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Active vocabulary | Active vocabulary | In order to calculate angular acceleration it is enough to know the equation of rotational motion | Relating the linear and angular characteristics | AFTER STUDYING THE TOPIC A STUDENT IS TO | Dynamics of material point | The rate of change of momentum of material point is proportional to the net force of all the forces acting on it and in the direction of that force | If no forces act on a material point it will not be accelerated. | AFTER STUDYING THE TOPIC A STUDENT IS TO | Active vocabulary |


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gravitational field non-inertial reference frames — — — гравітаційне поле неінерціальна система відліку force of inertia сentrifugal force coriolis force — — — сила інерції відцентрова сила сила коріоліса

Any reference frame being in accelerated motion with respect to an inertial reference frame is non-inertial. The mechanics laws are invalid with respect to this frame of reference.

We all are aware of a strange force which appears when we drive around a curve, especially at high speed: it pushes us to the door and holds us there. This new centrifugal force acts away from the centre of the curve. But there is a real problem: how can a change in the motion of a reference system (the car) actually create a new force?

To answer this question let us consider two frames of reference: is an inertial frame of reference and moves with respect to at changing velocity (Fig 1.24). The position of the mass point m is determined by position vectors (in frame ) and (in ) and velocities additional rule will have form

Then for accelerations we get:

, or ,

where is acceleration of material point in the system

isacceleration of material point in the system K;

is acceleration of the system in relation to the system K.

After multiplying this equation by mass of the mass point we get:

,

and

,

What is the physical interpretation of the term ? Its unit of measurement is the same as that of the force. Hence we call it a force - it is the force of inertia.

Thus, in non-inertial system of reference an additional force - force of inertia - appears. Its magnitude is proportional to the acceleration of the reference frame moving with respect to the inertial frame. The existence of the force of inertia is a property of any accelerated frame of reference.


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Moment of inertia| The mechanics laws are invalid with respect to this frame of reference

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