A-2 Moment of inertia
A-4
Shape of object
Mass, inertia, position of
center of gravity
Shape of object
Mass, inertia, position of
center of gravity
Equilateral triangular prism
Right-angled triangular prism
Example of density
The following table shows informative values of density. Please check actual specific gravities of
materials individually.
(2) When center of revolution and line of center of gravity do not match
Moment of inertia when axis of center of gravity and axis of revolution of an inertia field do not match
is calculated by the following formula.
I: Moment of inertia when axis of center of gravity and axis of revolution do
not match (kgm
2
)
Ig: Moment of inertia when axis of center of gravity and axis of revolution
match (kgm
2
)
Calculated by formula shown in (1) in accordance with shape.
m: Mass (kg)
F: Distance between axis of revolution and axis of center of gravity (m)
(3) Moment of inertia of linear motion object
The moment of inertia converted into an FHA-C actuator axis of a linear motion object driven by a
screw is calculated by the following formula.
I: Moment of inertia converted into actuator axis of a linear motion object (kgm
2
)
m: Mass (kg)
P: Amount of linear movement per revolution of actuator (m/rev)
Axis of center
of gravity
1
+=
22
C
3
Am
12
Iy
√