+X
21 )
21cc
I
U O
l
3
21ccI
( X1+X21)
(X1+X
21 )
s=1
21cc
21cc
U O
l
3
21ccI
( X1+X21)
(X1+X
21 )
s=1
21cc
X 1
R 1 R 21 X 21
B 0 G 0 U 1
3
I 21CC
IO
U
O
l
3
21ccI
( X1+X21)
(X1+X
21 )
s=1
21cc
I 0
O´
s=0
0
X 1
R 1 R 21 X 21
B 0 G 0 U 1
3
I 21CC
IO
I 1CC
U
O
l
3
21ccI
( X1+X21)
(X1+X
21 )
s=1
I 0
O´
s=0
0
1ccI
U
O
l
3
21ccI
( X1+X21)
(X1+X
21 )
s=1
I 0
O´
s=0
1I
0
21I
X 1
R 1 R 21 X 21
B 0 G 0 U 1
3
R21 s
I 21
I 0
I 1
U
O
l
3
21ccI
( X1+X21)
(X1+X
21 )
s=1
I 0
O´
s=0
1I
0
21I1
U
O
l
3
21ccI
( X1+X21)
(X1+X
21 )
s=1
I 0
O´
s=0
1I
0
21I1
A
B
D
G
F
E
U
O
l
3
21ccI
( X1+X21)
(X1+X
21 )
s=1
I 0
O´
s=0
1I
0
21I1
A
B
D
G
F
E
U
O
l
3
21ccI
( X1+X21)
(X1+X
21 )
s=1
I 0
O´
s=0
1I
0
21I1
A
B
D
G
F
E
21
R
O
21
3
21ccI
( X1+X21)
(X1+X
21 )
s=1
I 0
O´
s=0
1I
0
21I1
A
B
D
G
F
E
R
1
C
U
R
O
21
3
21ccI
( X1+X21)
(X1+X
21 )
s=1
I 0
O´
s=0
1I
0
21I1
A
B
D
G
F
E
R 1
C
U 1
R
O
21
3
21ccI
( X1+X21)
(X1+X
21 )
s=1
I 0
O´
s=0
1I
0
21I1
A
B
D
G
F
E
R 1
C
U 1
R
O
21
3
21ccI
( X1+X21)
(X1+X
21 )
s=1
I 0
O´
s=0
1I
0
21I1
A
B
D
G
F
E
R 1
C
U 1
R
O
21
3
21ccI
( X1+X21)
(X1+X
21 )
s=1
I 0
O´
s=0
1I
0
21I1
A
B
D
G
F
E
R 1
C
U 1
Recta d
e poten
cia
R
O
21
3
21ccI
( X1+X21)
(X1+X
21 )
s=1
I 0
O´
s=0
1I
0
21I1
A
B
D
G
F
E
R 1
C
U 1
R
O
21
3
21ccI
( X1+X21)
(X1+X
21 )
s=1
I 0
O´
s=0
1I
0
21I1
A
B
D
G
F
E
R 1
C
U 1
Recta de cupla
R
O
21
3
21cc
I
( X1+X21)
(X1+X
21 ) s=1
I 0
O´
s=0
1I
0
21I1
A
B
D
G
F
E
R 1
C
U 1
J
K
L
R
O
21
3
21cc
I
( X1+X21)
(X1+X
21 ) s=1
I 0
O´
s=0
1I
0
21I1
A
B
D
G
F
E
R 1
C
U 1
J
K
L
R
O
21
3
21cc
I
( X1+X21)
(X1+X
21 ) s=1
I 0
O´
s=0
1I
0
21I1
A
B
D
G
F
E
R 1
C
U 1
J
K
L
R
O
21
3
21cc
I
( X1+X21)
(X1+X
21 ) s=1
I 0
O´
s=0
1I
0
21I1
A
B
D
G
F
E
R 1
C
U 1
J
K
L
010
2030
4050
6070
8090 100
R
O
21
3
21cc
I
( X1+X21)
(X1+X
21 ) s=1
I 0
O´
s=0
1I
0
21I1
A
B
D
G
F
E
R 1
C
U 1
MNP
R
O
21
3
21cc
I
( X1+X21)
(X1+X
21 ) s=1
I 0
O´
s=0
1I
0
21I1
A
B
D
G
F
E
R 1
C
U 1
MNP
R
O
21
3
21cc
I
( X1+X21)
(X1+X
21 ) s=1
I 0
O´
s=0
1I
0
21I1
A
B
D
G
F
E
R 1
C
U 1
MNP
R
O
21
3
21cc
I
( X1+X21)
(X1+X
21 ) s=1
I 0
O´
s=0
1I
0
21I1
A
B
D
G
F
E
R 1
C
U 1
MNP
0102030405060708090100
Cup
la m
áxim
a
Pot
enci
a m
áxim
a
Cup
la d
e ar
ranq
ue
S
CP
10
Cup
la m
áxim
a
Pote
ncia
máx
ima
Cup
la d
e ar
ranq
ue
nns
CP
0
00
3cos
IU
P
l ⋅⋅=ϕ
Ensayo de vacío
OO'
o
Io
Ensayo de rotor bloqueado
CC
lCC U
UInI
⋅=
InU
P
CC
CCCC
⋅⋅=
3cosϕ
O O'
o
I CC
I o
cc
G
O O'
o
I CC
I o
cc
G
Q
O O'
o
I CC
I o
cc
G
Q H
Ensayo de rotor bloqueado
( ) ( )2211211
2
33
InP
RRRRInP CCCC ⋅
=+⇒+⋅=
