On the outer rim. Further away from the axis point.
The physical quantity for rotations corresponding to inertia is the moment of inertia, or rotational inertia. It is represented by the integral of r^2dm.
The object's angular momentum
Mass and radius
Technologies that operate on the law of inertia make use of the laws of motion for benefit. One of these is the centrifuge which is used to separate matter of different densities from each other. Another is the flywheel which generates energy from storing rotational energy generated when a car brakes.
That is called moment of inertia.
four times the other's Because Rotational Inertia for a flywheel with its axis through the center is I=mr^2; I=m(2r)^2 I =m4r^2
Stright
The physical quantity for rotations corresponding to inertia is the moment of inertia, or rotational inertia. It is represented by the integral of r^2dm.
The object's angular momentum
Mass and radius
rotational inertiaMass moment if inertia.
Technologies that operate on the law of inertia make use of the laws of motion for benefit. One of these is the centrifuge which is used to separate matter of different densities from each other. Another is the flywheel which generates energy from storing rotational energy generated when a car brakes.
No. For the rotational inertia, the distribution of masses is relevant. Mass further from the axis of rotation contributes more to the rotational inertial than mass that is closer to it.
The greater the mass of an object the greater it's inertia The greater the mass of an object the greater it's inertia The greater the mass of an object the greater it's inertia
That is called moment of inertia.
That's what it's all about: about rotation. The "inertia" part is because it is comparable to the linear inertia: that's what makes it difficult to change an object's rotation.
Unbalanced. The rotational force upon the drive wheels must be greater than the force of inertia in order for the car to begin moving.