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DESCRIPTION
Formulario momentos de inercia
Citation preview
aCh
y
x
b
Ix =bh336 Ix =
bh312
Iy =bh(a2 ab + b2)36
Ixy =bh2(2a b)72
Iy =bh(a2 + ab + b2)12
Ixy =bh2(2a + b)24
Triangle
Half parabolic complement
h
xC
y
b
Ix =37bh32100 Ix =
bh321
Iy =b3h80 Iy =
b3h5
Ixy =b2h2120 Ixy =
b2h212
Half parabola
h
y
xb
C
y = h(xb)2
Ix =8bh3175 7
Iy =19b3h
15
Ixy =b2h2
6
Ix =2bh3
Iy =2b3h
Ixy =b2h2
480
60Circular sector
y
R
Cx
Ix =R4(2 sin2 )8
Iy =R4(2 + sin2 )8
Ixy = 0
x = 43b
y = 103h
x = 83b
y = 53h
x = 32Rsin
Quarter circley
xR
CR
Ix = Iy = 0.054 88R4
Ixy = 0.016 47R4
Ix = Iy = R4
16Ixy =
R48
Quarter ellipse
a
y
bC
x
x2 +y2
= 1a2 b2
Ix = 0.054 88ab3 Ix = ab3
16Iy = 0.054 88a3b Iy =
a3b16
Ixy = 0.016 47a2b2 Ixy =a2b2
8
x = 34R
y = 34R
x = 34a
y = 34b
h
b
b2
h2
x
y
h
b
y
x
h3
b3
C
C
h
x
h3
y
b2
b2
C
y
x
R
C
y
x
R34
Rectangle Circle
Ix =bh312
Ix =bh33
Iy =b3h12
Iy =b3h3
Ixy = 0
Ixy =b2h2
4
Ix = Iy =R44 Ixy = 0
Right triangle Semicircle
Ix =bh336
Ix =bh312
Iy =b3h36
Iy =b3h12
Ixy =
Ixy =b2h224
b2h272 Ix = 0.1098R
4 Ixy = 0
Ix = Iy =R48 Ixy = 0
Isosceles triangle
Ix =bh336
Ix =bh312
Iy =b3h48 Ixy = 0
Ixy = 0
R
C
y = h3x =a+b
3
y = h(xb)2
Area Moments of Inertia